<!DOCTYPE html><!--[if IE]>  <html class="ie"> <![endif]-->
<html>
	<head> 
 <STYLE> 
 sup {
	top: -0.4em;
	vertical-align: baseline;
	position: relative;
}
sub {
	top: 0.4em;
	vertical-align: baseline;
	position: relative;
}
a:link {text-decoration:none;}
a:visited {text-decoration:none;}
@media screen and (min-device-pixel-ratio:0), (-webkit-min-device-pixel-ratio:0), (min--moz-device-pixel-ratio: 0) {.stl_view{ font-size:10em; transform:scale(0.1); -moz-transform:scale(0.1); -webkit-transform:scale(0.1); -moz-transform-origin:top left; -webkit-transform-origin:top left; } }
.layer { }.ie { font-size: 1pt; }
.ie body { font-size: 12em; }
.stl_01 {
	position: absolute;
	white-space: nowrap;
}
.stl_02 {
	height: 66em;
	font-size: 1em;
	margin: 0em;
	line-height: 0.0em;
	display: block;
	border-style: none;
	width: 51em;
}

@supports(-ms-ime-align:auto) { .stl_02 {width: auto; overflow: hidden;}}
.stl_03 {
	position: relative;
}
.stl_04 {
	width: 100%;
	clip: rect(-0.041667em,51.04167em,66.04166em,-0.041667em);
	position: absolute;
	pointer-events: none;
}
.stl_05 {
	position: relative;
	width: 51em;
}
.stl_06 {
	height: 6.6em;
}
.ie .stl_06 {
	height: 66em;
}
@font-face {
	font-family:"RFUNRR+Arial";
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");
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?#iefix") 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") format("truetype");
}
.stl_07 {
	font-size: 1em;
	font-family: "RFUNRR+Arial";
	color: #FFFFFF;
	line-height: 1.117188em;
}
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ZnwuJVZ5cdHl05ft3Bd4R/bW8YtTeK/yIpoiS9tumFZ+88QGf6k0MnOBIitKIC+0oLTfK3sUnmxc7XMjXfW+6axzfIsJxdhx8hxZ4pNy5ySG76szYdYraARvMi9CW92P4gPoH8EeI87amrEM/Ftyu1u3hDANithvCqxWkNFwVMUi9fHCySGedVnMVpjyCL6y1BZexkpy5GAFkYiIaLV2obEXVRxRQUojm4QUTBGhQ4FpYsTQeuUNMhdXDkDive3Eb3LxrcU9W7LGb1VLmehh92Jp+kO0TZvbUqUdI7uUa+Fapwex7A1WQbXCXQfYBuIHqmMHSIXdsBWn4Rdgu3AdUd82X0Lfnj+rkMvtA50bnrF6ume88yZHR3TNq6cXOjkXn/i1jn/9dvDhc8Oz30jP8DMumfMpHm4/VTvvll7fw/r6AEqb2SjyIMK2gaPwSPuN74qvCp97PyzWxANoni/6QH3fmG/9HPmRd5QJaXcG4WN0nrTBjdfgxNKk3WWlXV63KoacnkcLk1puhfo6/KIJlOIMzgMtUpTtwFznAEZPC7RoPIx2UeMHrfElcVcHgOnqG1A9tOa7G7LeLDiafG0e9Z6WE+ObDtRLrYZcviUVmHy13L4EvcRd5ljElyGI5xH5VSuTGo8W4J9biLb1d08dGVIuZLtgg4mFboV4CmZoXgmnU4XoR0DqHIAdC8M3BRxiwJooywIJkSBHgQpe11JFmg40KsQ4xk4v/VAsKfvUdusGTfs7Qy4vB19Hxw585+PrJryE7Iyv2hhIj1l9vbW1EP44td/BHmYCpjOBL+1oxD6RltVRhlZSRs20BLZ4HzI+qK138qPsiYimcgMZ6tzlZPfEsCMzeEM2iG+bExFmOF9dkJCGDnA4YGZiAn7gKP2GJLcPtko+m2ZCowqEhWZipaKzyq4ioocHtBMlKl28GIk2u053KB5xFpqORnUgtoRi1BrWPfm1pXf8eZuMOY/UYYqujErI2yl97qm3NJ2Yl0FTsWzi/DQVdoOQncNbzHVFCAv/ZQgjcfrcB1TYq+FAXirBLugQ1tkLy/wU/G4vjWtu2/Y//a8jdvvn9B5aHT1GvyDW9sPrtrRvuyF1CjudP5Ky6QP/vDI/x5sT6ztvoBPBnc9uhOX3fPAEwee3QD8bYDsxwtYM8DfhR0cbuF6uEscY8A+LsEd5F7iBrhhTiAMUwp2HUtAESKaYe5Cok2PaBsaQO8i0oMuwfZpRpDZ29kiUu0jSCmX413d7gSA0Yc0ty2DqGGLmWgGaRMjxStLRQquHDFobCF96kQgVezVaOkPHAG4660qznoCxX5O8e6pSfRmyJaJX/dZdJ2SpOl+0h24Cj+V8a5uwBo3AJqF33Knv5oOy5gAyIR1ZASc0KQjzFvMx8wXDCvS33FDojHZIvaIl0TGJybEg+JL4oA4LPKIY1nMgBgizMSIIIRY7KAzyyluPMcLMZZCJwh3saJShI5l6Qvd8MIe9hJLWM0oJ9kNBoCPVVsnXkO0eFccFwFkteYxGXYEQJYCyJZw0GctAARLgWQpkPotb22xr0gUe7X0KAWUpYDSq+MA6L+Ervk72KVpO1TCL07TSy6dFpR0Wscy3oVTdQKG2MfT4ifjhakf9H3ADv3mN1/b2SgEOM1v/sq6wJzK0W5NamI6HbeVH+BZN00XFyrWZJP0sJXcUt6pfF/crDxl4HiHyzFKnILbIHvn5bDlRiMO16IO9BjsDWJtPqPg8bFG1ObHtZjgyxaXX4hWyG3IoliIZY63cU4xDWzW3Z1q3NX8L0sTQPqbIdog5tSSk9vCNOaKmV7JsJlA39SvD/3iPx7C+Kc/P38c3710zaElm9ransP32d8++9GFY3jeS2cPmlZ2P1T4+Ae7dj0ABFoBq1wAq7QgP9rUj6ywuhtBxMqpklWJuCO4Lkh4rtzpqGQWORY7WytbfWudHT5+CofXKxsdW8u2VJ5kuAofK8ASjbIfaaMTSRQNePxIUIR1AiPcHYyuvGZt8ebiwqh+dMGaukBC7EqqZH8sLC2aoouZSGiWotvfilMHvjjzyROFzw58/+LqvsfWju9eNs3p23vXwt1d9XgfTr1z9PI7pwpvHr3jjb1PPp3o2Dpj+ZLHDs5/5l3IPxezR8hXenxM0xytzG3kHsIgBjN7MSaoByqfHBE0eQ9w/EdMfwLtAUQ8bA7PfWUX/clXsjTPymeBS8pQlm4B8AVe+svBwpfsEWwvDA0PFxGE/+InyETLNA0VW3wfMqNffXuNnJpEcJC9aWYVwYF+/AkaheI4DkSbCvxogi1Q0WfavLBQL5AQCRsayHRDK7nZtIpsNmyy/sw6YHjN+o7hgtXCuFTC8gwBOwa1w2DH62iBiKkdmxWHAhPdCjabFTt4CQPptmYlBPMxk2o2IwkjxayIYLnHTW0KdV5zxowVc4u53bzWzJpfI9sgSyD49HG1DVPTtn9rLK1upJpL0a5jM5gfpF4Mne7FFKV0GpwYeZRBd4ZGHuwtzUth5Ibht9nPuWJWWme/mvgITMjeUDIMZuoHL1StPn3rjn1lvX2POGdNe/j9utvYaP+aFbs3fO/e/Dby3LJE/eTzfy/YYLvuAPgnAXoeFERn+lEACCxCePr80LhosLYBk0U+FnzY/bCHdXtmlBEB9Xne9DBRpsZ4T1lvGYvos6i8DDE2bJW9KKzgDqAHVvA8GLD4Rra8rMb6mO2QjdhsrN9nElQIZRut98odfkM05PXLmupPIlmR18kfyqw8MRydWOR8vBjQ+cGr0Qwli5IH1GiOThP0C3EKRneXXtSpvB4BI9HtEAKlPAUHSugw816OFj57feObtz2H0f5f/bflm8/ZB5dnTxbC5Ca8a/X6Adxpu+/TNZd2HsMzDn76ztwFPs/+Z7fgLRWmXXsPAdu2gWMokAsy6PeaehNZgVeQLtxFOMTR9Pkm3MNxnG5qwaTeeyuLvbus2Dtceq+FzXLyOsflr3Vc8IyPaBEMf1AFlVzphaj0QlR6oe6WsiglEWosWnHjk9cnLbrAd3/3VOGfvVF/LksJxWyjQg4SDqFJ13pRD03rd0Nz+HfXhybGHN49swpj9trQzCLETOH+HbnQW9odIQHH8Chjk/Ch/UMH58ZRW4ONYSHTYJ2MzelyWWGMOJPRxBhFi9XlCiEOoOFaLNjiF7GD1DB2oA/L8C4Ayr7ewaxXQIBs651O0eWCuoNdD6jRowN6dnBSFS/uBiy2KJ+P1BmD12QHg+AKicGSz9HgU6AQHuqigIwUgrQoFjjlGsvTIw4K49REAkWfoMeaQEvk7Nnnvc/73HV3L592X+CWifUph/vX3l+fZX60+0DXikneH7vrl3fv/mZVUauYJRBtMrqibRWZB8R9hr0iy5td5sOGt9n/Yb9i+CiJsY24gczEm/GDWLDIhDESWS4RBfJ93lgqxOQiYWRwQc2iJHXW2BQwolrqmQoiHWgdJGuXQXuKKsSgVkWnycV+nEZXk7bPs3oK2w1ZRz9ClKOBUiJmUSHXMruKCdhoVe+PV5Zyr0VFWinxb4u3EWLpwTqS+I7Ua+BVI4JVBI8BoTo0esGzCxpaZica2883LWaj72/dWHU0+IfCUKEV4JqCEN8DcFXjWdqE6VZcowHZD9a8FhqoeVe9EPqY8E+pT4WOuY4FX6p5TeWnWVoNCy0321ZZ7q3hRRw0BC31hjrLdANfQ5fTYlaSzKhqQqqrden3K03rden3VlaGfH6Hn074sc/nl222kN3hcNAJB7bbHREf7/GZTEXcq32VtMaoyeHfa2aHLNraHAqyK3YC5cRqzezzKpVtfgX5FB/x0RkfKEZ1G1ausYI47IJf8TkUO/WD4lFf8UudAbrmPDTF4bWjc1jRWUurtRJ5h5QhrnfEKWDkvn4II8GiExjiGzKgb01D/Wfr4K8fT/mgL7LyYHb5Tuf8E8t37lT39D1un5yefzQburPvSWVSsvnFO4KdbPSlrtbOpSuWb+8e25W/ifyqNZJMLzv403ye/GaWL6kte+n5ggRGcycYzQUQExn50NF+5B3+6ATYho1aTDu1GIa3sF4P02nKmV+1CC6LwztKCDlnWG628A4VJ3BAqnG2SqskbjweJ6Wdc/BkabaTd8uyyWh0iCZU7hMF2SI5oHY2v2NpM72jyO3yWvkQ2EkOh18NKH4u6o/244h+GHSF+sqXugfr52DwhZhP9CqWbXppli0eL5QKXhvlLKQuIawfF17NrBjl6RcPXDj42aa3Vm46WfjtkUJtzR2zt6544P4Vk1Z3zvzR8Q//8AaedGiAfO+r6fj1tT0Le3721fZHxz/8HsBRX7iZvR+oHUR12NuPokU4xuaK/TgKS4ZWw2MdYwnrbhIXRldGe+q5SLy2nkRsEWcGpX2sy+WsUVVJ8sTMMbfHE5JUhySpOKxHP8jgo1qdOeFzCO6Yysd8Zon3eWW3W/R42kR4DmRTVO9VsU9NqD3quyrbrmKkYjVHIifFEDA4h9/VKoh/TwAH3lSiGUh+JCwlY6oiqVJSirZfc6ADuehfvswO/VnJx7d8DpHejT3fHuhc0rsRmfAkkJvqQ1EnYBP08zeuVGSAWCjnDMXyuHhSq6q8S9VRT6Wu2Y5UHWMhRbMvHfc0jJz3jD9FgpGxc1+YmYjZHjn43Ps//3Tb77rCh98LdV/c2dO/5GNn5dqpi15es3f15O+vTnVYJ060uhY2DbTuGXr/BK556q1jXw+/+Prtk+9d4CE3rkk1z9+G+Xvue3rG3l+DIj0PyeZmsH8JPavNsVUxftN0STPNMz0o7BJ7TD/Fh6VT2MhznORiq6RGxEmiWGfgHAYDxxHOQOqKhxWiwUBzSglJYhsyKAZiyGEn5Jl6dXMZM2vxHihyho2ncbN+eEkPtfNf0JImXbQrqq2GUmZYsvCuLOj3SYNkU5M4vijA1NkhwlNQ8OJ5x15eIruS8/HygfwhNpo/1fF+1+Pk3q//+P+0ZiTFAHjaY2BkAIMJIQLS8fw2XzkkOcD8R383K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") format("truetype");
}
.stl_08 {
	font-size: 1em;
	font-family: "NTWOUQ+Arial,Italic";
	color: #FFFFFF;
	line-height: 1.117188em;
}
.stl_09 {
	letter-spacing: -0.01em;
}
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") format("truetype");
}
.stl_10 {
	font-size: 1em;
	font-family: "UGIOQD+Arial,Bold";
	color: #FFFFFF;
	line-height: 1.117188em;
}
@font-face {
	font-family:"TAERVU+Bodoni MT Black";
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");
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?#iefix") 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format("truetype");
}
.stl_11 {
	font-size: 3.16em;
	font-family: "TAERVU+Bodoni MT Black";
	color: #FFFFFF;
	line-height: 1.167969em;
}
.stl_12 {
	font-size: 1.2em;
	font-family: "TAERVU+Bodoni MT Black";
	color: #FFFFFF;
	line-height: 1.177783em;
}
.stl_13 {
	font-size: 2.66em;
	font-family: "TAERVU+Bodoni MT Black";
	color: #FFFFFF;
	line-height: 1.167969em;
}
.stl_14 {
	font-size: 2.34em;
	font-family: "TAERVU+Bodoni MT Black";
	color: #FFFFFF;
	line-height: 1.172982em;
}
.stl_15 {
	font-size: 1.5em;
	font-family: "TAERVU+Bodoni MT Black";
	color: #FFFFFF;
	line-height: 1.167969em;
}
.stl_16 {
	height: 70.08334em;
	font-size: 1em;
	margin: 0em;
	line-height: 0.0em;
	display: block;
	border-style: none;
	width: 49.58333em;
}

@supports(-ms-ime-align:auto) { .stl_16 {width: auto; overflow: hidden;}}
.stl_17 {
	width: 100%;
	clip: rect(4.225001em,44.94583em,63.22083em,4.65em);
	position: absolute;
	pointer-events: none;
}
.stl_18 {
	position: relative;
	width: 49.58333em;
}
.stl_19 {
	height: 7.008333em;
}
.ie .stl_19 {
	height: 70.08334em;
}
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");
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?#iefix") 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RYM/rz+uVr+9gkxCAYxCw6POwMwCLgKLgoh/l0X/f7wAxwTASABIBwBHgouCggAAQA3/+UFMwVSAE8AjEAkS0xPIDsdOUAoICo5OSoUUWMFUE9BQBYUYlA7OSA4MRweKSUhuP/AQB4MEEghgi4xBlBAQ01IRkAMEEhGggxAFhQgEwYMDFAAEDwQxNQaGc4yGhgQ/SvFxMUyEPzG/SvEzMUyENQaGc0yARgQ9jIaydwaGc0Y5hI5OS98LxoZzRoQyTMaGBDNMjEwARQHBgcGBwYjIiUmIyIHBgcGIyI1NDc2ATYBNjc2JgcGIyImIyIHBicmNTQ2NzYXFiEyJDMyNiMyFxYHAQYHBgcGFxY3NjMyBDEyNzY7ATIFMzMQGQsrAkMY/qjYtlxcHBsWAx8XEwFRlQE6MyMHERuL9D/DDHMfIgcaUQ8JEuIBWxABKggcigIZBQMR/es+eqxBCgMDEEDEZwFykzoOBhkMAS8KmjlOGgQBEQoGAgMDDgohHAGatQFsOzwLCwIIBA4UAQQLE5gkDAIbBA0RCRP9pUGPymwQBAUFEhR3HAABAG0AAAFYANkACgAcQAwMABtABQsHGwOAAwsAEDwaEO0BENYa/c4xMCUUBiMiNTQzMhcWAVhGL3aLLRsYZCs5ZHUkIgABAGr/8AOoBUwAPwCNQEc1PkU+AjU0ATgCSAICXD0BNRQBIg02QBwcDDk2ATY2ACogLCwJQWM7HQANFkAMCWJAHSwgKTI7HBwEJkAyBkAHKA0QHgQEQAAQ9O3dGhnNGBD0Gn3NEjkZLxjFENQaGc0BGC99EPYZzBoY3P0ROeYSOS8aGc0RORgvXRI5fS8aGBDtMTAAXV0BXV1dARQHBiMiJyY1NDc2NzYXFjMyNzY3NjU0JyYnJjU0NzY3NjU0JyYjIgcGJyYnJjc2NzYXFhcWBwYHBgcGFxYXFgOoy4nwe24RBwQKAyBGbkU+VSCDc0uzEClXXUQyLWJ5ZBINEgYOCj1ebZFuSGADBHtcIxcdlFttAYm1iFw1CAwRBgkDAQ0dFx8cdohxUDQbAy0LDRxPOYlSOTZCDwMJCQ4NUCctCAc7Tmp0fFsTDwYdSVgAAwAjAm0CagVcADwATABaAEtAIQA3GwlaUywTRVtcTEwGPEFIBg9VT1gJTypAGoAhKDEHWwAQ/BrJGtwazt3UyBDe3cTezQEvPc08GBDGENbUxN3eMjJ93RjMMTABBgcGBwYjIiYnJgcGBwYjIicmNTQ3Njc2NzY1NDEmJyYjIgcGHQEUBwYjIjU0Njc2MzIXFgcGBwYXFjMWFRQGIyEiJj0BNDYzITIWFQE0IyIHBhUUNzY3Njc2AmoCCCMYBwcxZxUBARojOkE3Iy8rJ0paRQQHExspJCENDhc1LUEsQmFUMisCBgcDKDcdEA0g/hMhDBEuAcktEv74BiowXEo3JQYICAMtBAgkDQRKMAYEKhstFh83RC8zGyEOAgqBIwwXEwQUGSEaKSceWhknJyJMbJJJHikCtBAGBQ8ZDwUFDwGBCBkvSloIBzsJGkUAAgAz/+4DgwOaADQASgBhQC4xAExZGA01RQpCQiUNQApYSyMQRDAZNSg1GEQYRBgGPRAQBUtAACAxSisPBgRLABD05XbcGhnNGhgQ/O0SOTkZL30vETMaEMkaGBDtARD2Gu0yLxB23Bj97n3UGcUxMCUGBwYHBiMiJyYnJjc2NzYzMhcWFxYXFhUUDgEHBgcGIyIGIyIXFhcWFxY3Njc2NzY3MhcWAzQnJicmJyYjIgcOARUUMzI3PgE3NgODAgRCbHJ0uW19DQYbJ1phhGppW0s0GAgi3x48PXQjBUcGCgIJZyNSSEhwQioVBAYFDgjpCRgHFis9TEAxESQINVsftxsPngYFQjAzaHe+YmmWU1snIks0KAsUDA0vBAkKEQIwwHkoFhMBAyIWFQMDDggB/gIYLAoeIzFFGXslFAgDKAoHAAEAKgPoAgAE1wAPACZAEAooDgUgBxAOCwuAByAFChAAEP4ayhr9xgEQ1hoZzhjVGsoxMAEGBwYHBicmPwE2FxYzMhYB/g8eZeklGhog6RAPNG4FBwTFDxA2chYQDxisDAIGCf//ADP/7gODBOcAowAQAAAAAEAAAAAAAEAAAYMAEQDyABBAAAAAAABAAAAQQAsCEFBPAgBQUA8QUCs0KwACAAz9+ARGA6gAOABNAHJAQYc3AYY2AQ0TCAhFMDAQGEUMHk9ZAA05GiMVIBMXFR5WTkQxPw8rNQVOQCEOKCcBTkANGg4oFAJORwdgShAoBAROABD0Gu0a3ckQ9BrtMhoQ/BrtGhD8Mv3UyQEQ9uTm5Pz97hD95DMvETMv5jEwXV0BFAcGIyInJhUUFhUUOwEyHQEUIyEiPQE0OwEyNRAnJisBIj0BNDsBMjc2MzIVFAYVFDc+ATMyFxYDNCcmJyYjIgcGBwYVERQXFjMyNzYERoqC4npNEAIzmggG/ecODnkRBQgYgw8IZ1s0VxQQBBk1m1SYcX+zHRwlUoNdNj0LBAhVkZlPPAHH0YF7KwkRAuIY7QknDAgpCxAD81zJCicLBgoZB2EIHhgzVG17/uRHVFEqXhgcFQ0M/dkXBjdxVwACAD//9APsA6YAFQApAGlAPcgcAakcAZgcAYkcAWcYdxgCZhR2FAJ2EwFlEwERBREFCytZAA0WHg1AC1gqCwALAAUaESARBSokECgFBCoAEPQa7RD0Gu0SOTk9Ly8BGBD2Gu193Bj97hI5OT0vLzEwXV1dXV1dXV0BFAcOASMiJyYnJicmNzY3NjMyFx4BByYnJgcGBwYVFBcWFxYzMjc2NzYD7DA82JGFSJM0PwIDSkJ3XqaEW2lexQNbYY1tKDxAJ0M2S1ApPSEdAdWHXnqCI0lnfYmXd2o2KzU+1brCe4QHBTxZo6aWXDEnHSpXSwABADv/8gOBA6IALQBVQChLEAE6EAEUMBISCi9ZQCogACINClguEhQUBBwQDgUuQAAgKyYPBAQuABD07dQaGc0aGBD87RI5fS8ZxQEYEPbtfdwaGc0aGO4SOXwvGhnNMTBdXSUUBwYjIicmJyY1ND4BMzIXFhUUIyInJicmJyYjIgcGBwYVFBcWMzI3Njc2FxYDgTOoqodIeEA6P8e7rGxEK0k0KhUMKiYXPxc/Kj9mTqyIXgwSDAkIpA8mfSU9bWCkXsu0bUM2OTctSigJCAgWPl+pvn9hPgcNDBAIAAIARP/lA7ADlgA8AEsAeUA6MDY3BgYAAE1XNwwbCj89AT0TKSkkDCsrQw0TWEyAKyspPg4YGA9AIA4gMAVMQEYPSAoPBEwAAAYETAAQ5DIZLxgQ9Mga7RoQ/BrtGhI5fC8Y7X3OMhkvHQEYEPbtMy/tMxkvfRDcXTIYxf3sMy8zGS8YENUaMTAlBgcGBwYjIiYnJgcGBwYjIicmNTQ2NzY3Njc2JyYnJiMiBwYdARQHBiMiNTQ2NzYzMhcWFxYHAwYXFhcWATQjIgcGFRQWNzY3Njc2A7ACCDMpCQpJmx4HCSU3WGNMO0N+bXOBCQEGBgYlKUNDLBUWIE89Y0FmkoBKGxEPARMEQDhPEP55EENNj0gvT0QSBQ5CBQozFAdvShIOPSxFIyhUZJgnKh4CFJU0Mh4hGwwhJzQiOzMviCQ6PBU3MSf+eW8xKxYFAWcTJ0l4SD8GCl0YH2EAAQAnAAAEVAOoAFAAdUBAPDwbFhgTFAwqUldQGE0TSURGDEAGFw0ZLxUsEyooKCMVKlZREw4wPUhAQjc3EA9CBVFALQ4zAVFNGAkmDigDHwAvMxrtMjIyEPTtGhD87TMvEMka3RrpARD25DMvEObkffQY5Br9yTPm5OYQ/ebkMy8xMCUUIyEiPQE0OwEyNzYRNCYjIgcGFQYRFDsBMh0BFCMhIiY9ATQ7ATI3EjU0KwEiPQE0OwEyNzYzMhUUBhUUNzY3NjMyFxYVFAI1FCcWOwEyFQRUCP5WCgpMCwUMXFpYXBEGIWQLC/4xBQUKcxABBiF1DAiHQCdhBw4CDTFKVkmDRlIIAgMTaQwMDAgpChF5AUWkaR8GFSv+VMsKKQgECCcIEwHAu5UMJwkEChcFPwchCCElK0ZSwkP+wwNzHjcGAAEAFQQvAkUEzwAcAEa1HhowBGgBuAEAQBQSaAwwDx0BIBoWQA8gDAgSFgQKHQAQ9t3c3d4aGc0aGBDeGhnNARgQ1hoZzRrJGhjcGskaGc0YxjEwARYHBiMiJyYjIgcGBwYnJjc2MzIXFjMyPwE2FxYCQgMQNHQ/OmYtHxYJFAwKBA41dS9GbygfFhULCQMElgoVSB0zFwoOBh4ME0gfMRcUCw0E//8AJwAABFQEzwCjABcAAAAAQAAAAAAAQAABgwAYAQQAAEAAAAAAAEAAABBACwFCVU8BAFVVQEJQKzQrAAEAPwAAAokFRAAmADpAHyhhJmYjEx4hGxVnBWcOYCdAHR0SDhkJJyMJDgMwAycAEDwaEO0yEPTtMy8BGhD+5OT9xubk7jEwJRQjISI9ATQ7ATI1NBI1NCcmKwEiPQE0OwEyNiMyFTQCFRA7ATIVAokI/csNDagQBAQHW0YMDHGLewIQEjF/CgoKDCcMNgsDZQ2TJUQMKQwVFQL8OSb++woAAQAh//IDvAVHAEkAV0ApTAoBCxFAPCRLYzENABokSgsLPwYbSEA3FBQgQAZKKx5AJyAESj8kICgALxoZzRgvEPTFGu0Q7BE5fS8YzRDW7RE5LwEQ1n3UGMTt5hDUwc0yMTAAXQEUBwYHBgcGIyAnJgcGBwYXFjc2MzIXFhcWFRQHBgcGIyInJjU0NjMyFxYzMjc2NzY1NCcmJyYjIgYjIjU0Ejc2FxYXBDMyNjMyA7wbHRoQEiUv/wCuEAUaHwUFBRErcYJlWzmNkTxicbK6bRgdBwUfc3KveDEZIIgyP2FTCnIII18EBiOEhAEHJis1Ag4FLxQ4PBoQAgRFBw1lehIFBAUMLSg0geS8kDowN0cRCggsDjRxLkRVTZ9uKRQgBCcHAcIOGAEIBw4UAAEAZf7OAbAAtgAYAD5AGxpACig/AAEAEQQgMAYBBhkRERVADgAZBiAEGQAQ1BoZzRgQ9BrNOT0vARgQ1l0aGc19xBjVXRrNGs4xMAUGBwYHBicmNzY3NicmIyImNTQ3NhcWFxYBqgmTDRonCAQhPQcDGAgvJkIUJVxHNjkrenIKDAUZDh04XjQNBT4pIhcoBgU/QwACAHED6QHuBVQACwAXABtACwAMEgYYAxUPCQYYABD8zdzNARDWzdzNMTABFAYjIiY1NDYzMhYHNCYjIgYVFBYzMjYB7nBPT29wTk9wQEs0NEtLNDRLBJ5LampLS2trSzNKSjMzSEgAAgAd/98EMgVzADEAPwBdQCo5MyAeQDM9PRkbC0FjAUArCyQoKCAeHDsJCRs4LDMmOzsTJCYGQA4OE0AAEMQyGS8YEPTBEjkvEjnFM80yLxDVGcUyARgvGsl91DIa3BjmEO0yLzIQxjIROTEwAQYHBgcGIyYjIhUUEhUUBwYHBjMiJyY3NjU0IyEiNTQ3NgE2NzYzMhUUAhUUNzI2MzIBNAcGBwYHBjMhMjU0EgQtDAoTGAcMWiMQCA4ZK3ERLAUCCwsU/dElDGcBCqPTFCQpIQ4LsQUT/m4bBYCVbRQYAXkYDQJMHhMsOQwIEAf+sBAjBgoOGxkKxs8BFBsPD3oBQcr2Ex0G/RULFQMQAd8dIQWbtH0WFAwBxwABAFQAAAP8BT8AOgBgQC8bHgkuDDAlDDUMRQwDDAkRG0ApSSkJPGM5IABACTsbgBcPJQY7ODggNEAJByAHOwAQPBoZEM0a2RrKGC8Q9OUazAF9ENYa3RoZzRjmEjl2LxoY7RE5XRoQyRDUzTEwJRQHBgcGIyEiNTQ3JDc2NzY1NCcmJyYnJgcGIyInJjU0NzY3NjMyFxYVFAcGBwYHBhUUOwEyNz4BMzID/AojEwQS/MASJQEkjmgmIDUcKj15rWMSBxkJAy8zXm24n25kM1WZcooNHtXScQ0cAhWwDBdOMwwfExi/s4VvXYZdUioZJQQGahMRBQUeOT4wKGBYqGl0wKR7bQoGCBICCgACAFD/9AP8BUoAFwAvAEBAJUgWAUcLAUgFATgESAQCMWMAGxgkG0AOYjAeESgUBjAqEDAIBDAAEPQa7RD0Gu0BEPYa7X3UGP3mMTBdXV1dARQHBgcGBwYjIicmJyY1EDc2NzYzMhcWAzQnJicmJyYHBgcGFRQXFhcWFxY3Njc2A/wMDjJKbFR3lnZWOkN7NmVcbbiQhc8vMjJAf0MrMBIQL0FEQE9JLikZFgKmiENVa59NO1pBgZjXAT7OWzUvrqL+SuGZojhFAgFASG9la96s7iYkAwM+N4l6AAIATP/0BbwFWgAYADIAWEA1OyUBKCUBaR4BGB1oHQJpHAE4FwEoDwFIHAE0YwAcQAAZARknHAxiMyEfKBMHM0AtHigGBDMAEPQa7RoQ/BrtARD25X3UXRoY/e4xMABdAV1dXV1dXV0BEAcGBwYjIicmJyYRNDc+ATc2MzIXFhcWAzQnJicmJyYjIgcGBwYVEBcWFxYzMjc2NzYFvJ1suWyU64xePpsnLMKhe5HWgIZLh+UbIE5AZGtsgkloMzplO31ed31uVT01AsX+1MKFOyNDLUSqAUiKdobSOy03OmKw/ryaXnJjUSwvL0N9i8P+3qtlPy9OO5B9AAIAbf/8AVgDngAKABUALUAYFwALQAwPSAuDQAUQFhKDDgQWA4OABwUWABD8Gu0Q9O0BENY8Gv0rPM4xMAEUBiMiNTQzMhcWERQGIyI1NDMyFxYBWEYvdostGxhGL3aLLRsYAykrOWR1JSH9CCs5ZHUlIQABAB0AAARkBfoAUAB0QEA+OxQcFhkTFQwqUldQGE0TRjBIDAYXDRkzFS4TJBUqVlETUEBgEQ9EBVFAORIuDig2A1FATScJGQ4fKAICHx9RABA8ETMvGhDtMjIyGhD8Gu3kGhD87RrdGskBEPbk5uR99Bjk9RrJ5uTmEPXm5OQzMTAlFCMhIj0BNDsBMjc2ETQnJiMiBwYVBhEUOwEyHQEUIyEiJj0BNDsBMjUTNCcmKwEuAT0BNDsBMjYzMhUUAhUUNzY3NjMyFxYVFAI1FDsBMhUEZAj+UgoKQAsFDCkhbFpaEQYhbwoK/iAFBQp5EQQCCSZvBQUKL3yyCw0LDStSVkeDRlIIFHkMDAwIKQoReQFFrDYrHwYVK/5UywopCAQIJwgTBINbD0YBAwkgDz0cCP13ByEIHSkrRlLCQ/7DA4wGAAEAI//4AuwEUAA3AGZAKR4eLgwMQDk2ICMAQBoGDBQ4JysUFCAOKygjGiABOAFANoAyDygJBgQ4ABD0fMUaGO0afNwaGcwYEPx8xBjGGnzdGMQSORkvGBDEAX0Q1hjUfMUZxRoY3MYaGcwYxBoQ7TIvMTAlFgcGBwYjIiY1NBI1NCcmJyYnJjU0Nz4CMzIHBgcGFxYzMgcGBwYjIiQjIhURFBcWMzI3NjEyAucFES1MdGtxfAgEARYiLhAQFtEZFRoEBQcDDZC4EwMGCgQPC/7aBAwnIGVfSy0GgQkOJR4vdGEOAZcLhRcNFxAVCA8QCAyZGhs2SR4CDxQaKA4SEP38fB8ZHhMAAQA9//ADEAOoAEUA30CZlkQBh0QB5j0BJzw3PAIGPBY8AvU8AeY8AeYnAYgjmCMCez6LPgKLPps+AoAwkDACHzAvMALYJQGLJZslAjQlRCVUJQN0G4QbAqYbAYQblBsC1gABhACUAAILADsASwBbAAQ+h0AlCjEoLkdZG4dAAA4oClhGBSUB9SUBPiUAGwQXOhEpDTAwDQQ3LEcsVywDLCkFFxEwBwQEAD/FGu0/xV0SOTkvfS8YEO0RFzldcQEQ9hoZzX3UGhjt7tQaGc0YENQa7QBdXV1dXXFdXV1dXV1xMTBdXV1dcXFdXV0BFAcGIyInJjU0JjU0MzIXFhcWFxYXFjMyNzY1NCcmJyYnJicmNTQ3NjMyFxYdARQjIicmJyYnJicmIyIHBgcGFxYXFhcWAxBLVcDUjA4FHRcEDAwlOhIQPmJyLi8nQmRoNGomMkZno8ZpCA4eBxIRGxwHEDpXTDE6AQOOPGRsNVgBBmdTXGYOHwuwBhQQMSFhNREFFTMsSygYJx4gGjYuPnJWSlZcBxSZGQ4nJjYfBQsjGh9EazAXIyIpRAABABL/mQKWBdIAEwAnQBAVQA8BIBEJQAsFIAcRBxRgABoQzMQBGdQayskaEN0ayckazDEwARYHAgEGBwYnJicmNwATNjc2FxYCjQkL8v7eCg0OGQwSCQkBQdELCg8XHwW2CR79VvzXGgQFCQYMDBkDmgI7HwIDCQ0AAgBE/98EkwX8ADwAVACAQESGGQGYEgFWVzEULwAYNQxBBgkJKBVBHh5BGk0NQBZYVS8SJQ4oKwNVQEQwHUhHEBoFVUBUYAxQUQ8QBFU2Ow4oAQYAVQAQ9H3VGhj9xBD07RrdGskaEPzpGt0ayRoQ/Brt5AEQ9hrt7DIvEOwzLxnFGBD97BnFGOTkMTAAXV0lFAcGBwYjIj0BNBcmBw4BIyInJicmNTQ3NjMyFxY1NCcmNTYrASI9ATQ7ATI3NjMyFRQGFREUNzY3NjMyJRQnJicmJyYnJiMiBwYHBhUUFxYzMjc2BJMIYYZmJQ8CBw83m4BPU1koPYVwyWiGDgICAjOBCwsviF9aCwwGOSQ2IA0K/ncDBAECBgMWXnc1PjgXREQ+jJBaDH0ZBCIyLRdFTA4WDjJbMTVSfpTzfmtICBoGrqcSsA0gDyEeHAT8F/xWuw0MEA9QAnR8T5M4HA05IR4hYbSgamJHCgACACcAAAItBTsACwAzAFNALzAGQAYCBgA1VzMYMBMpFC4MQB8VExUaVjQcDigjATRAMBYODygPND8EAQQMCgg0ABD87V0QPBoQ7TIaEPwa7QEQ9uTkGv195Bjm5OTUzV0xMAEUBwYjIjU0NzYzMhMUIyEiJj0BNDsBMjcSNTQrASI9ATQ7ATI3NjMyFRQGFQYRFDsBMhUBjzoyK1IoL0dLngr+EgUFCn0QAQYpbQwIh0AnYQcOBAoleQoE8j0wKU4rLzf6zQgECCcIEwHArpoMLwkEChcFpwhH/m7JCgABAB//+gMRA64APgCLQEwYOSg5ODkDBzkBCAcMAQoLAUBABCA+I0A5Dyg1NRYYExMPDCkVJRMdFSNWPw1ANjtIBQoPOz4+MDA7BT9AJg4oLAE/QCETDigaGQA/ABD2MhrtMhoQ/BrtGhDsMi8yGS8YEP18zhoYEN0ayQEQ9uTm5P3m5DMvGhDIGhDdGhnNGhjOMTBdXV5dXQEGBwYHBicmJyYjIgcGFRQCFRQfATIdARQjJSI9ATQ7ATI1ETQrASI9ATQ7ATI3NjMyFRQGFRQ3Njc2MzIXFgMMDRgFEQ8KJRAvNWM3CgIjrAwI/e8ODGsUIm0KCo9SKSsTDgQOSAxRR180CQMvUTILDgINNAshKwgTBv5ADagCBg4jCgYKIw4TAoOJCikLCA4bB1UGHAw5CjZODgADABv99wPnA6YAQwBTAGMAv0BtP15PXgJMXAFEVwFBVAEwVAFOOgEDOzoBSw8BOQYBTFwBS1oBTVgBAiMgJUQMPzEBMRg2EhI6DBAYXggYZVQATAwAGAEYWGRANhQjUBAwNDQfDmE+WmRAKQ8oHyMFZC1ASBAwGwVkQGEQMAQCZAAQ/BrpGhD8Gv0ayBD81hrtGhDcfM0RORE5GC8a6RI5OQEaEP5d7dzNxhDUzRDUMs0zEMx9ENxdGO3cGhnMMTAAX11dXQFdXV1fXV1dXV1dBRQHBiEiJyY1NDc2NzYnJjU0NzYnJicmNTQ2MzIXFjMyNzYjMhUUBwYjIicmBwYXFhUUBiMiJyYHBgcGFxYzMhcWFxYBNCcmIyIHBhUUFxYzMjc2EzQnJicmIyIHBgcGFjMyNgPneJH+ztNmWFgnZhgaiYsMIEEgWNHHbV5CZ0AxKwIKJwwpClwfBAQMUOu1QBoOCUsDA1FCQLtkaUpO/qxHUGlfIisrQ4ZdJjW9Fx81ZsGTSEQDA5qusL++el9yST9lXFAkJQ4EIUtVYQgSJB1SipPJDwoRDhc3JwwKAwcHCU12jc8KBAkrNzAJBxYXOz8Ca5BPWDNBX3xTfzhN/VAdJTISIz05Vk1mfgADAFj/7gPVBUYAIwA1AEcAekA7JBYaQDEfIB8ALA0QQDsNIA02EhAaEBoQCEljAgANNkAGQAhiSDEfH0QoEBQoOw0NBBQGSEBEECgEBEgAEPQa7RoQ7BE5GS8zGhgQ7RE5GS8zARgQ9hrJzX3cGP3J5hI5OS8vEMkSORoQyRoQ7RE5GhDJGhDJzTEwARYHBiMiJyY1NDc2NzYnJjU0NzYzMhcWFxYVFAcGBwYXFhcWAzQnJiMiBwYVFBcWFxY3Njc2EzQnJicmBwYHBhcWFxYzMjc2A9MClnHgzW1cWiRlDRPIj2zDwGcqHBhcMWIZH1xFadlIQp1WMS1yK3UiHjcUPiFKUMkUCi8uOgMGUEmnWzRAAYmzhGRsXJpzbCtECAhYtrN6XVolPjcpd14yMg0KHkFiAeJQTkc3RFaBRxsXBhEfGEn9nHdARUIGBh05SVGJYlo3QwABABIAAAPBA5oAQgCPQEU5NwkRLg8PDjI3MjcODAwPIDcyLjkJDwwJERAuRFtIAEJAHglaQzIuMCwsJBwTSw8TD00kKSkkAUNBE0s3Ow9NDAkHB0MAEDwZEM0ydvUYMnbkGBDkMi8Qdv0yduQYETMvGhnNMgEYEPbEGnbddu4Y1BrJETk5EMkROTkaGQcFEP0HEP0BERI5ERI5MTAlFAcGBwYjISI1NDc2NzY3NjU0KwEiBwYHBgcGIyI1NDc2NzYzMhYyBDMyNjMyFRQHBgcGBzAGBwYXFhchMjc+ATMyA8EZCg0HE/y4HROgwLVeLyP0Q28sFSkXExQUEgoPBBQDRw4CRQ0QVwIUDjVKc8+FIxsDAxkBE5peHkwED6QOSh8dEBQPFJCwsnU6FBQIAwQHDwwQDUMpNQ0EDwYQDhNEYIvPdyIbCg8CCwMZAAIAP//wA90FSgApADwAYkA1BygBNxwBJhwBHjUNDD5jABQUDAANQCoMYj0yUA4eLw9AJSUSBjsXARcoFCASBj05hDAGBD0AEPQa7RD0Gt0ayV0REjkvGv3UMhrJARD2fdQaGO0ROS8Q5hDtMjEwXV1dARQHBgcGIyInJicmNTQ3Njc2MzIVFAYjIgcGBwYHBhcWNzY3NjMyFhcWAzQmJyYjIgcGFQYVFBcWMzI3NgPdNT1rWJaCa1cxXmlvuKLWhgsYgl2TW48fBgQEECAyW2RcmjdeoHNiOHJZWwwEWnaqRCVgAcGlZHIvJz0yS5Dh2sfSZFghFwofMFWFdRcGBgkRFidNR3j+wKnfIBIzCRYtTuh4nRxLAAEARgAABIkFTABSAI5ASxoqDjAlJSIfHyIiATpnNxMTDjUbR0BUAQgEEAZOZUoTQGVHYFNAMR0gDycBJ4AAHAEcQBVKFT1QCwwOMEsOUAZTRDcOPSg9UwaAUQAvGs0QPBoQ7TIQ9O0a/cYREjl2LxgazF0azF0a7QEaEP7k5uQZ1BrJydUYzhoQ/cQz5uQSOS8zLxEzLxrtMjEwARQHBgcGIyImJyYnJiMiFQYHBjEUMyEyNzA3NjsBMhUUBhUUFhUUKwEiJzQmNTQnJiEiFTAREDsBMh0BFCMhIj0BNDsBMjYZATQrASI9ATQzITIEiRgGFQUJDBAYLoCm4wwBBgUUAdURAhICDicKCAIMKQcDDhFI/nMQN6AICv3GCgqBEQQlhQwKBCsOBT8MThY+EB0cKBIWCl3JvxsKgQ0PA6oNDrkGGw0FoQQKAgoO/pz/AAktDAopDyMCdgFW2QgwCgABAAb/5QQtA6IASgBsQDkIDQAAAQBMV0cMDToXNhM0GSkMQBwVGRMXVks2NhkOHyg8PB8BSzFALjANUCwPQBRIEgRLACAJBEsAEPQaGcwYEPQayRrtGt0azRrNEOwyLxoQ7TIvARD25uQa7X30GObkM/3mxF0ROTEwJRQHBgcGBwYjIicmJyYHBgcGIyInJjURNCsBIj0BNDsBMjc2MzIVFAIVFBYzMjc2NzI1MBE0KwEiPQE0OwEyNz4BNzYVFAIVFBcWBC0KMD8UIQwCCBMlLQUPJpE3h1c9OStvDgiBXTkrFA0EPVhQTyUmCiVtDgqcQi8IMwgOBGUOKQgGCg8HDwcPHGsNCyFQGEdEWAGD/AopCgkGGwL9oRpgPyQWFREB+IsKKQoGAgYBAh8E/ZUQjzgIAAIACP++BDEF7wAwAEMAXEAwJBQnJwgIOgwVRVkADTEaGhUMFVZEOEAoNTAtBUQiEhcOKB4DREA9CEAQMAQEDQREABDk9Brp1MkaEPwa7eQQ9Brd1BrJARD0GcUY7Pz97hDtMhkvMhgv5DEwARQHBiMiJyYjIgcGKwEiNTQSNTQSFTQrASI9ATQ7ATI3NjMyFRQCFRQ3Njc2MzIXFgM0JyYjIgcGFREUFxYXFjMyNzYEMY+CsYp/OholDgIOFQ4EBC1zDAol0k0aDQoSCl8oRlqzbmqyVkiwb0UIEAcYRWmEV1IBvN2BdToaahUjBwLVHLoBTAmsDB8QJQ0fAf2RQxkKTBUkg3/+9q51YjkID/6ah1IjDCNcVwABABcAAAIxBeYAIwBBQCQlVyMYIBIbFB4MQBIVDhIGFQxWJBkSDg4oFQMkQCEJDgIoAiQAEDwaEO0yGhD8Gu3mARD25ObkGv3k5uTkMTAlFCMhIj0BNDsBMjURNCsBIj0BNDsBMjc2IzIVFAIVFDsBMhUCMQr9/g4MixUpaQwIXk5aSgIWDid9CggICiUMFwRK5Q0gDxYTHQP7ZhXcCgACAEoAAASFBUoAKwA+AFJALEBjABwsGzYOZgsTCRtAIWUdExVlG2A/Ow4EBBExDh0OKCQGP0ALGA4RKBE/ABA8GhDtMhoQ/Brt7RI5L+0BEPbk5uQa/ebkM30Q3Bj95jEwARQHBiMiJyYVERQ7ATIdARQjISI9ATQ7ATI1ETQrASI9ATQzJTYzMhcWFxYHNCYjIgYHBhUUAhUUFxYzMjc2BIVxfOZuZQgrngwI/a4ICpERGXUODAEHNNh2UHhmaNPF2yMNAwYCDkRamkVQA7iZbXkbAg7+3eMNKQwILQ0YA+y2CC8KCwINEmBkvXndCRA97gn/AAcOBBdGUAABACcAAAItA6gAJwA/QCIpVycYJBMdIgwUFRATBxNADlYoGxAOKBcBKEAKJA4CIAIoABA8GhD9PBoQ/BrtxAEQ9hrs5uz9xObs5DEwJRQjISImPQE0OwEyNxI1NCsBIj0BNDsBMjc2MzIVFAYVBhEUOwEyFQItCv4SBQUKfRABBiltDAiHQCdhBw4EBiF5CggIBAgnCBMBwK6aDC8JBAoXBacIK/5SyQr//wAnAAACLQTnAKMAMwAAAABAAAAAAABAAAGDABEADAAQQAAAAAAAQAAAEEALARgtTwEALy8XFlArNCsAAQAnAAAGdQOoAHgAokBYWmgBXjsWMwxLSWcBOmcBZx4WFwwsQHpXeBhsKG4MBhcNGSUXLBlQFUMVS1Z5EA9AampjEhIyXyBnZ18vD2NZWWMFeUBODihUAUAiAz4+eXU5KBsJRg4oPQAvGu0yMjIyMhA8ETMzGvwa7RoQ7DIvEP3FMi8aGRDNMi8RMxgvGu0BEPbm5H38GOZ9/Bjk/RrJ5OYaEP3kM11dEP3mMzEwXSUUIyEiJzU2OwEyNTYRNCYjIgcWFRQCNRQnFjsBMhcVFCMhIic1NjsBMjU2ETQmIyIHBhUUAhUUOwEyFxUGIyEiJj0BNjsBMjU0EjU0KwEiPQE0OwEyNjI2MzIVFAYVFDM+ATMyFxYXPgEzMhcWFRQCNRQnFjsBMhcGdQj+VgoBAQpNEQxcXFtZEAgCAxNpCwEI/lwIBAcDTBAMYFhVYxEGIWQIAgYE/jUFBQcDcxEGIXUMCIcLYRRFBg4CDSusR4NEGw4uwEN/SlIIAgMTaAwBDAwIKQoReQFFpGkrLXtD/sMDch44BikMBisKEXkBRaRtHwUWB/4zB8sKKQgECCcIE0QB/jmVDCcJBAoXBT8HGRtWRhsaG2BGTcdD/sMDbx88BgABAFD/4wdIBUwAZAB+QEVFIA44Om43ZmFkaGETV2hdG1QSBmcMbEBMGhYYGGwqZicTJQ5AQGUwZTdgZVo+DlIgEkUGZWE0CScOLSgDLS1MGhYYBGUAEOQyMjI8ETMaEO0yMjIQ9DIyMu0yARD25OQa/ebkGfwayckzGvwY5DMz9eTm5OYQ9BrtMjEwJRQjISI9ATQ7ATI1ERAnJiMiBwYBBgcGIyInAicmAyYjIgcGERUUOwEyHQEUIyEiPQE0OwEyNTQTNhM2JyYnJj0BNDMhMhcWExYTEhY3NhMSEzYzITIdARQrASIGERAXFjsBMhUHSA3+IQ4KWhkIAggGCTT+s0gaBxgZCPoxUoUHCAoCDjFlCgb+gwwKZhsQBwoCaxo+CAgBWBEIN38blJsjCm9+eoANFAESDQlLIQwGCjVcCwoKCi0LGAH8ASGFHBJn/TKbQhEPAdxtowEYEBTX/qzVsAkvCggrDy1TAdx4ASeULwwEAQgrCA9l/vs3/uL+1DgT7wEPAQMBCxMIMAqE/mP+worfC///AD//9APsBOcAowAUAAAAAEAAAAAAAEAAAYMAEQD+ABBAAAAAAABAAAAQQAsCES9PAgAvLxARUCs0KwABAAb/8gPfA40AQQBtQDw2EEYQVhADKRRGFFYUAhQZMwcHQ1tBajF2LQEtLy8QCQ1qQBlaQjY0KRUUBwQkDig+HAExLS8vEAkNAEIAEOQyMjIRMzP0MhrtMjIyMjIyMgEQ9hoZ/DIyMhEzcTP8GOYzETMRM10RMzEwXQEUKwEiBwYHBgMGBwYjIicmAicCJyYrASI9ATQzITIdARQrASIVFBcWFxYXFhcWMzI3Njc2NTQrASI9ATQ2MyEyFQPfBisPCR8rNckSGREYFxYDtQV5DislJQ4OAZ4KCGQOCAMjJQc8TwsFBwprFj8cbQoGBAFUDANYCBVDVmv+RCk7JS8FAZ0KAQIpWgonCgonChUMGgxWWguOtBYW7jWZWysKJwkDCgADABv/9AROBVIAMQBHAFkAcUA8Qy0AOztUE1AbEzIcKFtjABxIR0AaZRYTC2UTYFotTA4gQEpABDYOMCAgFg4oHQZaQFYOMAQEDg4HKAdaABA8GhDtMy8a7RoQ/BrtMy8a7BI5di8aGO05ARD05ObkGnbcGP3u1O0Q/eYzLxI5OTEwARQHBiMiJCsBIj0BNDsBMjU0AjURJisBIj0BNDMhMjYzMjEWFxYXFhUUBwYHBhcWFxYBNCcmJyYHDgERFDMiNjMyFxY3Njc2EzQnJiMiBwYVEBcWFxYzMjc2BE53hOkY/tpDoQkJkxkICSCgCAoBUA3EEmRcLkkrVFZEYAoVclti/vxeUpwdEg4FBwMsLUlWEw4yGCcnY3KuGQwEAgQSKVB7SFgBYpxkbgwILwsiDAI+HQGHuAowCAYEEx4rVHV0Y08yBAYhTlQB1YFeUQUBAwIr/h8MAg0CCyYsSP2+mltrBgIT/p5KiwoXPksAAv9S/fkBeAU1AAsAMwBaQC8ZMBYjMAZABgIGADVXMw4MKBUjVjRAJg4oLAE0QB0RKBlAFiAUAjQ/BAEEDAoINAAQ/O1dEPwaGc0afM0aGO0aEPwa7QEaEP7k/X3EGO7UxV0Q3BoZzTEwARQHBiMiNTQ3NjMyEwIVFAcGBwYjIiY3NhcWFxYzMjc2NzYRNCsBIj0BNDsBMjc2MzIXFgFxOjMrUigwRkwGFy0jWEx8R1cCA2UsLCMXMQ4QBwQvcxAKd0U4XAgOBwsE7D4vKU4rLjj+Ov1c1shnUkI5NipMBgMsI1hfl1YCoL8KLQoHCgQIAAEAUP/rBXIFYAA+AEpAIkYOAR4gGEBjOQEsHEAMYj8YHj8oHyASBz9AADkwHiAGBD8AEPQa7X3UGc0aGBD8Gu0Q1BnNARgQ9hrtfdQZzRju1hoZzTEwXSUWBwYHBgcGJyYnJhE0NzY3NiEyFxYXFgcGBwYHBiciNTQnJicmJyYjIAcGERAXFjMyNzY3Njc+ATMyFxYXFgVxARJPtX3pa36pZq5iUqLTAQ6TnFJCBQEMDQYIAw0RBg0JDhuSuv76jKixgfN1gU47DRIQBA8LAwYRCbIEEEo5KAUDIi1enwFEubGUZIMjEiMDCVZOJzkXBAsSGSMQGRiDmLb+6P7Nq3w1IEgQMS0kCRglFQABABT99AP2A40ASgCrQGYPTAHYNwFbNwE/N083Aj81TzUCDhUVJ0k+Bg0GAQZMW0lAmTIB2jLqMgLLMgFoMgFZMgEyISEJCgEKOco5AXg5AWk5ATkLHBwnWks9Pz8GBAQ1IiExDig5CxwcE0YpAUsWIA4TAksAEPzEGhnNGBD0MhE5ETMzGu0yMjIyETMyETMBEPYyETMzXV1dETNdMhEzXV1dXXEa3OYzXREzERI5L8kxMF1dXV1dARQrASIHBgMGBwYHBgcGBwYHBgcGJyY3Njc2NzYnJgMmJyYrASI9ATQzITIdARQrASIHBhcWFxYXFjc2NzY3NisBIj0BNDMhMhYVA/YKHxILLF8xHjxsVX8IFDhUHDoJEQYYZ2eTMwcOVINIOSIbKQ8PAaYKCl8NBQMHJEcxUAsNMTYxFAsyWhAMAWIJBANeDhNH/viJRpDXrOgPBQMGBgoDHwoKLHqvdA4ZmwFAr21CBi0KCicIFQ4SYrV4tRkbXq6eh0YGKQoGBAACAEj/7QPsBUQAJAA4AFNALAgbATpjAA1AGxIrEgISGCUtDUAIHWI5NmAUKDMPSBkZBikQMCEGOQoQBgQ5ABD07RD8Gu0SOXwvGhj9GtkayQEQ9sQa7X3cGshdGhj95jEwXQEUBwYHBicmNz4BMzI3Njc2NzYnJgcGBwYnJicmNTQ3NjMyFxYDNCcmIyIHBgcGFxYXFjc2NzY3NgPsdXa3o8ONCgQWNIlqh1tPJwgCAQ0vH1yBkGyDnHC52X2JvnVqoD8eVwUFTUBuM1ZsNgcLBQM/9tncWU4DAikTBzE/aV1cEgUFCBwNJgMEbYTk+oNffYr+vdWViBtOrrtwXSAPBQYtBxoWAAEANf+iA+wFPwA6AEdAIjsDSwMCCoIUFCk8RyAAKTsfQAAgOTA0GyUbMAk7QBMgDjsAENQaGc0aGBD8/e0Q1BrJGs0BfRDWGN3NdsQYEjkv5TEwXQEUBwYHBgcGBwYHBhcWIyInJicmNTQ3NjcSNzY3NjU0ByIHBiMiJyY1NDc2NzY3NjMyFxYzMjc+ATMyA+wNJpRuYlwmHQYCCgMVAkgkOg4aLUiOfDFGGQ0GCri5v4AXBg0SCxAHDwYwjf5GlIIjBB0FGRQROtedzsOQb38tUhYfDhoKJk5enpEBH6NEXB4JBwECJR8FCQkQHygeKBAMJQ8OCAAAAQAAAAAAALoiE81fDzz1ABoIAAAAAADi/bEgAAAAAOL9sSD+lP30CZwHIQABAAYAAgABAAAAAAABAAAF/P33AAAHnv9S/9cHSAAAAAAAAAAAAAAAAAAAAAAAPwJYAAAFrABGBKwASAWTABcC1wBeBCcAZgUvAAIFkwAUBdsAMwSaAEgGHQAtBj8ASAVIADcBzQBtA+4AagJ7ACMDogAzAlYAKgOiADMEiQAMBC0APwOqADsDsABEBH8AJwJWABUEfwAnAtkAPwQQACEB4QBlAl4AcQR3AB0ELwBUBEwAUAYIAEwBzQBtBHsAHQMKACMDRgA9AqYAEgSwAEQCSAAnAx0AHwP8ABsEEgBYA+wAEgQdAD8EtgBGBF4ABgRtAAgCQgAXBMMASgJIACcCSAAnBosAJweeAFAELQA/A/AABgSNABsB9P9SBaQAUAQGABQENQBIA8MANQAAAAAAAAA4AAABswAAA1EAAASEAAAFLgAABqsAAAfHAAAJmQAACr4AAAucAAAMtgAADg4AAA+HAAAPzAAAERoAABJnAAATqQAAFA0AABRJAAAVigAAFnoAABdXAAAYsgAAGfQAABqZAAAa1QAAG3YAAByjAAAdNwAAHZ4AAB63AAAfwgAAIJwAACGVAAAiCAAAI0sAACRSAAAl+wAAJnQAACfeAAAovAAAKfEAACvOAAAtJAAALnAAAC+HAAAw5wAAMhsAADMzAAAz0gAANM4AADV3AAA1swAAN4YAADkbAAA5VwAAOnoAADvpAAA82gAAPeYAAD9pAABAcAAAQWcAAQAAAD8QAAQAAP8A/wACABAAQABRAAABgAWHAP8AHgAAAA4ArgABAAAAAAABABkAAAABAAAAAAACAAcAGQABAAAAAAADABkAIAABAAAAAAAEABkAOQABAAAAAAAFAAsAUgABAAAAAAAGABkAXQABAAAAAAAKACQAdgADAAEECQABADIAmgADAAEECQACAA4AzAADAAEECQADADIA2gADAAEECQAEADIBDAADAAEECQAFABYBPgADAAEECQAGADIBVAADAAEECQAKAEgBhlFIQkJBTCtDYWxpZm9ybmlhbkZCLUJvbGRSZWd1bGFyUUhCQkFMK0NhbGlmb3JuaWFuRkItQm9sZFFIQkJBTCtDYWxpZm9ybmlhbkZCLUJvbGRWZXJzaW9uIDEuMVFIQkJBTCtDYWxpZm9ybmlhbkZCLUJvbGRISkxMWEorQ2FsaWZvcm5pYW5GQi1Cb2xkMjA4ODRvYmoxMzgAUQBIAEIAQgBBAEwAKwBDAGEAbABpAGYAbwByAG4AaQBhAG4ARgBCAC0AQgBvAGwAZABSAGUAZwB1AGwAYQByAFEASABCAEIAQQBMACsAQwBhAGwAaQBmAG8AcgBuAGkAYQBuAEYAQgAtAEIAbwBsAGQAUQBIAEIAQgBBAEwAKwBDAGEAbABpAGYAbwByAG4AaQBhAG4ARgBCAC0AQgBvAGwAZABWAGUAcgBzAGkAbwBuACAAMQAuADEAUQBIAEIAQgBBAEwAKwBDAGEAbABpAGYAbwByAG4AaQBhAG4ARgBCAC0AQgBvAGwAZABIAEoATABMAFgASgArAEMAYQBsAGkAZgBvAHIAbgBpAGEAbgBGAEIALQBCAG8AbABkADIAMAA4ADgANABvAGIAagAxADMAOAADAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQP+PCQFvCQFfCQE/CQEPCQHfCQGvCQF/CQFPCQEfCQE/agEQGgEAGgHgGgHQGgHAGgGwGgGgGgGAGgFQGgFgVmBYAlBWUFgCQFZAWALwVvBYAuBW4FgCwFbAWAKwVr9ZAqBWr1kCkFafWQKAVo9ZAgBWAXBZAUBZATBZAUBgQGICMGAwYgIAYAHwYPBiAuBg4GICgGCAYgJwYHBiAmBgYGICUGBQYgJAYE9jAgBgATBgP2MCL2EvYwIfYR9jAhEQMx/wHAGAG4AcAnAbcBwC3xvfHALPG88cAoAMgA0C3wzfDQLPDM8NAj8MPw0/Gz8cTwxPDU8bTxwIUBwB7wzvDQJAd3wMAWwMbA0CTwFfAW8BfwGPAQU/AT8FUwXABe8B7wUGQwFjAYMBAzAWASAWARAWAQAWAfAW8BcC4BbgFwIQFwHAFwGAFwFwFwFgFwFQFlAXAkAXATAXASAXARAWEBcCABcAGAIAFQAWMBZAFgQAZwBoAgBlAGYCuAEAsRYBS7BDUkuwCFBbWLEBAY5ZsBJLAEtUQrkAAQH/hY1CAR1LsB1TWLBgHVlLsIBTWLAAHbEWAEJZc3Nzc3Nzc3Nzc3Nzc3Vzc3R0dHR0c3Rzc3N1c3NzdHNzdHR0K3Nzc3Nzc3Nzc3NzdHR0c3Nzc3Nzc3Nzc3N0dHRzc3Nzc3NzdHRzc3Nzc3N0dHR0dAA=") format("truetype");
}
.stl_20 {
	font-size: 0.92em;
	font-family: "QHBBAL+CalifornianFB-Bold", "Times New Roman";
	color: #000000;
	line-height: 1.042936em;
}
.stl_21 {
	letter-spacing: 0em;
}
.stl_22 {
	font-size: 0.92em;
	font-family: "QHBBAL+CalifornianFB-Bold", "Times New Roman";
	color: #0000FF;
	line-height: 1.042936em;
}
@font-face {
	font-family:"TCKALG+CalifornianFB-Reg";
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");
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") format("truetype");
}
.stl_23 {
	font-size: 0.92em;
	font-family: "TCKALG+CalifornianFB-Reg", "Times New Roman";
	color: #000000;
	line-height: 1.042936em;
}
.stl_24 {
	font-size: 1.33em;
	font-family: "TCKALG+CalifornianFB-Reg", "Times New Roman";
	color: #000000;
	line-height: 1.049228em;
}
.stl_25 {
	font-size: 1.17em;
	font-family: "TCKALG+CalifornianFB-Reg", "Times New Roman";
	color: #000000;
	line-height: 1.042735em;
}
.stl_26 {
	font-size: 1.08em;
	font-family: "TCKALG+CalifornianFB-Reg", "Times New Roman";
	color: #000000;
	line-height: 1.050919em;
}
.stl_27 {
	font-size: 1.08em;
	font-family: "TCKALG+CalifornianFB-Reg", "Times New Roman";
	color: #0D0D0D;
	line-height: 1.050919em;
}
.stl_28 {
	font-size: 0.92em;
	font-family: "TCKALG+CalifornianFB-Reg", "Times New Roman";
	color: #0000FF;
	line-height: 1.042936em;
}
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YJVKWjpot8NXUqv4U7KpscvVQp7Qlw040EjVQrjYhC9I7txs5pkNkglGQcCV1OfTPg6RBzQDhDnJ1ryfhuxSw5woO6cV4Gsmk1pOgoMOEh4KpX1goyQxMYuZOjqqFJWsXdP3pGVwEGVuYCuGzpNpmlgf48UMaRtHg8dUFfVB3x/m1QYbR+3pZdrKwctp9TbOtyg8FS0l6aUUu9LpG4f4NOVyhcEr3+uojV1zwAJyt2P9CrfsHKwYDSAAHin2VGo+D2HjqTQwUiNLjWXv0pwNCqleN+mUoHvzD4QRQADJgrfw1ydAFcOG+7bQRvIukI4nFVenMAJ/yoPaFCgATY/CTVZVMGJ6fLcGdX0uIBEKgxHiqTBXw6XRgW2VyKpHIUjglQsAe5T4YAAME8piPrKFDsyeh0WDU+ilVtwwxObKaJx+vgpgsEKQhAHIdyG8MPiBNgsM5suVZCrn0yfupzAwImsqAQNQAgNlh5IZwYDwJUreCIZ4IoLEkGAJIhEOGMTi18khOjplVMsgIQJM1ynhJSWstB+BFA5AvOkZYsCsWsI2UhIQC28I1IM3FWI5Qp68+dOBJjPcKlDApVfkfPbJGyOEv4fsPjwWxEfXUGoTyRTLNzfpG9CFuyElA5o1qDIHWQVVWGBqFBjPb3xBX2PSM8rQNiOJvkhga3nbTpL0GJ6++OqLwWoCBmk3jlQFLda0dpe5lrQRR7IhYBzZqPM8tGCKfQsVzxF/7ZaMghZtaVOK9NbXxwdkFFnqiw1NaqDkgrISWLVIiaddB/tfLxac+N0l+qs27hPRZOVYGEHMsViSPXdK1vVcVWBP7HyhbH7NYNftgodh9WxWimvmyIDsd2QFIDEogLfRJQQnF9o3x88VPZO0HpS3Q6n6CajQgoVtyfslGmmIkNrQYauAzQbLj0oi155bubDtdlMA60BLo3RDkK/1RdhVy8MaF/ZdLHKW+9GcpwkHKgmiF5WGWtboaiHiQGoK+7RK6CcqxTmc9mZO9eni0QRWYuAMTyChvQEfFoI1sj7h8ySg+YnRkfjlM4kgIq2vnTwDw1rmTtTQSG3G1wRwmqfHR4e33Sg3X9QkIykBo+pJ3NG8198ECr18aEZNEIQ+LdM4Mi+KNfbEOpE0Pv2d9SDOzxhKhTKJqbARgpnCkqFFmiaWCWBUsCBGnqsorWEUOIcT6hhAtdw6r0JRnsk23ZSxopi1l/hijfXAGUSeBcEoAlC0cZR4Bv9zwCPe8Ed3UiXuA1Ah0QlgLJxKAY3eZE1GSukSJhhsh6lmCMT1d1ivO99LUuCSVNDCGU0g6zMkIZyWoVXRuN5aMaiAR+UuhLRAEK3BBiDI/j82RgBsyQM00KTnJ/LbTBZgkXP39w2nvTeZHkJOVRYij46HZQCrtkcRA5+e9qHDqIWpKLSQjouiKDuBmUq7N0AOzZGVB5xwENZca8xbrS04FNxKKMAg0TJYNUkcaoqcpYPrActsBQ0iGjG2bjRaLVhgNnbXYb6WEbsTN2E4H1zJoOao1CRkpUE8lM2DrWyrToZUqyrQW+Mchb0hlY+tAF1lqdLV+Vyuemyb23yiSNVkvf44gZcoOMZgraIhAR5BryA/gK7AKUAsA6b6I/or78U6nIPm0sOHnWeXELrq96/XEhLQZcMJHxuaFVpB4iurVuJ1JBjlJm1TRQI1q6jQKqtzZiI+CYec2lzXg6Oe3v8PUnqpwFXr/mLztpA7USlpVyHXt+QzK2IDO7Uyb7Kxsquw8+HsYPKaioDQKVpsWWtsMp5AMhKKCam5MPZLlR7yjhXS8/Tgr3Los9ik4rCmt0Uhl4wcBhQItBzXkLGKRQrVRV3o6ByZHTejACPp0XogAEAw1qCT6ccm1Ax5N5VappwZ6wd4qcd7aN3C5e342uMXI0k2mdMyYkkpLBEz2nbpF1YPovvWA2yK9Dik2ntYUA3HixPJA08JotjTlMKiSZCRPIKwcXiFwBrEuFiAJcdX3UClHI8MZAzrBinDNIYzBl2EXgH8nZGvgfmwzErBiRq1xBuSwyqmKinMKisUCr7IDxBzAxW5HaNAjSipOG5KTI7/CORe9Ybghdmp9TCJUU6f4Kr8i/yIpXfAnOQRsgO8GoBEpEuYgcibxOCJ3TzEBS/j6kY4O2eHB5UOI842cclNC1cM0mgdThFKCUxuc6CK6DDiQYmQLf8At8QForGUp0wUj4RwpcFOOgBb3nTcZBVlYPIAbPY9NhgChkFkGedCjZjm0U2aki1/QW8G0CBoe2Xq3yJDNcTflZ+ewAZmhtg9OfRuo1gfkKYhhQaQMOhX9L17tFLfkcKNWZPynD9VtxSOVfXoJGALF2bHgY6qumXgQq7BmrWpwqd1Jk0SstgbFQczYwVyx8KIlRvIdA3wgKxOdQBhfGxADCM6YQXbX2wvZwKrh9ZAZsDBqkh0JyI0IDRzz8xWisKyyQyoFsRUY2JEQZi/nFhN3ooNKHECkwSru0dNiSFklhEg9olxAoxuxA7+ULR75FNJIPUDKcYLbNEijIgztbUVjTXS5Dy2VKU3KFlj0UrRzlDkzImNwO2JporULHiq2y+TAv+SfJtS2dagoP2ED2DZWKIICjQvEMDZwQsHlsoe1FhMUu8+Ot3bkViBS7CjP7MqKIKiA1rgRhHqxuPRv+KX9jiAAhtvLNyCY1cysZklwB9zXUpy6UIHu0OSwDuyXKv35rv/bhJ7598iAWJip27vtjwlWholYFNlgCgSDwL5uPvuNT/Dc+I9jh+HJ4xzLhgGpBnT+5HAEhiJ70fbKLTlEytyt/S9t21zjkworsxPxVTJTOncJNNoLWTcnA6Yi/CcZAVu/Hjk/Ey+yJC+yJyOrHTYr5jkSD5NWCRgEi/0blrBIECW6QeBg3oyCfeQFuToAgXr93nnAyAb0XCbHyLvkdenl3JYg3ZH/HguWsPRMtncIzYX+zy8D7Hdhk12uJV3GjKSUA5nSNlVkwCxT03DSyYQxyGCB6+Te/9KoD8trO+spGqBvnTgBEA9gYuVTAWMPaxSTMEe2LzMqN9agDKBaB0MbhEQ6Gc8089pdJOaTalOe9kGuFfDZyoizAJ+RRoTnwLzTdNu2+mRpQdegRhHVODSzSxxUB2CZrH8yZVSCyk3+w01/wQa+L+a9UfiekohXjnpy1AkjimXSmPiK21zO1F5wtwD5MjQvR6qRVQ+FL+3afC6IWlMZctRAkEYqhAp5PVKBlAueqAuuvSFKXM1Qvov8thPWapOKUZwENZ86bdcd6yX9vx9vfSU7XQx98uB8uMJXZs0ihApkGDO8ye9kMN3ArpsAIG1IofodmpSevcygXtlkVUh2pR4dwUdCkuqEgaNu4VyuuBMfnFrEGVK4KRlEY2RmsO2qWLm1hekDbUIX2rcJq4wVlGX6hLizrCZefd7ksRb+ksLEW3qBIuP41YIbW/dm68h2jMLB2XleYSo8I9ieeD5xD1TBxdZRKHokdYXSB8sNCMKqM+u6VR6Vb8g34R+Sn4QDmz/F/vZgZeG/SHt6Ai0E8t2vgxFAAABUwPkFAFQAAJZitB7m4U25/KrW3Fo2txrNiidQB9xioP76CvF0DIzVQmJZz7xwakn0BM/3xr01XK9rjjFyhqiG/CvKOd8zM7smtWfjXfiSvW5WpFgilJ//AtDoK3IMESCMOzr952IgYCZzWQG4DQ4VaR8nKBislhf0WALYlWBVg6x5WNHvLujzdyNwmRd+zbEgvmuoeXAa8mkb6oj5z3rFviVgWqWzMLLKu7k8in6LlKWNB+se5Ed5w+N/toy47A7BAZgfrX2rSSWN/CBaeqegFWPa9U9VHAYmKkMFWg4ghLAaehb2vsBrnEzCqIxJDTdhhvanBxUCWGSQkitkhdd+vZd4zLfWOCExHm/7orIeT/dJiLNZNxP7LYY3BNYmSwiLYZRDGDhenA8ksQ0oN6DeM2jFVmCKNkXUo6mot2WmTuSijWrB901DHAVhA1n6wpF2iLBxLH7rq3tQNdIm9QBSO+Pu7KBymV06Xk5APpcvt+t8EU2RTMJLTgssFORgc1z6MMLrTS+dN7FuzQrIaQYkYvTR9OQZcGJyVrxcgnagoWWK90RMS4uHUlEbR3kWJOlDjHgRGKXHTKJdYEzRfSPSZlbajJhq/ATK0hxl3UXV14fJuSZ12cRNEMt6AzKQ3FB9ZK4TuLQCkodldSBEWN9yZKL8r8FCySyvSrNpRcMIVUJ94yD2veqSbEx2aWXyOtoeH3rFgWZyUJJlgcaiSpCZlGa9PAmqnynsziTUHvaN3mzoOcU9YGKwoXZ+iPuxjuBeElrhNhSh4N7PDxgsYRFX7f8gUNASX2fzRHAZAqW4hEnt1abDvju45ugYexG/DCCj23v+PQr5WM90//sG+1+JJFyJG2+fZ7OQUGwOqui0hPZB2MEgdfCAx+JFp4nepQftGmcHNNLgzpZ2IRH4G8G357oW9Fkey+LI6JypExap6oaEzQlWhG5i/xVjGz8WBYNTWvr0TVw2AZLVuyUK8NRqLgaJxgAfaTtBHYjvuRwEpbRqZrcR20BNPsvE8N3UiIuQ5GIzuf0zw/jotAk7h7QmoEXeOECO6JsSP5l2lb8pGMrdqC63JThUhMgVp1st9dt9sm/SkCj3TAPxCKXfim/VnUCD6OzgsVfUTrj6pjiNZ421zEBWO8Ecd9mcZj/vRYicZawCKNUp6F3oUNekd6S5Maej/pDc9qvbwzXmz5+mCfN5m2NWBDWUMcQrmFWRjwdzI8htoEPz+Xb0SifRxpeNBDGx0sKTiTU6pK7+8tAVw8BcLk+Hh3kMCeDy9emMwEKjO6egRgelA1M95fv8PwrozFJBb2JyX4M0FLtbj0/BIOtUbwyOPOa5FNLhfZxE08/2NHsVmrPAIjNlCMH+AzPOZS2hNm8VFRPcUykaJSAaaWuDgPD+BoOqq7Zh2q23Lt2pXsu3TXNLm74QYkTYAJPcrLNIRVSEBMKeAjHw/PbcklhA1UQc+HKJ8afQp32YjRKU/akzZPs2AQUW5mTw4d97ujrc5SDezGmhvH+sPHG/V2QFEbo29oqsnJQDllEz6IFP02quEiSwg1zJ6JcZsCQIr20GnYh0yKjXHbR7EoKf9ITGygJDnisBsAG1hgAwohbmzBpsxqNCymm1eH9oJ+n78g3nxoyLeCXYQ7eSJtuGP3BUqr3DNfAXoVkrGqxIS7X2OAo5VPE2G66ntAi3PTxuQLeYXMauHHEepFkwone43VmFcQTEtEk+Ip9Z4pQjnQeG3bcqr8H5xCHcxrJZIhvkinDDblcXdCWXbopI/bo2n9codx5qk0peIfOSSRIlwYQqiPyNZhPkQrbrlmkRr3+QKKeKIlJfOnJ+CE3fOU+NvrgmYRmvLhnBVgndkD6BLBWMR/izgn/HXg44PYhhCeY8lCoq6rlgCOjSd9OMUF5TJ6LUOhTx8mUg1cDumMElkanGQ/aX0v8QzOP15MBCvPAVR7Hy0bTNna0r2dRL/zKqAGiPXuvC0FZIrswZy4rFda2PVkNbwfvdzwOaLo2fZKFPRr40D+aZwiobHYXUu8YQzO33+419Krpe44m5VWa7BwMBJKkEi9i8jh3+V0N1YqSVRmdqR01MBJD2jrWxmhdLVKYWrDowxzSjMeIxKM4ob4nAFrMG5SaUeGOhrOmdIXHetr/pVSKydKKiNBqSLxksGWga04ngaGThKMAExUQt+Iw+z5d+ZlNJJncxSncCPIYHOMPoeiUCh+x2fTUIc8jLa/BKk+QFDyzwTwdnHZxQim6R+w9Y/8b/BMARQj5/gCarD4v+tcLeWOWzn2INiUYif6j2Y34Sym1i0nJyRPH7NONDgZiJizEocTHB3OdSkdrB12IaizRJM2ZLPlLJ4814xYCnC85VnOjJjfL818L621jB6Ex1I8cRGt5PaE0RB/JS0DVn/m2jjSkPAQHKJkCPBzNJclnlBPnHzuUpzvM2joFkfwTD1EkkYHBI7DiyhfchhCSI3WvEprwFxHA0wQ+uJDrkO7vS6jfVD2XI5FDUVCNUuDqcn/YYifi7zlwjNAdWmzB17lXeac8Y8JeQP7FwxHQuEuWTCulhFQE/gBK1JGT9jmGDkZs3RIYH5SJ8ar0K+3R9JLvC7yBzkP3U+bKG/hOoStLc7MUtMaU84FufD+0/TrafdFektAA2dnNAIKlnjo+AxMkTKDKFFMeL1b0ApBLuAVbttK6hJxLoV0vRWM+wG3WLZKvI3lxvSsRHiBtryQo//Db+xCc5ocZOcyjlG6wrPvdaT3dtMqaYy+nWoyviJ3LZV6y+S2raBxxlmvgrk+dKfCGjZO2MU6vPF+Ux702aKWWn60B0V2SsW0oS8PtnDf3QCR4ZikIBCgnA8LY/dAykeFbtR6IOkRphwyjkSq1Mg47ZjosHmrMajWPUGVCix7PNPceAml0g1qbTHXYsp+kRMTCU8eioqNmLBsySKLq49YAJw7GbQEmQLqHBYbnN6KYGgUVuIN/y5ql8IKco+3GUeRSspNAgbHjflp4dtABCwoPFQoszyJ2gOFlmGox+G94rmgO6waElBYb+bqQ24ZankM6dfGHIt3grovELSwh2aCrD9rcuydKjoCTUy1/ctR6dIeQgErTUGI+M7aHg5l+9dTROCJESJQwhB+ffEJuS3h0ZyICkCiIXOkGomKuK2MR6RQcPi0yZFxcQpbDVg2OaolXw+uVzYMaxrIcEPwc2cHIUvVnDmVmzHlSZsowJ/TJ4LfAbQjRUs034zZl13ePdVTj3EGNDJZa+5FFJ7KrvS4QI4qEA6to9odObLaEaeTkhECqp6adDmTeUEICn4yrqukLCNsK5IEqN6Fe7HT3Zm6M3syEc3gLLStwJk579PJh5EIWDBhmDYZ3++zIX9yYZVKjQuxw4ZFFlRU+/xQ84OiPTAPsf9BnmBnKlHzSSWKE2Mwkb66pBNqbuVPsAPe7aM0j8b0RirQqmHBUeeK7C+EgEt1bWngBgYyLfpVVhSylGM2YRFizzFNGnEgSWPq4aJhQgrgK0cCO7au7LEgIp3M0DmGZ4M7q8mePYtiNoSG7BLV7kExx3wlnrT2AetD6VBtURHpNYXyDDjd6bm9GmdHAyodsAwSx3hp7Bh9PB2IH7kZrSkSx8MfhofpsTtW9doM/ZkiCxt4ucyCiFfnca1M6Nva6UfuAOXFnQYPoqE7VyaidsRX4YiKJYxam+Mm/LClfgYI2iC5GynVKAnIzCKtBADxFijloy0gV5M1QSJi+gsVj4RYEL5JS41C1l6zlZGMoug+8FW4dZIr1AzDmReqyxqxpgiFekuWTEi0");
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ThszfQ4VDezNnKCFDqUDYOwDi2nqhO7n6uW2/CSFtNHr9G2e6Fp6D7ldpMWMH5jeRQFrD/SWzye64/2xjqz7vua8DVxUDgrDkoXHB9EpXlym7zU0yGv9Gw0Nnp3G2eMz8KfRW6G5bPuAS8xXZpDFC9Gw75oNOyIhjlMHOEop5hamrzRt0jHehqH+uk4ER1YHyaya66WHUUykrGFWpEr+3vkRu68/SVSkIItS2l1dQWHIfhWWUUDHiTPoBjS8BxL1vubSTtZR7YQnpwmk1Ep3n9ibyiujSVHR7SxeJM2SsOGmpvGm5pHxpPXdCOYwPSw0zMj7tmsDcGPxMza4+Tu49ZiiGlEi2qTNFMTf5S9iaTsVeSAsxP2ObBhemhDSZx8tK0tQqdWiUiSQsw0V5/qJLJPSXM1vZ3wbqHmeHNcT+j1ENLamW2V/rKq2bNmwX9jQ1VFuShNmTWrvi7g94miBP+8dGs2CVb+/cHfvv3KU9sO4VPeL382PPaXb/34yHKzp2du04pzTw99tqrj+4f2eP/5wxs9y94588auh2Yiglqyv+J1QKKGJuEMw2IOGq6wyQs+U1GCTjrtqkpaqGGV0Gl36kimV1BAluEo02sIJj5+ic1+80jzCAWZ+P9bGoWWRNrS9RRFrZPiu8TtFmmTGr2CNFmmR3qt0OTtNq2FvLiT7HLvUj/wCE7JHSL3euf77y+5O7LUu9y/vOQbkQ6pw73C2+nvKPlW5EnyXfFx90Z1p/iy9KL2QegjckW84v5YDReGNAE4wSLgBAvA0VuDXU4KmlonRk7NSZxzXfCQ7ejMfp5zHGh1dpfqsiynsZVq1T1ud85wKAoYfa16F0pnz1kytBRDFoTedkWOvCvKuZ5sRd3mBQZBePVknMKPmsn18RwSWShwcj1K5kGXEmMlWjSdvdlLYu4fAeQCsBuwq7DPsXHXBog7ofgAYKlOReHDDGl8HmkAMa9mUEgFDL9GxIryKVVeLVBfN0vXAG+S2NIxfPjx3g1/sXb49ctPHjh1dNOmo0ef3nR/kgxjHn/93fa+TPajTCbzk56XB/CrmZd+exOvwWu/+M4OULtPQQ+/Aoy5sIcirM9VeHPbcNnRQrbhysWiEBSrrJWzFL2hg99C9pNXHPy7PHYiUSCcU8AywRddLLouOk8Ix6BXELGUpgEw09kbls7gGmVwZcoFV29aJRSMNuIY+sKyYClqg0Db8tC2BBwTLIEIJe7TuAk/i0Lxhdo1mInc5NANfjQtGG9Czc1UFxJ0ZlAyjnM3I6DJ2ClaguDEspPGuhn4HKZCCREvq9CBu41A63ryVWru8NKX/r1mA//UXZtK37vvYju8Q2v2Oh+AyMXxWBE33SUhi75DKIowHWhchh+4usKlqLJqulzVfjPKm9VRoVqpUORQCUZGTKOvHpOqKJmpe1UNZdalGvqHjERzszaijcDQRs5r542ENhSvoztlXK2gBJR7lR0Kf6/+oP54hPtGoFNb61sZeEx50rdD2ePbHXlTcbllxcNLGPrDVKYtGPwgDqFqYEZjSpb9fOg0eQOVkDWWE0YnwPAUYwL5jCLyGUXkM7raY+tiJBai8xPbKk14SCp6SCp6SOqqYoytwqhKqyLw1qMD9Pmq7umhNJ7TWzKMT+M5CEHw3AU+dk9L47/JS398hIl/nnKj8WSBeePXaJIb0VgmyCWCgvj3CjEOYAdka6MgwOupxENdwFfIiuoCvvV3qmq0mgdroLNaKQmFon7GwihjYV1NPZX8mnh9XQJO9ZSTswOUg0zzpdkF05Z/qv8SPaKK8qrWVOkLHVuOHdlcP99nuLvSO9Z+Z58vVXbjvScudqxaua078/mV97P4e6FXdh7ftul132vkic0rtm3fHuu/sLp3ZfuhGeYPnz+X+e/rEIkwlCeacBq5kEKiFHhnkJz9Qy7qqVZFzLNWsOkr2oazQGjbEGxCi7bhLFDcNiRH3tlhG5ItiQ5HwSevBw7bEGxDtA2nbeTFw5rdaiyT18gH5aPyB7Iwn5uv/C3PGVBPIFnkJMHl5iSQIEW5yPE+juM5BRFZ4SVukAxCzUbwYcuFeB5c0EUXnyarBgTBZU0qbXDZ2uLKJTJmfMEymiuNZ1uKZJVXNEhbyxqlbpVQiroVXwMiGokRjtCH6TNgXDtJnyH9njTex5D3Gyr4VFpGqXo0adc1pizaaNNYk56gcEskds6I81B2qKoKWnP38mWnkJL9114jAUXcZctdn+DKpyc4ftKkJtpEG+AQfCyfbLkT8tbFCdmqSsjlUThPTzCJastL1YQNxSMnZd4pcgpJc3UDNF8gmbf1K15fX5cTML2sEdfr9f4KndMxeXF8O3n1++fPpzKNuP1N7uSt+9/MvA5l1QvjHaAHtNQoE34ARa/E0oDXxohhG145P9uGbXjl/JQaYJyiPM9p4CmEIaoKDSOOelym3x81aAXsVnnejCoejKQQ6D6rW5jB9JJWJ1TvKI/hNcaHQOOoxDUYrIZW2fGB8JOT9kx60fuW9yfyFfnjiMPpDXnuCHNel9/wei96VJ/H6/OoCsic5aVdW57DHuLxqJYf54cxoPJ4mEogVKqWTgekt2vrtC3afo3X/mwJCzEJC2EU0kIkZEtYqDtmnMGNSMUvgOecXk//H5Oy0olSNkHMkoAoWsiyGCRBaJKg/dd2OmbEBYAVKq5mU85aodZ9GqoIjskaFbb1ScBMIbshFFW8HkipvD8ncH6/GuVZjRFVVAPK2t5Olber2Rq6A170XFFbrG4gad4yfxkHsob8PgkKkKqWH/pf6dyW6tn34L6pR58nH44PLNp+4Bx2bHhu9B/G8VZtz96hIwd7FzUHyO/ezTy+PDP2swsHeq/C6y8ApPkhbU5Cd+BfFyXOUhWX4nbM4chU01KwosBaJyKUmz7FZWJUqdFVECtwNTOoUegEWdoMsgI3mK9GL12+pP3UhlByRBtKUghN7yjB90iW/56Se2LfNJbGOriV0krHWmNlbIPjseizjh3RK47LAV2K0TmckpMAsaWCrrQi1CpjN+iwFisEBhbBw7QASNOEaQ8S09SF+isn4KeyCD+VRfip7NIYfjSMNJAqeLebA7TQ0bqngUbN6TNt0pm2DJugmoOsHRMnLKU52B5cF9wS5INa3gGiwWTV0xoM0KaCATrmYJpM7osX6tVcqizG20gub7J8CQErgOsUXR2lpsQqYmVpG120AZo62yL9GAsuZSrDlKJEfOUMUz4lIrCMGRFuY6ouhyYsVU1hpaoo0eRo0LVRRTnStdk0VWJfEda4r/pC0+Z1tM5t+TaZe2Z1avy7/7L93zLXXt39ec8n47MXPb/w0TeOPLXxHX6JZ23tgtq7vvjlim9l/ufne0aexg/gTfjo+2//+NYnyXfa0q+9fOwYzNJDkC8DwlsQ+70UbZZnSME8/BMH74SkQoWplmDeKStdHEfotCxiS06OhFVHl/M/0SJAZTvhmuG0Dm+BgrrEkyfwQm00ub5pwejIQm2MFpoaRJMuRaFAyK07gY+RlFPmACuUa5hxrb6ZsquxzC8iTpQqZhnG7Ie4/n2ZkQdmqae4bf+1m/9Dz74XMkbmq/THPfgGvnAIcWgJsKYEWBNEFaiWnL/Nm5SMIuYMmsaCXi9pmTHDKDNFYappKCZN+GxlOHqSLQzjKuCMqa5qfy2gBruphjh6k+ZNzvbiCpTjJvtl6u5nLfoZ5fy3F4ATV5c0B40kEoVF5gAbiGgPRMwN5BpbbKp2ms33T6+Bccsqpxdpt/RJP9N+P3vT2+9ndwZ94Zr8AOydsn5BYwBXB+YF5lVdl39dKzhr8Wa0GW/iNzjWux+VH1M2BveiPXgfv8PxjHu7vEN5LvhP+nmvISMzhGTo6fAMXBTMCbw2i3ht2rw+2Wp2nXVi51yDrEbxIu94kXe8SAXiXaoVAxVQMVI1lahpfCBVF7KpH7KpH7JXnqGu4xzm0mR132TbabLtNNleyU7u8tvro5jf8hN/98wLdq5hCYatWEcL+aZQOxuJJAslrWKKZKA8e7U3GguDCPTGYjX0ND0GJfvVE9Uxpgq5vJN8dD1aD0vYPojcDCYLkYhoTGWyYChiGZMFsUgWErRCwVVVjQ35LyV2pYzgitdXpAbF0oDXPtJ5/ey5Gx0P73wuM/bhh5mxA9/e0bHm2d2rVu+6c173kmfe7tm25S0uUv3y2sMffXp41UvV04Z2nclClX9u//t46Zrt32tfsXP7reyC7kU/2Lrtnbfz31gosUx0B/nm7e99A+5SSO6VOqT2MYZKmuNZWgjRxelUCsuQznCpszWqHtKnxd1TTdVT6lnk4TweH1qMMVsCKpoutmBaaZTTD2M02EPxZB0T3DoWb4As5ZBG09cnPy18AywaxO1qybqDlUs6o+Kf6HViX/+nq5rijqz77gzPD1gVfxV4sGIV1xl4OLy6YmN4s7kvvNc8GDgaPhO+EbgeG4t5vx54LdAT4O6sXimSqeYiTzstq6K0Ezy8OJcMU7Tb0rlTiqBfWgT9Uhv61MYJ5C7yc2fHCn7uIj83nmPpE2ut7mk01fZDqrVJUGmToNImQWWXXiCBbulE745PIAFkwDwB8vAvVFy3M+AgmgKlVUX2al9ZTIzZ3wbX42Qby3+825PLfxDzQk3FEmHxF8JC/stVU3eRxoYpNPHBGQHuDZ19zanCDN1+BvtHegKbHlqyefEsPGvw4ZO3sHR+/8hTG3935N2PyD++ueGJ3qObNr+Ol2gb/3r+ll88IodaO7DjF59i7WDmPzK/z/wq0/feWa7h704OHdp37Nj/As60K6h42mNgZACDbWfatsTz23zlkOYA8x/93agAo3+t/5suwMARCOSyMTACIQMAf3ANZgB42mNgZGBgt/vnx8DAUswABCyKDOiAGwA9tAI6eNpjimBgYClmsAHiUCC+D8RhQCwF5fsCcSIQB4P4ALdpCIwAAAAAAAAAADgAAALCAAAFJgAABmAAAAjXAAALLQAADZcAABAHAAAQzQAAFCYAABcFAAEAAAALEAAEAAD/AP8AAgAQAEAAhgAABRcMLwD/AB542n2QvWrCUBiGn2i0aKFbC4UOQkdBTA+KQxfjVsxgMNmjBIkEAxHnXkEvpEvvolfRC+nat/Tr0EA9hwPP+3w/wwGueMPj+3hijFtcKP1wW3Rt7IvvjTtcEhh35R+N+9zypCnP78ncsTVuqefZuC3/YuyLX4073PBu3JX/MO7zwGecJNEyHM7rIiujdZzvTmVWN+SflOb1sagOg2AUNApRuFilv2kydtNZtdkHzhGT6EYsCRkyp6Ygo5RZq5az46SUyZ/v/L+WakvNUabiwEBfONI7PxHJLliJmrUJYxxTZtq2Ya9NDvcFYmZINnjaY2BmwAsAAH0ABHjajZZtbBTHGcdnZi93azvmzlewTby+Wft8S/BijhyQA0zsveOuTnKqbMChd66LzYslQiKBdAakSoVFKlJRGhylEm2pVKN8qKJEEeu9yD3bSKZymzZuWlBLqUTenLQfmg+pQz405dP1P7NnKCqVuuvf8zzzPP+dmZ2dXd/U4LlUnbJBnKydtBKumEon2Qnf6fpbeVl5vGQ08xtXlfVkCTBlvWu28hllndLqdnOrrERL4TWJYKpL0QklcWl12GPgCpgHPjKiRJAPwZ4BNrgC5sEN4CcEVlR1cAxMgiVRUVoVzdV5KLVOWYtr1xJGgkoTWQYVoGCeTRi1ifSDETABJoFf6kTmGDgD5sEXsmIpTe6rmzH3Jvcl6UpHX0zI5gGvOfxt2Sx9s+D5b+z2fOYZT7bDkz2xxUtvTHt+3QbPh2MJW/ja+sS1VKPSiJtsxMSPw1L2KxKklHByWVlDHMAUfzVjKeFSh5GYnFd8hCpMoeQw4ZVrCnXrGxKpWlZhyyRMOPsH+9yrsM9LqxoSk6ln2afkCpgHCvsU5yfsE3KGLYk1h+0Fk2AeXAfLwM+WcH6M8yP2EQmyD0kc9IIRMAnmwTIIsA9hQ+wD9EakFXEvYOwD2BB7H7f1PmyQ3UZ0m93G1P7kJrcnZmRgxqsBj1WDppZqEG5MlNkf3bvrsaMMPGnsqDmlnfSQzUq7G3sC26/Z3fk8L7O/lnSTX05tYjeJAxhmchMj3yQ6GACj4DjwI7qF6BaxwSvgMnAAdhlsCOhsEbwHbpFNwAIDQGU3XAxTZtddI81TjewP7DekCSv+e/Zb6d9j70j/O/Zr6d+Fj8AvsnfcCCepOtQJrgnBh+DjqD/CflnqCPNKqoHNY+04bBz0gn4wAiaAn82zdvcwD6OTObKoEihd8pn0PyevqcQ6yi1jFzagLoyx4ylEMJP6pMEs4+JP0BTGuPAqImGM7/0AkTDGd84iEsZ48SQiYYzDRxEJYwyNIBLG6B9EBFNmP/tFxzqe7H+B6qkgO4VVOoVVOoVVOkV87JQ4yV2fmNtP3c5OrNgly1zfye1Zal+l9h5qv0btMWqfpvZZau+k9n5qm9TWqB2htkXtOboNS2FT6+0HmtutZmovUvstahepbVA7Ru0Oaus0aZVZm/vMZumy0pVS4qWDf6oHX58ga8OKtmHPt+GbMA97HVRky4JIb/fEayPCt5c6e732xh2JY3h9FnDhAh7DAvkY+PCAFrCNFtDJAjoIwvaCEXANLIMK8EPdjolPSBuEjYNeMALOgGXgl9NZBowcq07xipyYmHS8OvF+4GMLONtxtrE2qzWkhczQ08qERoMR2h+pRFiSNDYSQsINakOZ1k9/Vf+vr+pJTaqGXWAT4tPNXqn6CfcuPt30x64xx1Nr6I9IxIedR7cTg8bgt5GibG8lmir8FqKxN+ETrrYPlwVdYwOfpavEVdP8rvY3/plWZgj/rs3xv+hlH3X5n5F5c5rf1M7zd+NlFZmrRpnCzepSOqNt428tSulZFC65/LRw0/y7Wh9/QZOFMa+wv4iWFeR7jCH+NPrLaAe5VUSf07xX2893eqqt4pppvglTML2wE5Ndr8lBoxFk3uZbn3suWaZHrA2Bi4F8oD/wZCAR2BBoC/BAa6AlsFoNqyF1lfqoWquqql/1qUwl6upyZckyCR7gan9IOL9PWJ+MQ0xYGPnpoyojzxLna0qO5famac65dojkDurOP/dGy7R295DzSDRNnXCO5AbTzjYzVw5U9jhJM+cEBr6Vn6L0QgFZh32/TMlgvkwrInWuxQnvys8QShvOvdwi/OPnXi4USHPjyd7m3nBPw/avZx5iRqvWvH80PxC3pp2Lub15d+sbb7SmC05CxpUK4pzzw736cH6Gfkm/yGZm6B3hCvkZpYd+md0j8kpPplDIlek+qSM6vQMdts4dqVPxX1roiK5GPN0lTxfD9dB1CAddTQ2JSV2spkbqfFTopood2cxUR4fUNOmkKDXFJv0/NYsxaGIxqWm0yaLULDbaQuP0SImmQRLRpIQ+RjQp0ehjUrLvviRelZy/JzkvR1LofY3maeqXVjT1S9CY/+8xljZNWuouHBrOjkWzo9HsGBh1Xjp5pNmxD+r61KGCKOiOYowePHRE+ANjTiE6lnEORTP6VPfwQ8rDotwdzUyR4exgfmrYGsu43VZ3NnogUyj1DWxJPjDW+XtjbRl4SGcDorMtYqy+5EPKSVHuE2MlxVhJMVaf1SfHInKrD+SnVJIu7Br2fInV1WLbjra0FdKNoeM9cg93tzWfbpnFT5fXSZ1ZcB6Npp16IEpdqa6UKOHVEqVVSAerpebT3W0ts/T1aimEdEM0TczxE8UTpDn7fMb7K+JAavyEWHDPmsX/daCWdawDmeI4ITmnc2/O6d09lJ8KBJAdFbfk7FjJ1dVly5VrXnIjkjtEUlHuCUVup8jV1FSF//38T1T9LvEW2GyuRK0IHSfFguJEcoMMX4TBIdzr8FB+Fj+sxP+KYgE3WKQmLa70UZ22aRKvTcQ9rzB+ohpV12K86r0rcUlxZUnuHWKxzHsrNi67lctpDudTq5QnlThJ4bfzJvgu+C74BHxCiVthgyssyWvUJK+rzfCAP8NXei2Y5N+dETb3AAAA") 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") format("truetype");
}
.stl_29 {
	font-size: 1em;
	font-family: "RUUMLB+ArialMT", "Times New Roman";
	color: #000000;
	line-height: 1.041992em;
}
.stl_30 {
	width: 100%;
	clip: rect(4.225001em,44.94583em,10.52083em,4.683333em);
	position: absolute;
	pointer-events: none;
}
.stl_31 {
	font-size: 1.08em;
	font-family: "TCKALG+CalifornianFB-Reg", "Times New Roman";
	color: #202124;
	line-height: 1.050919em;
}
.stl_32 {
	width: 100%;
	clip: rect(4.225001em,44.94583em,4.358332em,29.05em);
	position: absolute;
	pointer-events: none;
}
.stl_33 {
	letter-spacing: 0.01em;
}
.stl_34 {
	width: 100%;
	clip: rect(4.225001em,44.94583em,33.55833em,4.683333em);
	position: absolute;
	pointer-events: none;
}
.stl_35 {
	width: 100%;
	clip: rect(4.225001em,44.94583em,31.7125em,6.183333em);
	position: absolute;
	pointer-events: none;
}
@font-face {
	font-family:"IPNSPM+SymbolMT";
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");
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?#iefix") 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S9USU9YMwdFfSguCyhgPAZjUiJPD0AoBGMXIBMPDx0EYwAQ9O3dGhnNGBD0Gv3YyRD0MhE5ORrtMjIyEjk5AUtTWEAjVCFYHxsMEyAXZGEMJGJlBxtcZVgzQi0bSj1mRRtAN2UzYGMQ9uUa/e3e7XYQ1Bjt/e325NwaGc0YEOUROTkxMBtZARQGFQYrASIHBgMCFRQXFDc2NzYXFhcWBwYHBgcGJyY3NicmBwYHBiMiJyYnJjc2EzY1NCsBIjU2NzYzITIHFAYVBisBIgcCAwYXFhceATMyNzY3NhM2NTQrASI1Njc2MyEyBaACAwiFCwUNPxsDDkhWCgYKAgMJKWBrRRQDEw0CCAcHVoh/enpZYiEkEQk/DRd3CgEDAgoBtA4EAgIIbgwFKS8aBAILEmiDk4mFIRAqChl4CwEDAwoBzQ0FPQEQBw4RK/2c/vfCLBgPAw4sBQoPCwsGHCswEAQVfJITAQIMiVFLMTZcYcJnAf1uMkoKCRUNDQESBw4R/s3+pLxnUyY7THVw2WMBuG4qUgoJFQ0AAQAO/+MF8gVMAHEAxkAdLlcEfWxsNDQkJGAGck0dCjt9RCgURERmLiosBHIAEOQyMjI8ETMaEO0yMjIQ5DIRMhEyEO0yS1NYQE1mGyxmbDQsNBtgNDshYGZmHSxmYCQsJB0hZmwkHWxsJBsEBApAR2VATR0oQGY7JEBgNB1TKmYsLARTFmYdG3NhEWUKIW5lBEBaZVNgcgEQ9uQa3O327eT97RESORkvMxoQ/TIa/hjtGhn9Gu0aGAcQBf0yEAgHGvkHCBD5BxoIEP0HCBD9G1kxMAEGKwEiBwYDBgMGOwEyBxQGFQYjISI1NDY1NjsBMjc2EzY3NiMiBwIDBgcGIyInAgMmAyYjIgcGAwYHBjsBMgcUBhUGIyEiNTY3NjsBMjc2EzYTNjU0JyYnIjU2NTYzITIXFhcSFxY3NhMSEzY7ATIHMAXwBAVcHwYTDw8QCyN3CQMCAgj+aQ8CAwpaFQMRFBUMAgkHCcjDLz0KBw8DVloVdwUHCAQtJwIZFTKPCwMCAgb+lg0BAwMKUBkFDzsVKAJRD3IJBAMIATERBUY9kD0KEWl6h5oKFcgLAgUhCjS8/rre/vvJCgMZBQoKBRkDChnpARf2xB0T/kn+emN+EQ8BFAEpZAF/Ehbh/poTz7AIBBkGCggKFQ4thgG2egEuEhFyKwgJCAwZCA/Iz/4e3SQi4QEDASYBShMIAAEAJgAAAlIFTAAzAFNADi8oBn0yBjQiDn0XKBc0GAAQPBoQ7TIQ9O0yAUtTWEAdGmVAIhtIE2UvNQE1YQ4kAGVABhtMMGUvJwEnYDQQ9l3kGv0a5fzmXeUa/RrlG1kxMAEGFQYrASIHAgMCFRYXFjsBMhUUBhUGIyEiNzQ2NTQ2OwEyNxITNicmKwEiNzQ2NTQzITICUgIDCWUTASoYKQIEBhl/CAICBv4xDQMCBgR5EAM2OAcBAhaMDgICCgG5CAVECRwID/6d/vH+JhBFECIIAx8DCAoGFQQJAx0B+AIQSidMCgQcAwgAAQAl//QDUgOkAEgAxEBCVBABLxQTEi8VFSIvDB1AIigmFR1WSRIVESA0CwcODz4KB0BCOwFJQCYoIhMcGB4PLy4BQBgVSQEoRhNCDgcEBQRJABDk9v32GhnNEDw8Ghj8Mv0ROfYaGc0aGBD8ETkROTntETncGskROQEQ9vQaGc0aGBD95QcOwDw8AUtTWEAZETQgNC8VRigBGEpXBwxQQiE9DEAMGRgMFRD9/Br99Brt5PUaGc0REjkaEMkbtj0MGBgMSUoREjk5Ly/NWTEwAV0lFgcGBwYjIjU0NxI1NCMiBwYHBgcGKwEiNzYTNjU0BwYHBicmJyY3Njc2NzYzMgcGBwYVFjc2NzY3NjMyFRQDBhUUNzY3NhcWA04EBjBWUj0UJSk8SnJKLSwaBBJCEwMXLyAMMzcIBwQIBAYkUE0mFRANAhIRAwEEBAhJVWtLcy8XE0kvBwYCagkDKyAfGDfmAQBtmbx5tK2FFBJ9ASHsdhQFFy0GBgMJBgcmODYQCCXYaBIICQQEEZ1dd8dk/tOQYhkFECMGCAIAAf8m/fgCxQYbAEkAVkAZLwIGEChHA0pAGjMQKA1ABUpAJysQKCMCSgAQ/Br9xBoQ/DIa7TIaEPwa/cQBS1NYQA9LGhINDDlAM0BAAEQlR0oQdtR2xDkvGDMazf3NM8wbWTEwARQjIicmIyIHBgcGBwYzMjcWFxQHFCMiJiMiBxQDBgcGBwYjIjU0MzIXFjMyNzY3NjcTNiMiByImNTY3NDMyNjI1Njc2NzYzMhYCxUgvMQcMHhlHFwQZAgwVogUDBgsGpQUQAlkdGjJYTF1lNxkxCA0rGCYeFh1XAwsMPgYEAgQOBDoWDA8cgVRrNUAFxTY6CBlHwTXZFQIBCRQZDAQOAf0p7VajS0FBKzEIJTqKaOoCzxkCBAoJGhACD2N+23VMNAACAC3/9AMhA6QAEAAiAFBAEi8VETAQYA4BI0AfETAJYAYEIwAQ9BrJGu0aEPwayRrtAUtTWEAMJFkADREaGw1AClgjEPYa7fz95hu3GxEKAAoAJCMREjk5Ly85OVkxMAEUBwYHBiMiJyY1NDc2MzIWBzQnJiMiBwYHBhUUFxYzMjc2AyFIQGiCdIJMQMuTln6ClDEuT05DSCklKzJgVD+FAkSMh3pXbGZWmPPRmLXAqEI9PUKBdX+RRE4+gQABACUAAALlA6QANABzQBkvBwQMMwE1Cy1ALSUPICAcExkPJQEPEhI1ABA8ETP8/f4aGc0REjkaEMkYEPztyQFLU1hAGwcLLRgtDCcSDA8iJzZGAEcnDBdAHCAgFRdWNRD+/BoZzRoYEP123Bh2zBgQ/e0SOTkaEMkyG7AALlkxMAEUBwYjIicmBwYHBgcGBwYrASI3NhM2NTQHBgcGJyYnJjc2NzYzMhUUBwYHBhc2NzY3NjMyAuUaHScvQRALQUJbHBAbAxNdEwMXLyAKK0EIBQUJBAZadSkQDwMPEQUDBQk1bWpfTwNoHRodDQMJOHCbmVTXFBJ9ASHsdhMCEDYHBQQKBgddOhUTGxiwdRsCBBV8fHkAAQAa//QFCQOkAGQAwEA0VBABL1pQRVsEBw4PVwFlHAsbCgQYHw9ASwFlNyAzEzAPQDwBJikpFRgYZQEoYhNeDgcEZQAQ9v32GhnNEDwRMzwRMxj0Gv3+GhnNGBD0Gu0RFzkQ9O0SFzkBS1NYQDNiIAEYZlcHDF4hWQwMGRgMFUARUSBREhUiTQwdGSkMJkAiRShFIyYiPgwuQDMgNxUuVmUQ9vwaGc0aGBD95Tk5GhDJGhD9/P3sOTkaEMkaEP38/fzt5P0ayRtZMTABXSUWBwYHBiMiNzY3EjU0IyIHBgcGBwYrASI3NhM2NTQjIgcGBwYHBisBIjc2EzY3NiMiBwYnJicmNzY3NjMyFRQHBgcGFRY2NzY3NjMyFRQHBhc2NzY3NjMyFRQDBhUUNzY3NhcWBQQFBy9bVToUAgscLTteY00mFRwCEGIQAxguGDteYk4lFhsDEGIPAxcuHwQBDRlMDwUHBQUHWWU4FAoECBUCAQgIO1hkW24KBAMFCjtXZVlzLxcTPzgJBQJqCQMqIR8ceKEBAJVdqISiXN0UEn4BILVZXaiEolzdFBJ9ASHehA8+DAQHBwgHWTQdHRApWa0UBgUMEYdmc8dQQxwBBBmFYnPHZP7TkGIbBQ8mBQcCAAIALf/uA1wF9ABAAFMAj0AnLzE0Oig3AD8DVEBCRBAqKFAbGyItKgFUTA9AIgRUDyALEwcOEwRUABD0/fYaGc0YEPQa7RDsMhE5EMEaEO0yGhD8Mt0aGcwYxjIBS1NYQB1QGyhBGxQ5GAAMQDIUCw8YIFVXBwwUSUgNQCZYVBD2Gu123Bj97Br8yRDUGu3sEjk5GhDJG7FIJi/JWTEwAQYDAgcGFRQzMjc2FxYXFgcGBwYnJjc2NzYnJgcGBwYHBiMiJyY1EDc2MzIXFjc2NzY1NCMiBwYmJyY3Njc2MzIDNCYjIgcGFRQXFjMyNzY3Njc2A1ggLicaHQ4nUggEBwQDB0G3IgEBBQQRAgEBAwMFIGFoWlM3P7Sgpi8SFgMRFA4QNGAJBgUCDCl0eicY5yAsqW1dJSI0Nj5CKykpCwXbyf6z/uLk+mUQNQUFBggFCUssCA4MZVVvDQYFBAQMVXF7TVebAQ2slwYHD2fKkz4RHwMSDgcFEh8h/UENDLacsms8Njk8YFn2PwAD/5f9+QMfA6AAQwBTAGMAnUAhLwhAPDYUKS4uUBAQEChIECg2AUBYGx8oBGRgECgfAmQpAC8Q/BrtEOYROTIa/BrtEjl9LxjtMxESORDUGs0BS1NYQCNAKABlOy4yCAsMRDJYKCtUDBtAGBsRFDArKxtcDyNMDDJYZBD27dTtxDkvGtnCEjkaEO0ROTkQ3P0yETkyztwayRu3K0xHMkQKGyMvLy/NL3bNGC9ZMTABFAcOAQcGBwYXFhUUBgcGBwYHBgcGFxYXHgEHBgcGIyInJjc2NzY3NicmNzY3NicuATc2NzYzMhcWFxYzMjc2NzYXFgE2JyYjIgcGBwYXFjMyNzYTJicmIyIHBgcGFxYzMjc2Ax8PAQQRJSU4AwY7J15rIhMlAQI7GV26bgEBi4fYlmBZAQJ7UnEODEUCAVsLEjhlAQJzZn9LLB8YCBdcFhMOAwkJ/usDFyJbQi86AwMZIUhRMjpPA3diVnFSWwICQkqPiFJiA4FKKwYLAwICBRQlNT2YJVgIAg8dMC8sEyNGa0xqbmpFP2RgUzglBQoyX1E+BwYQe3OfcWUZFh8IEhAbBgIC/ttiPlwvOp+DN0g5RP1GXDMqRU1NTzU8Q1AAAQAX//QDYQOkAEgAlkAnRDMBLzsPBjgFSUAkICATHA4pAUkxD0AVBEkBIEUTQQ5ABgRJNCAQAC8ayRD0Gv32GhnMGBD0Gu0Q/P32GhnNGhgQ7BE5MgFLU1hAIUUBNA8gDzgHDEpXARhBIjgMOxkXDC8iKwwbQCAgJBUbVv78GhnNGhgQ/fTt9O325OTtETkaEMkQyRuzKytJShESOS9ZMTAAXSUWBwYHBiMiNTQ3Njc2JyYHBgcOASMiNTQTNjU0IyIHBicmJyY3Njc2MzIVFAcCFRQzMjc2NzY3NjsBMgcGAwYVFDMyNzYXHgEDXAUJKFNbPBcKDhMCAQEDBAU9209yLxYMOUYGBAMHBAYvVlM8FSUtNVR5YhsSGQIQZA8CGzEbDSxTCAQCBmoGCCMhJBQhXHmFDgYFBAQNlv3GZQEtkGMTMwYGBAwHAywgHx9A1v75j3HDno9iwxAOjP7QxqsONQUFAwgAAQBW//QBrgX0ACsAV0ATL0AZIBIVHAMsQAEgKRMlDgcELAAQ9v32GhnNGhgQ/N3GGhnNARgaS1NYQBgtVwcMSAEYJSNAHQxEGRUfEAEvEAEQViwQ9l1d7Br9Gv7sGu3sG1kxMCUWBwYHBiMiNTQ3NhM2NzY1NCMiBwYnJicmNzYzMgcGAwIHBhUUMzI3NhcWAaoEBjJkXCUWFhoqFA0QECNkCAcCBAQM3FgYBCAqMxQXEjRLCQQDaAkDJSMgHETV3wF3sYaoKREdAgoEEQoEThfI/rD+ZNvsAhQvBQUFAAEAOf/2ArYDoAAlAFZAFZkFAS8WEg8PKB5QGwQmAwcOKCMBJgAQ9Br9xBD0Gska/dYZzQEYS1NYQAsSKBYnAAsNQB9YJhD2Gu3cxtQaGc0btgsfAAAfJyYREjk5Ly/NWTEwXQEUBiMiJyYjIgcGERQXFjMyNzYXFhcWBwYHBiMiJyY1EDc2MzIWArYoHTs0DhFOU30sL1F5bAYIBQYEBkNfZFBdP0Loioo7RgNCGSU3D050/t5wREhZBggGCQcHSTE0WF2bASHEdTgAAQB8A9wCEwTGABEAJEAPC0ARBSAHEg0LQAcgBQoSABD+Gska7QEQ1hoZzRjVGswxMAEGBwYHBicmNzY3NhcWMzIXFgIQByJazyMQDyJAmQ8LKFEDAwMEtAsTOHASCwscM3kMAQcEBP//AC3/9AMhBOMAowARAAAAAEAAAAAAAEAAAYMAGQEEAB1AAAAAAABAAAAQQAsCDihPAgAoKA4OUCs0KwABABL+0wDvAJgAFgAtQBIJFRBAAgQQFwQgAkASGwyADBcAEDwaEO0a3BoZzQEYENbUGc0aGBDdzTEwEwYjIjc2NzY3NicmIyInJjc2MzIWFRRaHgUNAwIXSggDDAYaJhodBQZUNUn+6RYSDxZLWSkbDhgZKT5cSZoAAf/1AAADAwVMADQAZkAWLyggJhkXIWQtBjZAFxMgCwQFZBMTNQAQPBD1MswaEMkaEPz9ETneGsoBS1NYQBgEHioZFxkmICgxQBILIA02YzFkGR5AFxUvxhrcOf3m1BrJzRp9ENwaygEHEBrpG7AxL1kxMAEGBwYXFjsBMjc2MzIVFAcGBwYjISI3Njc2NzYTNjU0JiMiBwYHBicmNzY3NjMyFxYVFAcGAdmQkwwCAxLbxmMYBA0PEhcMBP1eDwUDIPabvhsCcFiQZjAcCwcaEzNdcIqGS0JgUwGenXYKDA0ZBgwLFiIsDB8VFqrI9gEbFRRvgkEfJw8DCSJZNEBfVH+YvqQAAgBG//YDbAVMABMAKQBDuQAk//iyGAgPuP/oQBsFECtjE2QVQiJkQAhiKhweKA4GKkAmHiAEBCoAEPQa7RoQ/BrtARD2Gu123Bj95jEwODg4OAECBwYjIicmETQ3Ejc2MzIXFhEUBzY1NCcmJyYjIgcGAwYVFBcWMzI3NgNoGr9ifbNXYAQbwmuRoVNVcAM+NCknVl9GeBgDR02AYExyArj+TbNcd4IBEDM4Aci1ZYWK/u83WzUz4YNtIB1en/5wLivdiphMcgAC/9kAAASKBZwASgBeAKlAIy8VQBIdXiFbW15eIzRARURHPCg4UTQHQCNfLBsOR30EKARfABA8GhDtMjIyEDwa/DLUGhnNETk5ORESORgvMy8aEO0aMgFLU1hALSEHDhteElEOURtAURUOG0dAQEdbURVRUQ4VHSosLDRgDhssAEdAHVE0JixiXxD1zX3cMhj9fd4YzRI5OcQHEBr5CTwREgU5BwUaEO0IEO0BERI5ORESOTkbWTEwJRQHFCMhIjc0NjU2OwEyJyYCJiMhBgcGBwYHBjsBMgcGBxQjISI1NjU2OwEyNxITEhM2NzY3Njc2MxYXBgcOAQcGFxYTFhMWOwEyASYnJicmIyIHBgcGAgcGFRQzITIEhwQK/pUGAgICC1EiBwI5CQ7+NwYGNUAdBQYSZAsDAQMI/rAKBAMFPBolkJeQmxUcEg8ZLQcFCQUBBwQqAQIGI14pPB8mJQn+oREiECUDBAUHQkkGiAMGCAGPBicMEQoMBRQCDj4QAUAmAQteqE0sKQ4LEgoKERAKPgEYAScBGwExKjgfBAgPAgUUBQcFMBMfJMb+S8T++3MCD1mvTuMQEH+UDf7xBgkEBv//AC//9ALHBNgAowADAAAAAEAAAAAAAEAAAYMAGQC0ABJAAAAAAABAAAAQQAsCID1PAgA9PSAgUCs0KwABADP//AQLBUwAOgBYQBQvFih9KCAGO0A3gDAeMBB9BygHOwAQPBoQ7RrtGswaEPwa7TIBS1NYQBY8OCADOgplSBAbMCQiZigbQBplFmA7EPblGv3l9P125RjczRoZzhjGG1kxMCUGBwYjIiQjISI3NDc0OwEyNxsBNicmKwEiNzQ2NTQzITIVBhUGKwEiBwIDBgcGFRQzIDc2NzYXMhcWBAYPJAgXIf6sav5oCgIECUMzBC1ABwECFmMOAgIKAbkIAgMKjRMBKhgMGwhCAXKyFRoTBgIBBpFFQg4EDAsUCikBmAJkPzJMCgQcAwgICRwID/6d/vGF5kMuf04JEgwCAQUAAf+D/jsDCQOiADsAbEAbLyEgHBMYDyorFQItEgMHBSYBPAwJDAUCOAU8ABDk9O3NEPQRFzn9/hoZzQFLU1hAFxUUGBIYJj1bAAw0KyotLQMSJgdAIVo8GBD2GswZzRjcMjISOTkY3P3mETMREjk5G7EABxgvL1kxMAEGAwIAIyI1NDMyFxY3Njc2NzYnJicmJyYHBgcGLwEmJyY3Njc2MzIXFhcWExY3Njc2NzQnJjYXFjc2FgMIB5SY/qyqVEgSXg0MRmRZMAYEGUdLUwoOEUUGBQIBCQUDREMnHRAXXywbQQUOZiMaAwsDDA4vJQoJA1Sw/sT+wP4TPjsWAwkrgXNiDRiU7fpkCggKQAUFAwELCARRNh8fgK1l/t4aGsd6X389LQ0NAQUFARAAAQA5//AEjgVcADMATEAkNTEzGiAdGEACIDNGDBxAJmI0AmAxCB8oLgc0HRhAEB84IgQ0ABD0Gv0afdzJGBD8Gv3UGs0BEPYa7XbcGhndGhje0RrJENbEMTABBiMiJyYnJiMiBwYREBcWMzI3Njc2NzYzMgcGBwYHBgcGIyInJhE0NzY3Njc2MzIXFhUWBIsCCgYMJCxYrNma04OMn2lhViwWLwYREhAIBgIRSXeAZviNplVSj053fnHzZwwFBH0XEzMlSJjP/of/AH2FIR0pFHsKZC4eCQszJymHnwELwLOuekMuL0UIDW0AAgAe/6gDGwX1ADIAQwCHQBovOCsrNQ8xAURAHyAYHCUjA0Q9QBAOBwQARAAQ9DJ9xBjtMhD8Mt3GGhnMGhgQ/O0zEMABS1NYQCRFWQANfzMBMxpDDioLPQ4PGCYMRRg9DEUYDgswDiNAHxUYVkQYEPblGv4aGc0YBxrtEAUa7QEHERI5OQEQdv1dGP3mG7EzAC/JWTEwARQHBiMiJyYHBgcGKwEiNzY3EhM2NzY1NCMiBwYmJyY3Njc2FgcUAwYHBjMyNzY3NjMyAzQjIgYHBgcGBwYXFjMyNzYDG7OTukg7DgkeFQQNEg0DGCM+IA0UEREfaAsHAwILgLMJDQJLFyEDBgQIL0x6WrGKfzJyKkgdDwMBDx0hdHORAlT5w6IhBwwoOAoMWuABggENZdKoKxEdAxkFDAQyHAEQCgH96ZLZFBJ2U4X+meJwXZ+tXWMPBAhzkQACAD3/8AE7A4sACAARACpAFhNjABsFCRtADmISEBsMBBIDG4AHBRIAEPwa7RD07QEQ9hrt3P3mMTABFAYjIjU0MzIDFAYjIjU0MzIBOzIgU2RBWDIgVGVBAyskMlZg/LskMlZgAAH/3//4A6MDpABVANJAOGsIayMCXiMBTSMBOTYBLwUCDEBUAVZCIDwTNCEcOA9ATQsPSAFWKSAqKkAuKCYEVhcgEw8PHARWABD0/dYaGc0YEPQa2RrKLxrJEPQROTka/RE5Of4aGc0YEPQa/cUBS1NYQDE8IL9CAUJCNCE4HDhNCw+/SAFIVEAAAFQgDxxALiUmMFQmVCYXKilaVldbEyBpFwEXL10aGc0Y5hD2Gc0SOTkvLxoQyTMaGMwyGhDJfS8aGBDcXRE5OTIREjk5yX0vXRoZzRtZMTAAXQFdXV0BFCMiJyYHBgcGBwYXEhcWNzY3NhcWFxYHBgcGIyInJicmBwYHBiMiJyY2FxYXFjc2NzY3NicCJyYHBgcGLwE0JyY1NDc2NzYzMhcWFxY3Njc2NzYzMgOjQiIbDhFARU82DQVMVQ4ZQUQECwULAwNEhRMYGRJhRQcPP4hOOyAyAxQIFh0xGTw/MFUIBF09CA4oNwcHAggDA0BRGiAZEkhDCQ9KHDwtVEZMA206CAYGFVFdUQ0Q/vR3ExEtVAgGAgoHBXRyEBiH4BgYZb5ecAcOBAwJDhIuVkCMEQwBE0EIBhI2BwcCAQoEBAMDTUAVG263GRVmI00oSgAC/4399wL8BFQAOwBNAHRAIC9DMUAxOAUlICINKD8POAFOQB8NDhUCTkZJESgHBQBOABD0MhrtMhD07TIaEPzt3BE5GskREjkaEMkBS1NYQBYaHwwMB0YxAysMT1k8DQARDCIjDCtOfRDcGO30fcwY3OXmERIXORD9zRuxPAAvyVkxMAEUBwYHBicmBwYHBhUUOwEyBxQHFCMhIjU0NjU2OwEyNxITNjU0NzYzMhcWBwYHBhcWNzY3Njc2MzIXFgc0JiMiBwYHBgMGFxY3Njc+AQL8UmaxU30UAxILCBq1CAIECf5ICgQCDEQQAklFGRpHFxABAgoFFgMBAQMEBkRxSkVOMymFPC1JPFk0HyUCE1Y/WERAPQKFz6bNMRcZBBJ5b1A6aAgNFAwIAR0FChABwQKW7J4eBxISSHtSpA8FBQQFDIlaPFhGnExvN1KmYv7EEAQTCg9YUusAAgAI//YFGwVMACkAQQBYQBUvQDIeMB19KCYGQj4eMAgUfQsoC0IAEDwaEO3UGu0Q9BrtGu0aAUtTWEAVEGUUGzskMhsdQ2MAHCpFQCJlHWBCEPblGnbcGP3mEP32/eUbsAAYL1kxMAEUBwYHBgcGIyImKwEiNTQ3NjsBMjc2Ejc2EzY1NCsBIjc0NzQzISAXFgc0JyYnJiMiDgEHBgMGAwYVFBcWMzI3NgUbZGGmbIZLnkfgTFAKAgINSzIIATMDHSAJG4cKAgQMAj0BNJ+KnIFUaXC4RhoFAh8kDSUPGDDmpZvjAvDQs65nQxQLCgoKFwpCDwHOFt8BA0kuVAoQEQqwmP7uf1IiJQcHDuz+3XX+5HY6Qw0bhcT//wA7//QDVATjAKMACAAAAABAAAAAAABAAAGDABkBCQAdQAAAAAAAQAAAEEALAhpNTwIATU0aGlArNCsAAQBD//QDQAX2AEcAmkAtLkA/PkI7EDQoNBc7CwkGDQ87AUhAHRcgJygjLhcsA0AUFxdIAShGE0IOBgRIABD2/fYazRA8ETMa/BE53RoZzRjGETkaEPztETk5ERI5GhDJERI5OQEaS1NYQB80FC0MHlAUDEAXRigBGElXBgxBIT0MCxkXIycVHlZIEP7s9vz99O3k9BoZzRgQGu0aEO0RORuwPS9ZMTAlFgcOASMiNTQ3EjU0IyIHBgcGBwYrASI3NhMSEzY1NCMiBwYnJicmNzY3NjMyBwYLAQYXFjc2NzY3NjMyFRQDBhUUMzI3NhYDPQMFMKg8FyUtO15jUSEWFwMQYBEDESopRhAQHmEIBwIEBAwpbHgeGQQhOT4CAQEEBAc9WGVaci8WDjZJBAhoBQMrQSc90QEAlV2ojJVj2xQSfwEjAR4B5HJfERsCCgYNCwUQHSEZvv6m/noNBgUEBQ+OZHPHZP7TkGIUNQQKAAEAOf/0AdEDpAAnAGRAGS8UIBATCh4fAyIMDxkBKEABICYTIg4FBCgAEPT99hoZzRoYEPz9ERc59hoZzAFLU1hAFyYgARUpVwYMQCIhGgxADBAIFBVADFYoGBD2Gv0aGcwYEBr99Brt5PwaGc0bWTEwJRYHDgEjIjU0NxI1NAcGBwYnJicmNzY3NjMyFRQHBgcGFRQzMjc2FgHPAgQ1ujoVITUMSjUIBgUKBAZPVV4bDhwOGRUTRVAICmYIAiZCFlrwAYY9FQcpKwcHBAoGB04zNw5C8mO1okgUMQUO//8AOf/0AgoE5QCjACoAAAAAQAAAAAAAQAABgwAZ//cAH0AAAAAAAEAAABBACwEYLU8BAC0tGBhQKzQrAAH/9QAABAEFUgBMAHFAGi8XFR5DMAt9AkYCJzp9KEMGTkAxH30nKCdOABA8GhDtMhoQ/BrtEjl2LxjtGhDpMgFLU1hAHQYGF0sXIk5jERxLOUgpZTEbImYfJBcbPWU5YE1EGhD87f3+7f3tdhDcGO3mBxESOQEvG7BLL1kxMAEGIyInJjU0NjMWMzI3Njc2NTQnJiMiBgcGBwYHBgMGOwEyBwYVBiMhIjc0NjU2OwEyNxI3Njc2NTQrASI1NDY1NjsBMjYzMhceARUUA3VquUkoCAcOFDGCSVoOAz5ZszoQBBUYGRYDJBsntA0CAgMG/fAJAwICCokPBkMLGxYND4kNBAIN7xHnBlwyY4UC01wMAwkHDgJDU3wZGXxIZgQSWNvfjA7+yeQMEwgMCAMYBAwZAhhl/5RcLDMIBBoFCgYOHaOBtgABAEQBkwIbApwAEQAfQAwTAMAJBhIBDhAKDgcAL+3d7RDOAX3WGnzdGMYxMAEUBwYEBwYjIjU0Njc2NzYzMgIbDwT+bw8XAQwfwswLEAQLAoEYBwK8BgsfGRBYXgIJAAEAJwAABDQFTgBYALxAKy9AKB0hIkqAGEpAEEkQSE59KAweMAR4ACBXBllASH0/KDsgOEAyHj8wP1kAEDwaEP0a3hrJGhDtGhD8GskazRoY7RrtETl2Lxp2zBp2zBga7RoBS1NYQDATJxcjAwUSBDc4Ej47WEAjISBKQBchGktaYwQhWE5CZUhIGywQMiQMG1RlQE5gWSAaEPYa7f38OTn9du0YEN0aGckY5nbUGskadtQYGskaENTFGskyEBrIyAEREjk5G1kxMAEGBwYjIiYnJicmJSIHBgMGMyEyNzY3NjsBMgcGBwYHBisBIjU0JyYjIiQjIgc0AwYVFDMgNzY3NhcWBwYHBiMhIjc0NzQ7ATI3EhM2NzYrASI3NDc0MyUyBC8MFQQGCAwXKFVm/ucOBB8jAxIBpxUKFgsFCRMMAgkQBQsECBUKCAMcCf5tBg4CLQhBAWuuECEFCQsDEyIHF/ybCgIECEQzBCAiFxoYJ34LAgQNA3QiBTcsUw4MERwREwMM6P78FBYxJRMQMmhFZxcPRDcUCBIC/oVDLn9MCA0CAgMIQkEODAsUCikBIAE0wtjLCgwVCgIAAQAA//ACwQVEADwAh0AdLxsZEBodFzg4LwUpICZAI2QvBj0IIA0RHigFBD0AEPQa/RnWGskYEPT1Gt4aGc0REjkYLzPJGd0ayckBS1NYQBsmKh04IDgaKhoqGgkACT0gZDM+YxRkAEANIAoYLxoZzRoY3O3m1O0QPBESOTkvLxEzGhDJEM0bsyAzFAAYL80vzVkxMAEUBw4BIyInJjU0NzYzFhcWMzI2NTQnJicmNzQ3Njc2NTQmIyIHBiMmNTQ3Njc2MzIXFhUUBwYHBhcWFxYCwT5B45p+PQoGBAgJEDNpkuA9NLYYBCFVW2BHYXhXGAQNC0JNXmJXOjR9TywbH3tIRAGyc2hveDkIDAINCAcLG9aScjwzLAUVDgsdU1mFSW1CEgwLAxFIJS1FPkqdgFAeEwYXS0gAAgAQ/90DXwVzADEAPwB+QCUvKwkNIyUlHEEAHEAxLCw6PWQJHCgbGAkJFD8jJQZAQA0gFARAABD2GskaEOwyMhE5LzPVGskQ5TIyEMUBENbVxhI5L8nEOTkBS1NYQBg/RiM/FDpGHCMcIj0YFD8/ZCUUZA0lDUAYGgcQ7RDtERI5ORoHEO0IEO0bWTEwARQHBgcGIyYjIgcUAwYHBgcOASMiNxQTNCMhIjU2NzYBNjc2MzIHFAMCFQYWNzI2MzIDJicGBwYHAQYzITI3EgNcCg8iBgs3Pw4DHAQNDCcJLwEUAzoV/ikdBAkrAR6kzRINDQMxMwIGBgmdBg3uBAQJDBeR/vYZGwF1FwM+AjMFGhgrDAYRaf7qIAcLEQMYGw8ByxUUFAsrAWzR/BMZCP6A/ncDDg0CEAIwBgYBEBe1/rIdGwJIAAEAKwAAAhsFRAAyAFBAES8nFhd9KCMJM0ARLX0FKAUzABA8GhDtMhoQ/BrtGsgBS1NYQBYnECdkFRURAGY0SC1kQAhmESQdZhUzEM7k9eUa/XbOGOUHEP04G1kxMCUUBhUGIyEiNTQ2NTYzMhYzMjcSEzYnJiMiBiMiNzQ2NTY7ATI2IzIHBgMCBwYzMjYzMgIbAgMI/iUIAgQXGWsNFQYxNRMDBTQRRwwLAwICDF5iYwYQBAhEQQcFJhdXCxcvBBsGCgwFFwUOAjYBugHTlyFKBgwEFAcMFRk4/dP95T40Av//ABf/9ANhBOUAowAWAAAAAEAAAAAAAEAAAYMAGQD6AB9AAAAAAABAAAAQQAsBOU5PAQBOTio3UCs0KwABAGr9/QLyBfcAJAA6QBgUIBAaQCIgAAkNQBolACAiAyVAECAUAiUAEPwaGc0aGBD8GhnNARgQ1hrt3BoZzRoYENwaGc0xMAEGBwYHBgcCAwYVEBcWFxYVFAcGIyInJicmNTQ3EhM2NzYzMhYC8gIZRE9YK34sD1gjfwoMDwUHFKpkWQkq+ZGRExAJDgXTBhY7Y29a/vr+gYFu/vrFTYcLDQYSEBKX6s3tSE0BhQFOw3ASHQAB/zv99QHCBe8AIwA6QBgcIBgiQAYgChINIiRAGCAcAyRACiAGAiQAEPwaGc0aGBD8GhnNARoYENzt3BoZzRoYENwaGc0xMAECAwYHBiMiJyY1Njc2NxITNjU0JyYnJjU0NzYzMhcWFxIRFAG4JcKVyxcIBwkHBBdlU9MxFCYvnBISDAcIFotMhQIV/qv+3OGsGhIMCgwUVXcBLgHEsHWPn8eYDw8IDg4Sh5X+//72TQABAFD/7gT/BWAARQBjQBsvBTx9KEJCHBAkQB8qHjAcB0ZAOTYeIAsQBEYAEPR9zBoY7TIaEPwa/dQazRESOXwvGhjtMgFLU1hAESQgH0cACBtBZTtEMhxAFmJGEPYa7XbcGOz9fMwYxNQaGc0bWTEwAQcGKwEiBwYHBhcWBwYHBiMiJyYnJjUQEzY3NjMyFxYVFAcGIyInJicmIyIHBgcGBwYVFBcWMzI3PgE3NisBIj8BNjMhMgT+AgENOigHDAgGBAESZmJ+peSVTzAr5VKNk4jwqgwSBAcFB0FQYIZgZ5lUUSAeS4TXX2BbKQoIILINAgQDCgHTCwJoHAofOI9nNxwGJD1NgUR+c24BSAEXY0VHUAcPVzALC1skKyc6fXh5cq29cscnJVHQnAohCgAB/9n/HQOhA6QASQCKQC0gPAEgOwEgOgEvGQGHOAEvNSAyKTcXDC4kHAwpAUpAEzsHEQ0ESkkgREACTEoAEHbUGN3UGhnNGBD1Gc0Y1NnBGhD87czV/cEQ1BoZzQFLU1hAFBcyNUtESUYRIh4QICYBJjsNEUlKGBB21RnNMxjWXe3FEHbUGc0YENYZzTIbWTEwAF1dXV1dBQYjIicmJyYHBgcGBwYnJicmNzY3Njc2JyYnJiMiFRQXFhUUIyI1NDYzMhcWFxY3Njc2Fx4BBwYHBgcGFxYXFjMyNzYzMh4BFxYDmkJWe9uadCMdExccDg0JBw4GCNHJYZESFTOLaFZ1CDUrQ4xTb1gyYTAYJRAICAkOBFLTnIUTF4ys3VYkFQUEBAQEAgeJWp1vGwcMBx0iCQoKBREMCa/WZ68TBA80JzsTCDUhNYtFfiMVJhETHBEIBAQRCIXwsIMSAg14nA4DBAUCBwAC/0b+FAGeBQAACwA3AGNAGS8xKC0TKQ82AThAHhAoGxUCOEAEDIAKCDgAEPwa7RoQ/M0a7RoQ/P32GhnMAUtTWEAaLSgxFSkGDABgOaA5sDnAOQQ5VxkMDEApVjgYEPYa/cTuXX3UGO0Q/RoZzBtZMTABFAcGIyI1NDc2MzIDFAcDBgMGBwYjIicmNTQzMhcWMzI3Njc2GwESNTQHBgcGJyYnJjc2NzYzMgGeJiEeORshLjQ+HC0ULCViTF4sGxk5JiIGCiYeNBUKJSEpDEI/CAYGCQQGT1VeGw4EySoiHTofICf+llXf/qS//uiEVUIWExkpLQgpSHQzAS8BDwFdJAwGIzMHBwQKBgdOMzcAAgBC//ADcQVKAB8AMwBiQBcvJ2AHJA9AGwwMHgUUACAeBjQwHhQENAAQ9O0Q/BoZzRE5Ejl9LzkaGO3YGskBS1NYQBInBypkGBsFGDVjABBkIEAYYjQQ9hrc/dbmEjk5EO0yMhuzKhggEC/NL81ZMTABBiMGBwYHBjMyNzYzMhcWFRQHBiMiJyY1NDc2NzYzMgM0JyYjIgcGBwYHBhcWFxYzMjc2A20DJNumiEcNEAYJf42aUD1ndNvAUDNcX6Gwz1SkUENtikstBhUCCUApQD08zywLBSkSA5V5tiEGWolpleiPobp3hePV2oKQ/GS4aVgxHh5hNtV5TS0s/T0AAwA1/+4DEAVGACEAMwBEAHVAEi8vBRUeODgMJh8eBkVBHgwERQAQ9O0Q/O0SOS8SOTk5AUtTWEAiOBU0GC8FKghk4DQB8DQBDzQBNBAqZBhGYwBzIhg9cxBiRRD27dzc/eYQ7RDccV1d7RE5ORESOTkbtyIAKhg9EDQIL80vzS/JL8lZMTABFAcGBwYXFhUUBwYjIicmNTQ3Njc2JyY1NDc2NzYzMhcWBzQnJiMiBwYVFBcWFxYzMjc2AzQmJyYHBgcGFRQXFjMyNzYDEFI5WhkZwZRtnXtMUl4sTwsPhSwpPWuAfUpHaCk6bm83TF8+TQcIOUtGIWjJDg1PMiQ5Q39hQ1IEKXJjRiAJDmnlvn9eT1eFlYE9PAULY6FXVk80WlFOmWc3TjFEdZk+KRYCVk/9mn6NUQYGJWxPT4VVYT1LAAUAPv9IBM0FdwASACIANQBFAFsAbEA3TjBTJzEnLDURNkBYMEYODgQJXWMSEUATgBsRQAnANoA+ESxiXEInOhAxBlwXEA4fEAQEWAdPXAAQzOw8EO3c7RD87dzNARD27RrcGtwa7RrcGv3mEjk5fRDUGskaGBDtETk5fBDWGskxMAEGBwYjIicmNTQ3Ejc2MzIWFRQHNicmIyIHBgcGFxYzMjc2AQYHBiMiJyY1NDcSNzYzMhYVFAc2JyYjIgcGBwYXFjMyNzYBFgcGAQAHBgciJyY1JjcAATY3MhcWBMsPdj1GcjQ6AhB4Q1ZfaE4KKy1QMy1AEAswLUY8LED9tA92PUZyNDkBEHhDVl9oTgorLVAzLUAQCzAtSjgsQAH8Ag0i/vT+8CQJDQ8KDAUNARoBSgkODwkNAZj7aDVESaAeIgEDaTuZniE1pFZaNUzfoVVQKz4DL/toNURJoB4iAQNpPJqeITWkVlo1TN+hVVAsPQKRAyJZ/XH9Z1QVDQQMAgYfArEDJBUOBA0AAgBE/eADNQPnADUARgBtuQAq//BANR1FFgxIVxEYCSM1RQwCQAIyKDUaPgxAJ1hHNzoRKEYlMi4rAUdAD0AlBEcCMA8QKBIWAkcwAC8Q/tUa7RE5EPQa7RD8Mn3GEjkaGO0yARD2Gv38GskzGhDtfBD+GOTm7RE5MTAAOAEGBwIDBgcGFxQXFBcWMzIdARQHBiMiPwETNhM2JyYHBgcGBwYjIhEQNzYzMhcWNzY3NjsBMgc2JyYjIgcGERQzMjY3Njc2AzEbKiUpChMGAgQQHXMQDHe4GAMGMgcqAgEBBAMGKEx2X7CymahFLhMGEAQDD0IKtAEjExdgc5V7MXcrNR0JA9lc0/7y/n9vxz4yKBUOAwQMEgwDFhg1AahBARcMBAQEBQ1lU38BUAEAspkOBg4rHxSlEwcEbI3+8/B8YHbVQwACABn/8ANIBUoAHwAxAFRAFjYuAS8vDiwPFBQEJB4cBjJABiAEBDIAEPQaGc0aGBD87RI5fC8Y7djJAUtTWEAMKGQYBmIyDSBkM2MAL+btMhD21O0bsyAAKBgvzS/NWTEwAF0BEAMCISI3NjMyNzY3NiMiBwYHBiMiJyY1NDc2MzIXFgc0JyYjIgcGFRQXFjMyNzY3NgNIu9T+tFQEAkXVqG9DDhEGCUgyOlaKTzhcbNakV0lvLD2HekpaN0CXYF8dDhYDov6i/uj+xCAXqnCoIQYzEhWJX5/ljaeIc9KbZoxWaMGxX284ESxK//8AJgAAApMGnwCjAA4AAAAAQAAAAAAAQAABgwAZAIAB2UAAAAAAAEAAABBACwExOU8BADk5KAZQKzQrAAEANwAABHoFYQBCAGRAFS8LKx4oQDkyBIA8BkNAIxF9GigaQwAQPBoQ7TIaEPwazMzGxhrtMktTWEAZRAQgQkcLHWYjGxdmESQLGytFOUAyIDRbQwEQ9hoZzRoYzHbcGP325fXkEHbVGhnNGMYbWTEwAQYHBiMiJyYnJiMiBwIDBhUUOwEyBxQGFRQjISI1FjU2MxcyNzY3Ejc2NTQjIgcGBwYjIjU0NzY3NhcWISA3PgExMgR3EBcCCAMQIkhNrRADNTcSFpoGAgIJ/hcIAgIKixEECg5KBhAowXBCJRIGDQYSIAYSkwFxAV46Gy8NBUI7Uw4QJBYWDv42/iSVPEwIBBsECgoGJwoCF2SHAmI+pzlRHRAfEggMDylgDQMWAgEHAAH/Xv36AkoFTAAtAF1AGKscAS8bDCwPIgZ9KCwGLkAZHiAVgA8CLgAQ/BrNGukaEPwa7TIREjk5AUtTWEATGwwMBhMVIBNMLwBlBhsoZSIuQBoQ3u397c523BgaGc0REjkQBckbWTEwAV0BBhUGKwEiBwIDAgMCBwYjIicmNTQzMhcWMzI3EjcSEzY1NCsBIjc0NjU0MyEyAkoCAwpkEwEqGB8jHBFKvEQxOT4gHykZWRknFx09BhmLDgICCgG5CAVECRwID/6d/vH+2f6s/sgrvhUZLDkpNaoBAOwBFwJ+RypMCgQcAwgAAf/l/+kEmAXKAG8A00A5ChcBCLU8xjwCL0ACAGxmQT0VHkAIR0caTRtAZmJYIFqAUhtiBnFAHiEbLkYkgCsEcRobOTYgMwRwABD1GhnNMxjlEPQazXbFGPXEGhD87RrcGhnNfRDUGhjtETkvMxrtMnYQ1BnNMxoYAUtTWEApTR4CAhoVPQg9Gh43OUc9TTk5TU1qACBYQFReXgA3IyglcQIAQDkaN3AYENUyMhrdMsTUGhnNERI5fC8ZzRoYzBoZEM0yBxESOTkQBRoY6RDJEMkHEOkbsQBeLy9ZXTEwXl0BFAcGAQYHBhcWMzAzFhcUBwYjIDEiBwIHBhcWNzYzMgQzMjc2FRQHBgcGIyInJiMiBw4BIyI3NDc2ATY3NisBIjUmNzY7ATI3Njc2NzYnJicmIyIVFBcWFRQjIicmNTQ3NjMyFxYzMjc2JyY3NhcWBJhEW/6ACBcFAgIJ6AcBDggR/vwNBuuBDAMDDjXubwECElQZHA4GEyApFfDHs1pXGSsDEwIZJwE/G0QLEocOAw0HEqgNBZWtLDgMK0avkIXVGxIWHRAnRlN7OOF8gmEgKw0DBwsUOgVxMWGC/l0JGQYDBAIEFxQKBv74uRAFBAUMChgdJUg3FgQFDQoGAgYOByQ6AXogRwwKDxQOBqbDM0gWAgUUEHQ8DAkFEwweNFRVZiUVFRxnGwQFCRwAAAAAAQAAAAAAAB7V+pFfDzz1ABoIAAAAAADi/bEhAAAAAOL9sSH+mv3gB7YHEwACAAYAAgABAAAAAAABAAAHE/3gAAAGF/8m/zUF8gAAAAAAAAAAAAAAAAAAAAAAQQJYAAABOwAdBKQAIwK8AC8DL//zAgQANwKTAC8CXgBeA3sAOwUvACsFFAA0BMEALwW6AG8GFwAOAo8AJgNqACUB+v8mA2YALQLRACUFJwAaA3EALQMO/5cDiQAXAekAVgLNADkCLQB8A2YALQFkABIDSv/1A5wARgTl/9kCvAAvBCMAMwNI/4MErAA5A2oAHgGPAD0Djf/fAzn/jQViAAgDewA7A1YAQwIEADkCBAA5BDn/9QJvAEQEaAAnAwwAAAN5ABACpgArA4kAFwJ9AGoCff87BScAUAMK/9kBuP9GA6oAQgNiADUFDAA+A0oARAN/ABkCjwAmBEQANwJg/14EaP/lAAAAAAAAADgAAAB3AAACQwAAA28AAASFAAAFqAAABrEAAAfTAAAJMQAACvAAAAuxAAAM7AAADpIAABCgAAARiQAAEyQAABRJAAAVBgAAFhsAABf8AAAZhgAAG1UAABy9AAAdnAAAHmcAAB7PAAAfCwAAH4QAACCJAAAhUQAAIxMAACNPAAAkUgAAJX4AACZoAAAnvQAAKCIAACn6AAArVAAALG4AACyqAAAuGQAALvcAAC8zAAAweAAAMNcAADKSAAAzygAANQ8AADXxAAA2LQAANuEAADeSAAA4wQAAOiYAADs1AAA8NAAAPXYAAD8BAABARAAAQTAAAEFsAABCjwAAQ3gAAEWFAAEAAABBEAAEAAD/AP8AAgAQAEAAUQAAAPsFhwD/AB4AAAAOAK4AAQAAAAAAAQAbAAAAAQAAAAAAAgAHABsAAQAAAAAAAwAbACIAAQAAAAAABAAbAD0AAQAAAAAABQALAFgAAQAAAAAABgAbAGMAAQAAAAAACgAmAH4AAwABBAkAAQA2AKQAAwABBAkAAgAOANoAAwABBAkAAwA2AOgAAwABBAkABAA2AR4AAwABBAkABQAWAVQAAwABBAkABgA2AWoAAwABBAkACgBMAaBUSFFLRU8rQ2FsaWZvcm5pYW5GQi1JdGFsaWNSZWd1bGFyVEhRS0VPK0NhbGlmb3JuaWFuRkItSXRhbGljVEhRS0VPK0NhbGlmb3JuaWFuRkItSXRhbGljVmVyc2lvbiAxLjFUSFFLRU8rQ2FsaWZvcm5pYW5GQi1JdGFsaWNOWkdFTEMrQ2FsaWZvcm5pYW5GQi1JdGFsaWMyMjUwNG9iajE5NABUAEgAUQBLAEUATwArAEMAYQBsAGkAZgBvAHIAbgBpAGEAbgBGAEIALQBJAHQAYQBsAGkAYwBSAGUAZwB1AGwAYQByAFQASABRAEsARQBPACsAQwBhAGwAaQBmAG8AcgBuAGkAYQBuAEYAQgAtAEkAdABhAGwAaQBjAFQASABRAEsARQBPACsAQwBhAGwAaQBmAG8AcgBuAGkAYQBuAEYAQgAtAEkAdABhAGwAaQBjAFYAZQByAHMAaQBvAG4AIAAxAC4AMQBUAEgAUQBLAEUATwArAEMAYQBsAGkAZgBvAHIAbgBpAGEAbgBGAEIALQBJAHQAYQBsAGkAYwBOAFoARwBFAEwAQwArAEMAYQBsAGkAZgBvAHIAbgBpAGEAbgBGAEIALQBJAHQAYQBsAGkAYwAyADIANQAwADQAbwBiAGoAMQA5ADQAAAADAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQMYvCgEvCwE/CwGQEwF9BQFdBQHPBQGPCQFvCQFfCQE/CQEPCQHfCQGvCQF/CQFPCQEfCQE/IQEAWAHwWAGSVpJYAoJWglgCb1dvWQJfV19ZAk9ZASBWARBWAQAaAFYAVwPwGgHgGgHQGgF/GXAaAj8ZASBdIGAgYTBgP2NAYE9jUGBfY2Rib2N/Y49jkGCfY6BgoGKwYLBiwGDAYhWgWAGwWAHAWAHQWAHgWAEQWAEgWAF/V39ZAh8PAQ8PAf8PAVAcAWQbLx+4/8CzHSkyRrj/wEAlDigyRoAcAUAbIiFGDQw8H0AMIidGzwzPDQLfDAHvDAGwG7AcArgBALEWAUuwTVJLsAhQW1ixAQGOWbASSwBLVEK5AAEB/4WNQgEdS7AdU1iwYB1ZS7CAU1iwAB2xFgBCWXNzc3MrKyt0KysrdXN0dHN0dHNzc3Nzc3Nzc3Nzc3Nzc3Nzc3NzdHNzc3Nzc3R0dHR0c3R0c3NzcwA=") format("truetype");
}
.stl_40 {
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}
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}
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}
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}
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}
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}

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UF0YD6Jud9/DRT/YWP+M2f5zKD9dsnX6Pt1bTotP8TIqDjGDprMvC+/JfrNN7nx4msUlChtBt6lTLSUwGEG3e5iT5nnlQxEjMtwFi+F47nnSHyyNFefLs3lMj/h3LIHz+lLOJJzKbB7yXP6yCsEh9XHHYeX8zleNpxLY/aeW0RE3mbkptuM3ppMvxV3+L7rFl77cSSvfN2Dj79uRrsPf2DHS78kv/hzULI4lCqGs+TjnHryZQb97hO++6kpvyjTl1/WjuDPbSZTqe9iOk3cwdQN51mx5xpbDt9ky6ErXE7P51aqlTPnUjl1KZ/jtz0ci3Nz/qqD1Dgntpu3SZ01mwOv/AJn6ecD781ngsVbqmjg/fuKP4GlWHE8pZ40n2tprEWeJK30a5x+4ddM/WV5vv2+LK+VqcvXjSewJd7DxIETOfnMWyZgiprPsIT5zJ+5F0UmdtwmHP1nZAuEUmBb/X93v++OiDxaFDAiIvLQ/CsCxh8tdv+cETNI/vtA2X+2LEupIhT698iY+/zzSna/+Rl//q4jNYZsYrwJmPPxPpLuOLh97AJ5G6LYWa4hBz+vwMHPfmLvl+XZ/UNVdlaqw54q9Yiq1JBtlRrgjT6BK/Yi9sw7ZFgKuJZt42q+lysWuFoAOw/HM2dWJKMHzqPniAU06j2OP1duy9tfNuCtr5rw1jet+GWZjrxasSdPlunDr34Yyjtfh/JSxf78skpnanxclzHvViDlF69x6dXnWfPrP9Dv84qUq9SS96p14uUKnXircnd+X6M7vyrTit9+14SPfmzM1xVb8sFfqxASNpk9x67QodtIqtcPoVKzYfy5YSifd5hIuZC5lOu+gL92mU2TkIlsb9CbS0//lvjipUkufe9Uy/vf+iNrPirL/E8qMffTWiz5ojlzvuzEuIoDaPZjPz6sOIUi9QbzVN0wwpbeYszBDN6v1poBn5Yh4YnXcRcvSv6T987G5j90z1nMP9H/wU7yv993R0QeLQoYERF5aP4VAeOPFP9elnvxUhJ30ZL3osbc5z8Myh8yp156mSaflePpSt0o9n1Lflm2KQ36zqf/2F2MiNhCjz7T6dB5JHXqdaJyzdZUrNuO2s1706rdaNq3m0DXdlPp1m4WLdpMp373ufw8fBUNhy6hcodx1O41lQYDZ1Kp+2g+qNWOX1VrxBdNO/FTkx7UajeIln3H0mXYTHqPXci01ftYf/AKe84nsPX8TbZeSmZ7bDYHLlk5edlK9IUkjtxIgtNncBuJcUlcvWPlyjUbF8zjYszvBxLucjTO3L6ZwakracTezOLE2Xh2RMVwJT6T7dEnadNtCI06DeWnVoP5fYP+PPFTB0qX7caLP/Tk7e+6UrJMQ977oix96jQled8ulndszaQ3fksjEy2ffN2Q35dpztvftOA989j3yg/m2crDKGJ+vlB+OG//2INGveaz5GAuVXqv4sVvu/LrCt2Y/9rXFJY0n7+JIf9Z2DxFnjHb4jEs/m3zACf43++7IyKPFgWMiIg8NP+KgPGfsevv11Dxx4u1SAlcJfynFTbLNfdnlirBlPc+plrjEBqNnUuThQsYtmYja67d5EqOgxuJecRcT2Zl1HEmr9nFhOVRDJ+5nc4mUL7rEM5rVbtQ+sc2vFA1hBcq9ODtir1446/tefWz5rz0eSNe+2tDGoRMZMSCrUxev4fpkdFsu3aLm/lu4vM8JNkg3QWpdridbSXD4cPl9uB05nHXnUccbhJ8TrJcLgp9LvK9DnIdkGv3UWAea/XC3QI76W43GZi/A9kuD4UesJjHOZzgNY9JT7OQnFZIps1BktVGfKGTc+k21h6PZ+iS/bQzofZRvT78zsTLa99U4vMajdm6+zQ3EpycPpnFpb1ZrFq2j/EzVjJg4nx6hM+hUfcR/FCvC3+u1orynULpFbGYYTPncfLUWVITcpi+0HxWc47TImQTzf5Yn5PPvY7LBIynmD9YnjfhUuqBzn/xu993R0QeLQoYERF5aP41c2Du+fscGGcx/9mwHsdtOIo/w6GX3mfZiCVcuusjx+Uj2WEnxeLBarGYIEgnnjuBn3muLKxOG1k2DykmOBJNKJw1/xq59jJ/7DSF4jV68ViVEH5VeyBlGg6na9hSlu65yL4LydxId5owgULznFSHl1TzOhn+qDDLyXCb4PBBsimOC7fTuZxoYiExk5hbt9l74wbrz51m9dEjRF84z+Xbt7F6XIH13HXsBJHHo0m0ZXDkxkVO307hzLVcMgtMuJhisZgIcrh9mIeTdjeDzRsiuROfihMveebfuXjI9XnJMq+bme8LBNTua+ksu3iViHWRTJi7llPnU+nRYzJNW4Uzc805Dl5M4ap5I9dNeCWaMLqaWUhsonndq9e5k5qKxf9aJqIKvAW4C7NIt1q4Zdbj/E0v6w4nsaRMExKeeNlsA//8mSfNdvCfSKGIJvGLyAOlgBERkYfmXxMwxQKnHfYfKuY/bMx/ml9v0SdJeeoX7HnzA6p/UYvWc7cw/UQiG07Fc+TCXaJvJHM7IZv4rEyu5aSQZbGSm2MnO8tFshm8n063svZcPN2GbeLbRuN44YfuvFC1P9VHb2DirhscinOY0Lm396PQhEuef2Bv93DH/JJm4iPN6eNcQh5bD15i88ErJnDcHLqYQ8vuEdRsGkaPgYuoYX42GzKDst2GUr7TAGp3HkS3IZO5lePlUn4eg2ZMYt7GNVzOSqXD6NF8W6cNDRsMZuHcPWS6XVh8Pky/kJdj4XD0UY4eOI7bxBdeHzaPgwJsWN2FeG0WcHpM8HjJNH/LM89JD+zVcROfnMfouctpP2oSX9ZsxocV2vJpzb60HLqK8ZsuseBIIntuFpLoMEFWYJ6b6yHDBNGusxdZuD+aEWs30G7mchpMXUOFMesoW7M/Y98rx83n3zURc2/uiz9g/HOS/vt2+3/nft8dEXm0KGBEROSh+dcEjH+yeHEK/n4KZTNgdhZ7iv2v/ZJOv/0zb37fl3e/a8db5dvwQ80R/FhjIN+27EuNXhG06LOCxgM30nb8PlpM3EebqQdpHh5J1a5z+KhyCO9VrM8XjTvTedx81h+5xo0sJ+k2F9mOAvLdjsDhXMlOJ7cK8zmfnMqOo2eZMX8Tkbsv0G/EQv5asS1fVerCjBVnWLDpJk27LaZveBQTFp2jQfsIFi89ydixGwgdu4oNJxP4tlkfFu27Qkx8DlVb9WDeliMkFsCMJZG0HTSG/vMX8UO7tpy4dYtcrxe7CZHjJ84StXMfljwrHv8dFi8uu9tEjAkYW44JmAI8Tht3ctLIcFrxmsekmb85XW7IcZHv8nLF6eDomWuMXbqHaiayfle9B89935o3avfis07jaDV+HUPn7iDq9AU2R18wkdOVl75rxkvftuHZ77rxZM3wwDyZonVG8cWPHdn2zp8ofOzemcgCZ4j7LwETOOHCf/j9n3G/746IPFoUMCIi8tA8qID5z6fh9c+v+LvigWuV+E+d7C5awgyKHwvMicl7vChrPvyc6u1HUavTbFp2n0WHkGl06zqVPr3nENJvHh17zaFtn0XU6TGfD+uM58lvB/N6tQm8VyucX5btzBd1utFpzHT2Xb3F7QILeW4nmfm5WF0ukrNyyDSRcPxGJtPX7KZl39GUadiBSs170qTHSAZOXM7KAzf4S80ONAmbQbORc+k6bR2dJq1mw9lM5kfH02jQPCavi2HM4t10Dp/L6WwvjQaOZ/D8jRyMy+LHZl0YvzKSOw6YvGoPYxdv5eidPFqGjmL1rmiy3T6SLS6Oxd7gdmoOeRa7ySlwW5y4CgvxOQrxOvOx2yzcTslhyKQlbD8Zx+1cB1nmuU6nF0+BE0eBjfSMPHymfbLMa11Pt7Dl6GU6j5rDFw178vaPzXnrh1aUbz+afbfymLXrFK3GzqHZhLnUGT6L73pM5A8tRvO7nwfwbq3+vP9tB44OnEb8K69jL3Xv8DGHf6/Y3y7M6SxelOzHiwUO9wsEzt/u/0fd77sjIo8WBYyIiDw0D2MPjD9mPMWKBq7z4g4MjP0/S2ItUQK3GRS7ShTn7Gt/Zu/KaI6nejmZaudCpp1bOU7u5rlIKvBwp8DHXRvEmwF7VLybztP38VKZHrxeNoQ/1u1Hq6Gz2HU+LnCYVb4HCtzeAP/tk9fSWLT5BB1DpxM+fwsh4fOp23kovSYspk7XoRyOz2fcyt0sOXiVch0HM2rtPn4ePp3mJlIqdhvGpgvJnEjz8XP/mUzedIJhi7fTbeJ8Luf7GDJvHb0mLWbjyZtUbN2bwbPXcD7DzcDpK1gedYpLmW5CRk9n5LT5xOXYuZJm4eKdbDJsXgpd4G8Yu9ODw+XE63NgseWR73Sw8/hFKrTsR7OBU+k5djZTl25mw7Z9XLuaQGZaHharB9NjpJmYyTXvMdXuCXw+kWY9+kYsp0yTfizeeZ7TlxM5euk2Z1OyiTevd8V8PuczrOw4ncCCnbFELD7M+JmRHLh4l8F1mnDo2fewFn8c32P3DiPzx4zHhKeraPFAcDqLmdtm+/0ze2Pu990RkUeLAkZERB6aBx0w/rku/oGw/7TJfv6J+56ipXEWfSLwX/ud5r7zz7xL26/bMnpWDHMO3GDRkbOsOXOZyOsJRCeksDsuhTVnbzLNBEH/lXupP2oh33ccwTs/NaJC677M3bLfhIEZ+ANOpw+LxUWhzcnRc9cZN38zlVsPo+ngFfzYLIzJq6PZE5tC59Hz2H4+mVrdRhB1PZsFe86y4Vwi7cbNJ2T2Oqr0HMnc6ItU6zqcpv0jOBpvpc3gOUxYsY/hczfSb/JCblt9TF+7h3YDJzJm8Q7KNg2hSZ+xHDdB1DZ0Ansv3iauEPqPm0X/8BnEJlkYNHERLUJGsSvmBmdupLPr4HkumvcXl5pFjsNOgcdpgq2AUfNXMmtHDGtiEvnx5x50GzqDqg07EB6xgN2HzrN0s4mZjALSLQ6s5n0X+nyYxiPTvP9bWVZO3krj7M00unbpT3XzvKa9w5m5/SRbzyRy4lomF4xzp7M5EJtGTK6N6Wfv8nnXGTT5oDHHn/819pJFTawUJf9vIXNv75n/opeP4Sj2hLn9j18r5n7fHRF5tChgRETkoXlwAVMssOfF/1/w/eHin6zvP3Wy//AjlwkYd/FieMx9N55+k9af1eP9Mp35XcNQ/lylOx/X6sJHtbvxhxpdea9yF35ZrSfvVO3JWxW78UqVzjxfvhkf1GrLwOkLORd3hzyHmwKXl3yHiRfbPTMXrKRe6x70m7iEGp3CGbfuHOErj5gYmciW03doNnASm81gvtngKYE9Kn1mrmHZ8auMXBPFxw270HTYLA7fdTBtwxE+KtuYQRGrGDV3B9NW7WfQpGV0HTqZFBMLc9fuo0WPUbQZOI3yzfrzY4Nu7D53l6YhIzh8JYnbhV66ho1n+JSlXEpxMTBiNV1GLKDdoBnUbTeU+u3CzPOH0aFXGMfOXSbX7iQ5v5AtR88Rk2SleucR9By7jE2Hb1GteV92x8Qxd8MB6nQeTJexsxk5bTZX79yh0OsJnOmswO0mz+UK/MwotLN8+ynKmID7RZUQXqkRyhvVB/Fx/UFmPftSvVZfBs1ewYa0O3zRqDevfdyLN6sMoP7HX3H+5RdNZD6GpURxckrf24735sf4T3dd2mxf/5nj/us2v7/7fXdE5NGigBERkYfmQQWM/7Aj/9ms/j7fxeePl8AAuAh5/j0xTxTjWvGnmVm3K406z6DR5A2M2nSIKcuimbj0IANn7KTpkJX82GkmH9QbyW9rDeGDOkN44ce2fNxiENO2HyXN4cXi9OB0+bhzN5dDMVeZs2oHZ25lsOf0VfqNn8Ge87eYtnYXHcOmsOdiKm2GzGDS2gMMX7id2TtOMWTBVr5q1J3avcbQa9ZqRqyO4l0TSN+3HszOy/ncMjE0blEklZv2YfS8HUxaFsXgycsDe1KS7T7mrNlP6IQVdBu9lIFTNlG700i2HE+gXucwDl5N5XKGk+Y9h7L9yFVi4iwMMO9zxf54KrYeQf3ukxk6cyehY5fTtE1/zsXGY7W6yS90kZztYPm2I3xRpRVRlzKYtu4wvcYs4Vyyk4jV0Sw/cJl+M1dTpUlrdh08wtlr19kaFcW123Hk2wuxe51YvW6SPbDXPKfq6PU8UXUQv249ma86TKJ694nU7jKCrUcvsHD7Lhp3HESzrtP4pvs4Wo+fydpeg7n+zC/INbFiM9vN4Z8bY7abfxu6ixY321F7YETkH6eAERGRh+ZBBIx/kOsofu9Uyf7/av9vipUwQfMEqc+X5uyvPuLMjK1cSXJzKMfHtUK4meXhssXGHYuXG+b3E1k+diTYmX00ha4ztvDbyi0p124Ia47HcccGOU4ocMGtO1lETFvBkPCF1O88jPZhUzmakMPO8zfpPGIC24+f5+dOIayLPseinRdo2HM8oxfvZti87Ww/n0bZlgOIWH+Y/nM3MGb9Ib5qPpCP6vRm+PKjrDqWyIUMK23DZjF26T76T15tYmUevccv5mq2jyFT1hM2dRND5uw0URFH477TWLbvGuXNMradvMs+Ex+VmvQk6nQ8mw7fpOPwxczbc4sfWowy4RRGyNSddBs8nwFDZ5OYWhgIGI+JjjMXb1C3WRdmrtpFTKKFul2HM3/7CU4kFDJoxjp2xaZQP2QEq3YdJN3q4ci5K1Rr2ISQ0DBuJCWT63CQkptFgcdGps/HunO3+UvTfnzeaggrTiRwOc/LlVQLmW7IzLSSmmnheGYOB1LyOZXnY/Lei3T76BNOPfMbCos+gcNsS+tjRbCZkPEfBujfxvfb9vdzv++OiDxaFDAiIvLQPKiA8U/2Dvz+t3jxHzKW99iT3H3iRba8+jFtKnWiQd/51Bm/iG5zl7B571miz8Sx42oCkacTTDgkEBF5g94rTtFi8g6+bT+SrxqHsD3mCvkeHxk2DzfTstkUfZRFG3YTMmwq/UcvYN2eS3xWoQWNe41jd2wag2etY0FkDGMXbKFl7/Gcuu2g56jF1Gg3lDGL93Dc/F65zWBmbT3F2lOJhC6M4oc24XSZuovvWo+havdJxKS7GLxwJ+PWHKHdqAU07j+J3lNWcSrFZWIogg5DlzBs0X62XcinZdhCFu+9SY1OY4k8n8vsrReo3mYIp+IymbnhMO2GL2Tmzhv8tclw/lRnIC1Grqdx76mMnbOZbDuYFiHHZmFQeDgtQ/pzu9DNpmMXaNRzKGfu5rD2wFVGzt3M8l0naRYylBsZdpIL3Ow6FkvNZh1ZueMAKWYha6MOMmn+IgrsmRT4XCTa3HQaPYv3yzamYoehTNl4glv+s7Il3OH0hThWbdpH58lzmLjlKIduOKg2aBEvf1eDiG8bcfHJ32Ip8ti/HQ7on8T/X7f5/+Z+3x0RebQoYERE5KF5YIeQBS5OaWLGvxfGyC9VinMvvcaW19+m3gdNeM9/rZcWffh1yx78vmI9Pqlak8/qNOWvNXvxcZXe/KnmUH5daxyvVgnnubKDePWnngxbFkOSxY3N7cDm9bLt4EG+qFSN/hEzuZppZdi0FSxadYjZy/fx3ue1qNZhFLN2xNIjYgOztl+iQfeJrNwTayLoDt/V6UKdjiM4Gmdj8IyNDJ2zlYu5MHhBFB9W70X/hUep3G0Gf6jegz6zt9HKhEv78cv4ullfvmoSQr0+E+k+cTVlmoVSv8cU2oevYPGBOKp2Hm8iZRnf/RzKmGVHqdVlEtPXneB2vpc5m44wask+es/axRdNR1Cz32JCV5yhcqdxbDudxF0TMBluD4s2baBh105sPHaCmxYn/SfPImTMDBKtPiYv28XcdQdo2mUwUxdtIjHXx+1cN216j2Hykm3cynNz5Hoy9Tv2ZcGmvWS7XKTYPYEr9febvo53y7bi/SrdGWjCcPLZc/y1ei3K/lSHTyo14TffNmHqypNMWHqMD8t2oHSZDqzcGsPSum05/tJvyCn5nIkX/9wX/yFk9+Y4/SN7Yu733RGRR4sCRkREHpoHtQfGV9Io8URg/kRmqSKcf+937B0ylVkzV7Fg4wFW7TvP9jPX2XnuBltOxLJwz1GmbjnAqBV7aDpwLtV7z+frLvN5tcZonq82mFeq9KLt9C2cyfGQ4vGRYwb6l67dZObchbTp2pdDFxLZfzmd7sPnsXDLKbqMmkfTARFU6RhG7ZBxDFqwk04TlzNw3kZOZ3kInbOeT2u0ZuuZeBbtPkWjkJFsOHKT7uFL+UP55tTvPYF2I+bxXf3ulGvcm44jZxO+dhfha3YxacMBpm44RMTyaJbvjGXx1nMs3XOeXWeTmbbyIEMmreXnjqOp2WpwYH1i79qISyqg74iZ1O0wnIZ9plO71yz6zztM8xFr+WudUFYfSGLbyVSO386lWZ8RjFuykWNxWSZ+omgzJIIlO09wPdtFz2EzmTJ/C+WqtOJanIVUE3S7TtyiSbcp5v3ncS49nzaDh/JDzfZcvu3Af6WZNIuLOzY7PSNmUK1LP8atieRsloN9V+4wd3Ukc5fvYObiHWyPvkR8pofoswnM3XyQ6dsPc/JyAjU7D+OnH7sx/peVuPDk6+SYGC0sUTRwdjJ38Xuher/vwd/d77sjIo8WBYyIiDw0DyJg/JP388zgNqfIc1x/6S/srdqai6sPkpDq40oBZLqgwOHno8DuJdfc9t+X5IRLOV723nEwYdd1vu45l+eqhfJ6/eG8VqMnf2rej40Xb3PX5SPfB/kWJympWQwdNYmeYZO4asJklQmJ8YsimbpmP+GLd9J9/Ao+rNKO75sNImJDjBmMjyHqcjaHb+RTsVkvluw4SvT5eH6s1ZxmXQfTrm84Q6ctYeepa1xKzeVqajZXk7JJzLUGJu2nmXXN9kC6fw6O/8L4Tv/6G14vOS43FrePuLvpJKcXmJ8ZJGYXUODykJdn5/TFW2yKOs26/ZcZNH0jrQfPpln/6ZQ3gdSw+0jmbzvG4BmrqN0pjOMJhczbeoHv6vWmRf9JXEz1MHNtNCNNAA4aP4vwGYtIs3pJKHTQbsBYRszexqVMH8PmbOKbWm0YMXUNd7L+vm5w6Opduo2bw96bGdwwn98ts+4JdhdpZp3v+i/6adYx30RhnttNgcdNhtNFXKGPy+Z9xSRnsel4CkOnbCG0ajum/+pLrjz9wr8FzP2+A//R/b47IvJoUcCIiMhD86D2wBQ8Xpyjr71N++8a8HndyXxRMYLy3aaZAfoWxk7fwNT525izfA/TFu1kwvydjJ6/hwEz99Bjyi5+7DKNd2qH8XzVETxbfTyv1o3ghYqDeK1CN1qPnk9sen7gApWFNi8FBS4uXr5Dy86DmLd+H1fSnExctI1hMzbQe9xydl/MY+jcXXxcrQutBy6g0+CldBu6iNhEOwvXRzNl/ioOn4ll8+4ort5KIM/mJNsM7Au8JpI8hsuLaQCsJrYKLWAzAeMwg32X14XDY8XpKcBDgXlMLm5vPk5HNl5PITZLlvlpJSsvHXxO3HYLHv+pnk2wZdl8gRMQZDk8XEsuZPfxs2w7dJzTcUn0Dp9O3XahDJ+xjdrtJlC3w0RCwpdz8Eoe/ScsI2LFDpr2HsK5lDQuZ+ez9sAZanXsw6nEfBZtP0ejTjNo0DaCqBN3SM53B8LweoaV7qMW8KfKHVhx5A6Hku2MXL2TEYvWsSLqGKdvJZNhMeFiYiwlK4fEtAyS0rPJyfKx4XgsYzZtoduqXbRedZWGg/dRrlpPtr3x9r1r+ihgROQfoIAREZGH5kHNgXEWL8mRF17kyzLVeLLmRN74cSxPftuUN8u25Bd/acBvy7fn49q9efObljz7aTNe/rEHr1YM5dXKw3nhp0G8Unk8T1WYSsmyM3im8mzerDmT577pzxcNBzJp1XZu5zgoNBHgv5J9crqFVZujaBMSxqHYO1xIzKPXqHkMmLiasQv3ceauh7AZ2ylbvy8N24+iRuNezFy2nfj0PGLj4rB5HGbwnovH68Tj8+D0uUjNzybf7cDu85+q2UW+zU6BCRt/zNh9Pix/u+5KpsVCrtNJliWfPGu+iRsrObmZJmyc5FptWP2PM8GDz43T/HT6zDqbMMozQWT+F2B3m8fYnWYdXFxPTOPIhTgWrd/P9GW7mbnqAGXq96D7iAX0n7SKlgMnEzpzA+cz3QycuZ46XUcxfsUWNhw7Tav+k/i2ymA69V1LQpaHPLOeN3OtDJm6ko8qtOfDij2Ytfs2Yzae4a3yzXnnu5b8uXxXvqrc1Xx+Z9l34CYdOgyld68x7Io8ydGDsbT6uS+//LEWpSu0oESliTxTJoLaX7TkxMtv3jdg7jcv5n7fHRF5tChgRETkoXkge2CKFMVetBS2Ek+x+fWPKVe5HT9PX03HNVvpt/IQ/ebtYtTyPYSvjGL0yn2ELtpL+4mb+bLNRN6pNoBnf+jMY9/35ImKo3isygSerDyWV6qN5NVyvfi0fgjV2/Zh7Lw1pBV6A3M88l0+EjIK6TtiAv3HTiU+x2UG/lGMnL6JniMWMW35fmJu5jNrdRTDJi3k1PVk7uTZyTTBkO22keO1kOHIodDtJcvhJs3hIdXtI9XEyi0TACeuJxJ58gLLog8yY1MkE1ZuZeIqs/6LdzNw2mYGz97JmAU7GDZjNUu2HSb2rpXpq/YycPJaRi7aR9jszcxetY1Fm/axMvIYGw+cZe/pG5y6kUpSjhOLxYPdBlabz8QM5Np9gUPPkixW4nILiVi8mVFzN9J7/DK+qduL9sNWMHzhCb5vPJZyTYex/uhVhs5exJqoszRoO4kpC2ICh7qlmvezOOoUX9XpwnvfNKPTmC0sO5bPdx0n84sKXaneYw7jlp5iyvJjHDmXxqHj8cydv4XjMfEkZ7k5mn6XJbsu0nHIan5fcyiPVR/NX8r2YtMrn2AtURpXsf8eK/7r/gROn/0f7rvfd0dEHi0KGBEReWge1BwY/yRvq7ltKfYce3/3GaeO7uNSlpVbVkgzcfD3Q7RyXf65I2awbfNy4mY2m2PimHfqGg0nL+PFuj15snYvnqrVg6ertuatui3pNH0ZG0/F8UPD9kxfuZ3EPDe5ZjlpNjcnrt6gVqtOzF+/m4t3rAwIX0LjjsP5pnJTlm8/QJLVTZLNSY6JniSnj0zz82ahi4smFk4kZRIZm8yUrUfpPGkZDYfNouagaVTsNZFv2w7n93W782rlVjz5bUOe+6Elr5bvxitle/L8dz144duevP5dR94v34XRa04zf/8dPqzZjyc/a8mblULNY7rz+g+tePWH1rxZrhMf1unLx/X68X3TgTQ0y+/QdxzzTXCtizzNXBNZsUn5XEzJ5mpWLmlmHZOdXhLM53PwWhbztp2j59i1fFlzAO9/25GRs6IZMX1bIM4ij1+hTZ/RXEwtINUD0ddT+cys969+bErn8atoO2Y137aZYNa7B79uMJZVZ/OJSfeS4oO7di9JBVby3B6ybS5um9sbkuKZnZhP87nHeKtWGB9+1ZiIdz4n9cmncRb/76Hi579PASMi/5UCRkREHpoHFTC5pYwnSkLRkuSWKM3W9z6hb9vBjJodxcYDsURfuGaCI47T1xM4fTWBM2awffTiXQ5dSiMyPpe+qw/wSu3elCjXmWdq9eLJyq1pPnsVB3OcnMhyUq/XKD6v1oRdp66TYQbryXYTJl4vUSfP07ZXGC27DaNu8z4sXh9tXuMuyYVWsszfU0w8nUrKYFn0aaZsPkLTofP4qdN4PmkylD/8PJS36wzghaohlK4YwpNV+hoDeaLyAF6sM5qX603kFePFmqN5tsowXqw6jNdrjeT1auZnpf40G7uDpecK+LjZKN6s2o9XKofyWs2JvFB9PE9XC+fZGuN5rsYYnqs2khcrD+GdWkN56os2/KZKG2bvjaXTxDW8+1MrPqrVk0/q9aLZ8DksO3SVqAu3AxfuTHTCbfPzao6b9Ycv0mvcHOq0HkmFOoM5fcXOmJlL6DdhBDdt6dw2gThkwS7eLdOe6j0msC/Bwljzft+u1J43qobyRs0I/vLzCGr1iuBMuocFOw4wYeEKJi5czb4zN1m67Rhlmvfj5QY9ebrNGH5XtRdT/vADaY89ia3UvTOQ/de9L/7f/XtlnAoYEfkvFDAiIvLQPIiA8V/wMPsp/6Fkj+MuUgK7GdDeLP0u7T+oyMs/1eelH5ryUY2OfN+8Gz81D6Fc035Ubj2Y75qH8VXTMXxQbzivV+hjwiCMV6oP47nyvag9ai2RSR6iEm0MW7GHr5r15/2Krfip9UAOxWWRYiLGv3clMa+AbdHHmLd0C7v2XyTfARl2iL2byMro/fSevoBvW/XmveodzHq05ReV+vBqpTBerjySZ6qG8XilQTxeJZQnag7jaRMtz9YezXO1wnm68iieqzrBhEs4L9cey7sNx/FylT78okIP3qsWQvmOE1l+Ip0u0zbzZoVW5n224eXy3XnNxMLT5UJ5rLxZdsWRJojGUrrCKJ6sOJRSP5gwK9uTjkv3sjbRwh9ajOalSn15zbzv16sN4cXyfXjbhNRntbvRYeQ8Zm05wLU8S2DPUToukl2FHLuczYSZexg1cRM/t+vOgdhjpJHPuWwrlTtP5FcVOtNn1hYuWXzEWhx0nb6GV8p25TXzft434dV+bCR7rln5um4Iv/m6Dj/U7crBi9l0HbyQjz79md9U6sZTlXtQ6w9VuPjCG/cOGyteClfRe9eB+Y/b3f+79sCIyP0oYERE5KF5EAHjNgPZvMf8V+J/DE+R4jhKFsFapCgHX3iPnp2HUaHvMmp2CqdShxaU79KDuj1GU7VbGD8NmMEvm87lyfLDeaFifxMHHfiycXcGzVrC9VwrKQ4vi3fH8H75drxdY7CJihGU/mkw9YZt5EKWj8LABPlC7G4nOQUOcqwQcyWD/lOW8U3zrrxdtblZdhuerBtKkaoDebaRCZMaw3jcvN7jVcfzTK0RPFMzjKer9+WFqj3NIL8znzQJpV7fWXSfsJ5hC6KZuPk0my5lcSDJwdFbOZy7msbNGxnE3byLxebl7I27HLuRQkxyIYdu5xN9I5fIc3dYsfcoYXM203rIcur1W86XrcbzYtlWfNEpjFlXC/lp6BqeqRBm4mYMxatF8ET9yRStOIhXao3m6R/686oJnfcrt2X3pUTW7D3Isi3bOHPtBqkOHwn5bvafusSoiLmcvZJKpgm2qFPJfFu/F7+u3oo9V++Q6fYGTpOckGdl0rp9fNyon4m43kw/kMKoDef5fbVONOw3nqV7TxFv93H6TirHr8SZdc9i8uqjrPrkE9wmTH1FnqCgVInAFfnvt+3v537fHRF5tChgRETkoXkgAVOsCPmP+W+XvBcw/vkS5v7U598lcfR8rif6OJvl5uTdOM7czSQ228d5M+jedMtCxT7rebF8f14v34NPG/Zh8+kb3LW7yfZ4A3Nd1h2+yK8rdeTNKv15q+5YXq8cyqd1+rL3eCxepx2f001WgZ0bVg9T9p3niy7hJkS6BuasPP9TD56vNYrHao+jSPVwSlYfwvM1+/Ny7UE8V30Az1buw/NVe/Nc5Z581nUKTSdtZci6s2y+4mTndTtR8TZWnrjLlK0nGThrPSPnbWbUrDWcvJZOzNVM1kWfZ9/lDBMZGWyPTWPL+SRWHLzK6iPXWH/yKjsvZbP7qoO9cW6WncgifFMMa2KTGLbtBG9U7MxrZXvxWrVwXmwwlcdqjOZZs65vmPf4ixphvFK2E+0nLGfj6St8X+9nvq5Wg4YdOhA6eTbHridy1+Lmbr6TDAck5sMoE0u/L9OIpsMnkejxX7vGhc1rQOBwtEX7LlGmw2gaDFnAZyZmPqzRkX5zNnEhz8eeaxnsvWYCJj6LfecLWTxoJgdf+UUgWrxme7qKFQscJvhft/v/5H7fHRF5tChgRETkoXlQc2D8e118RYrhLloSm/90uyWK4SjxFBff/pC7B2I5l+/mlhl0J+d7ORBnYdqRs2YwPZvfVejLs39tRp0+08wgOot0ty9wOuBcuxOXGXxfSs6nW8QaXvq+PW/XHs5z33fli3q9WblxNy5rIR6nl6tJWbQcM5NX6rSldNVO/LL5KL7qMo83qo/kiYojKV17EsWqjODJav15+qcWPPNdQ14u15JXK3TgneohvFurN7+qP4iPWo7k0zZj+GvbMXzcdCCfNunJbys25aMKzfi4XFPe+awyXcfOZ5dZzxq9p/Ohed5njQbwaaM+fPZzT75o0I3GAyLoPWUlH9Vsy+f1evBj8zDKthpF5Y6jGbJgK0dTCqjZYyAfmmX+8rtWvFNpAKXL9ufFeuNMXI3mhUqDzDp25Hc/92X2wUtcsXs5HH+XFVHRdB8ZTpU2najQvD1DZ87nyPUEEgrM55rjolW/cD4sV49VJ04Tb7dQ4LVhdRdQ6PRP1PeSbCJm3/V0KnUK5Vc/NeCdHxtSvec4lh27Q9XuEXzSoBefNw6hfO0BzP3td2SUfhqr2aYu/8UrzTb1FSnxn7b5/+Z+3x0RebQoYERE5KF5EAHj5w0cbmQGvP6AKVksMPClZAnyn3qaIX/6nP6zlzFu/VEGhm/h02aDKPFjPV77rim//bEDTQdO4+D1TLK8kFHoxO7x4PW5DXPbRMzBK6kmEkJ5qWJ/nq8SxhuVezNuzWHu2n1EnbtF7U59eefbqlTqHsaYTYc5lgMXzYC929woni3fg2eqDeGDjvP4ecI2es7YyvAlkQxduINBi/fQbcYOus7ZQ50RK/ltw0G8WLYtr1Voz089xtJnwTomb9jLvPXRLFizl+krdhEdl0vbSct5vkwXXjfr8WrZ9nxQpyc/h05jwroD7DifzJqj1wldtIOek9fySa0uvP99I5r2i+DkXRux6Tamr9rIpMUbmLh4L0MXH6f26G08ZcLlpZojeKXaIF6p2pEOc7Zw1ryHGx64az6DZCPVuGHe84YT56neMYQvazdh8c5DXM910KLvCNoNDudqYT7JzkIc5h+XrxCX24r5JCkwNZjm8nEhPY/G5rHv/1Sf0asPMXvvLd4u15kP6g/kg0b9qFS2FUeefQt3saImQItge8w/Sf9xs239/vt2v5/7fXdE5NGigBERkYfmQQWM72+HGLmKFsVa0gx+/XthihUJDIK3ffxXJs5eS9OInXxQIcwM0nvxVPWu/K5id1oPWcDxm2nk+6DQDLAdbg9Ou9UowO0qxO1xkG71UqfvNF6oOoQSFUfzePVwms0+wejdcXzWpg9fN+nE9OXbuHEzA4cD0gtsZPg87L+dROW+43jy+xZUCl3OouNZ7Dqfx4HYfM4mOjiZ7uVwiputN6yMj7zOR00G8+emA+i3bA97Egu45gTzMNIsXiyBUz/DTYuPfvM28m71vrxcphN/btiPGTvPEJvj5a4bjt3KYvf5O9wwj43N9bIx5iZtQiczdc0+dp9LYt/FFPZfusX5O7kcvV7A9sv5NJu8m6cr9+OFSgN4qUIvPu8YxqpL6exPsbLh7G22nIlj16U7nM9yEGfW6aapulOp+TTpP4rqHfpw+m4ODTr3ZumOKDK9TvJNslh9dizOApwuC26viRn3vcPJco1DV+MYNmcVq47doknYIj6o1Y+By0+z4Uohk5r2JOuJZwNBaitRlILH/Wcae8xsWwWMiPzjFDAiIvLQPKiACZyJykSM1/z0XzPEbga/juJFA/efe/lt4g5eI+K0jb80nM5TFTrzfKVudBq8gtNpdnL814hxurE5nXhcDrxOGz6nBZ/bgsdjpcAL1XpM4KlKoRSpPJ7iNafwerOZvN10DB+1CmXt2TvczvZhyQen1UdqRg7n425xJbeA8PX7eLt6N96uMZCPG4/i64ZD+LrOAGp1nUb3qdupM2ABH/88hD82GMhrPzajz4ItnM5zcd3mYefpayzZvJO1W3dx605K4Cr6KRa4lGqn5+RNfNOkP6sPXSbZv3fDhEWSqZyIhauYumwzCzft49jNZFJcHi6mW9h17i6Neo3nyzrd+aJ+e+r0GEHZFqF81HAAr9fsw1OVQ3i12kBeKtOZkVuPEBlfQMMBk/m4Rjt+X7YxX9btbGJvBtM3HOSc+cyuFfpYtOccc7YcZuKSzfQeGcGd7EIKPR7sPv9V/304vR48ePH4XCZkzOfosFBgQqbAvI/bBW42nLhu1qUHv/imKZV7zGDh2vOs//RbPI8/ZgLGH6JFAtxFS+HRIWQi8k9QwIiIyEPzYObAFKWwZPHA6ZQDe2IMZ7ESOIqZgbAZ+BaWeok17QbySc8F/LrOGJ78vjkNQxdzIbaQuy4nBR4HDo8Ln9eLz/yOyz8535SCCRiX13+9F/h5yHxKlx9A8SpjeaHxDJ6vGcazP3WkQufJ7Lqey6kMG0uiLzBk1mrqdwmjStPebDudyOJjyfyxWQRP/TSQv7SewZ8ajeRPDQbzfs2+/LZGX35TvS/vVuzBm2U78Juq7Vlz6gbJZj22HT9D1fqt+aFSTXr068fBY0c4fe4CDhMrhWbVTlzNZOuhi6TkO7Gbx+dZClm6Zh0/VK5pnteMz74tR7eBYdzKySfFDXN3HOe35Vvxca2+tIpYSfiWU/SYvZPf/zyQV2r34tnqIZT+oT11hy4n6k4Bi0zwfde4b+B0x1/X6cVfa/XkL1U68fZnNanVYRgh45Yzbvl+Og+fR6POg9kcdQKbx4dZFUwLYnX5KHR6TbQ4cZiQcXrsFNgKsLmdFJpgzDTvY+/529TuOjTwOj2nbKX2tx258uJruEsVx1P8sb9ded9s16IlNIlfRP4pChgREXloHlTAWEv854Dxn73KU6SU+XsJ89ynGfnuZ7xcvTuvVe5NuZbD2XUhg4x80yo+N1av3Qy4bWbwbUbe/hG4P2Y8TnPThI0ZfPvnxvSfH8kz5XvyVPXhxjBerTmEd/xXp6/Qj69bT+WrDlP4bYNQXvmpJW/92JhPq7Vnx/l05h24ze/qDOXtKoOZtieV3TcdHLhtYdvlZDZezmJ85DWajd3ARw0H8VXTfsTcySHLDPrHTppGw0ZtOHDkNNcSkli+fjPV6v5MWlouDqsXp8NNbnYhbhMCebk2rt9MpEHjNoRHzOHo2SssWb2OGo2bcCj2sok0GDJvA7+p0IE6/ZcGDn2bHpPE6Kg4vu07kycrtjMRE8JrVXuw6qKVySZutp3P4nBcPqfv2DmdYGHvhUTGL9lKz5Gzqdl6AD/W60Sd9oPoO2Ye2w6fN+vsIc/mwe2wm3VyY/d4sfkIzCFKycvj2NlTbNwTxbmbt7CYgMm2OEjOs7Pl4BmW7jzB+v0X6fdNfSxPvIateHGsxYsFDgH0FCkZCJj/eg2Y/839vjsi8mhRwIiIyEPzwObA/C8o+hhb3/qYv3zfkN/X7sq6jafINK2SacLEv5fF5rFgd1vx+Sfuu53mPv9PMxg38WJxecjxwLrj1/h17W48Va4LL1QfxDOVBvBataG8WH4Qr1YayrPf9+X18gP5oP5gOkxczYpjV9iTUEiDkcv5RdnO/LJCb+r2XsjsbRc5k5DPrRw7Gy5n0G1BFBUGLeSDJsP4rOkgzqQ4yHV4OXbyHJF7o0nNd5BlXn/FriO8/+l3xManUuAwgWXLwW0tMKvqI6cQRk1ezpcVGnE2LiuwvleS0li9ezdx+RYSzGOmbD3CW2Xa8JuaobzXYDTPV+nD6/UH8Gy1zrxez8RL9a50W3SATddtfFE/lPYjVrL/Wj43832kmuUlmc8h0WohLtfOwfPx7I65xE1TgEkmQnLN8v3zW6we80C3f+K+/zN1k2V3kWs+4z0xZ2jZPYQGXXpx7HoCBS7zePM3u5Fvc3Mrq5ARw8cy+1e/wVbqTRMsxQNnkvMWKYqzWHHcRf3X+Ln/tr2f+313ROTRooAREZGH5l8RMF4jpfSbdPzV9wyfupCsXAcWM7C2mEgp8GXh8BWY4bcDn8cKHv8cGDtujwuXz4vLPM5/ONTNjAKah47njTKNef6HFjz9Qwee+amHiZeB/KXFZMp2m8ugJSdZdjyZDbF5hK08wLfdp5jYGWxiYQQvVx/L8xWG82bVoXzTfhIVQ6byQYthPFupO4+VM2FUsRevVu7J4qOJJJm4SrF7yfF6uWN+Jvtg5vZo/lSpNmfvppFpYsLqKjRxZSffrN/x6yn0nbiAP1dsyLk0C7cLPaTafKSZ5aSZ557PsdFu7CLe+qk971TszS9rD+HL7rP5bbPhvNOgDy9WbEf5fjPZcNVJzX4LePfHzvzKRFfZ1qMZMGc7G8/eISbdSoJ5LdNXgRMe5JlWyTfhYvH4sJros5t1cZrPDv8eLaebQv9jbV4iT16hx8jJ9Bs/i5iETO5YPOT7Dy+z+D9jrwlHn4kgG+P6h3HyudcofOxZKF4C19/ipbBkCewl/IeS3X/b3s/9vjsi8mhRwIiIyEPzrwgY//wJT9EnWfGbH7l99Qoep9UMos1A278HgALsnjyc7nwz+PZHjB2vGYi7vG4TNh48Xh8u8zj/2cnOXr3OpKVr6T5pMZ1mbKPD3P2M2nyJjRcL2HOlgMgzSXQcNpfvm/XndzW68U613rxebTBv1BrDG7UjeKHSKJ4vH8bL5fvy3PcdeeKndrxQoy/PVOvPc9UG8lz57nzfaQJzdl/iao6TZBMqsdkWdlyKp3avIXQOn8rV7AIy/BfZdFnJdjq4lVPI4ZvJrDsey6e1mhA2fyVnU3NIyHNzKd3C3iuJDJi7jt9Xb0/lHtMJW36B2dEprI+1s+5SAc3GLOLDul2YvfcSkzac4NdlWvPHSj35Y5Ve/KFyN94r24aPanel0eBpzI++wFUTSPkuE3UmUBzms3GYcHG7LKb78nA58rE5vYG/3851snj7cdoMmcbYZXvNeuSw93Iys9ZsZ/biVRw7FoPTbjfh4w5cJyb7XCw5T7+Ao8S9w8Xc/oApWgpLieLYS97bhvfbtvdzv++OiDxaFDAiIvLQ/CsCxu4/JW/p59lVtiHkZIIZ/GeZQfOJC/GcunSZAlshdqfNhIsbj9uFy79Hwe0/FbAHtwkX80c81gIc9gJyrFZu5Dk4nePlvOPe6YTnb9xHwzbdqf1zC2r+3JZWvUbRefRi+kxex4RlBxg6dy/dxm+j1dB11O01l7ItR/Jj01D+0KAXr1fuwLNl2vJKxS48/10LXv+2MT8168eRqynsOHKKDoPD+aZuaz6qWJ/NR86TanFh8XiwOFxmXezsPnKa2KQcrmfbGDJ1Pr/9uhz1O/QmYtFGugyfzA9NO/PqV1V57rPqfNE4lFaj1tFt1HJ6jF5E34ildAufQf9J87icZmVj1GnW7DjJ5oNxbDycwPztFxizPJrG/SdSoWUIlVv3oMeQcM5fu43NbcLOBIzb7Q8+K15HDk5HLgUmYE7fSGL4jDVUaTuEietPMm7tKWqFzODLOh2p16EPGyL3kZ6WgdNm8Z+jLDBPxpOeyq03XoTHS5uI8Z+UoSjeIqVwFfvb3Kb7bNf/yf2+OyLyaFHAiIjIQ/OvCBjn40U49/avwEQBdhdep4ub2S7W7LlMm3ahTFuwkltJ/kPJwGl6xer0YXF5KfR4cfvndfgv7uJ1mrCxY/F5A4dRxSTmM3XTERp16EnPgWFMnzOPg8eOEZeYSqKJietpDtJzTGwUuMjLc5OV5yUpw8ONhALuZti5mZhL5MUEJm85RN85G+k+eSUdRs2nSqt+TF26nW37YugUMohK9VrRPSyCTfvOkGU3g32XWUcTLx6bl8T4ZE6cvEi21UueE+LT8pgyazFT5i1j095T1DWx8FXD1lTqMogO4xfRecJy2o5YTJWfe7B88wHOJ2SY9czhboHVPN9HXqGHQhtkWSHDvEezqtwu9HIjx87trDz2xZxm6tzFnLp4jeXrNnI+9grZebnk5WcHTnjg9rnYtGsfdVt1IWL5LvpM28Sn9frzXetxfNksnKkbj3MxOc+8lhe73f+Zmlg0MWnznzDBU8jphuWwFXmcwsdLkvlUUbPtiuMpWuyf2vvid7/vjog8WhQwIiLy0PwrAsZd6gn21ayB10SLJc9GjstOfJKNfZcthE3fQuXmfekaNp1t+2MDZybLDQzi751Fy2Uixoy0zSDbS67PR6rbR3RsAu0GjqdGyxDmLF7L5bhk7uRYOROXRIYJgdRCN6m5FjOwt4PHhEGBkxvxGWQVQo7F9JBpogKrj7sWB3dNNfknycebUEgxt8/FZ5Fsgic+NZfoE2c5feMut3MdmKeSaXHjNIXlNSFlNQu7fPYyqUkZuM0q2s2/rP7DsfItWGxuMs36H4i9ya7Y60QnpBNr83Ap38fm4zeo3LgHKyJPkGAx62BW5q7VRJZZh1wTLompBea184g3FXMlrYBrmdbAXJY8p/+MbHYK7G6SzGtPmr2ALn0GEHU0xnxWDszbCsyJiT4Rw1gTUUduZjB08W4+bxRK/cHLWXqykOUHbnHockrg83X5zwftceDzOfDgwO7Jx5dxg6vFn8dVoiT20sUDh5I5ihfDVcw/id8fNPffvv/V/b47IvJoUcCIiMhD8y+ZA1PqRdwxx8142RcYZJ/KTaJX++G0GjiH1lPXMG71ScIXHaRN7+nMMIPu6wmF5JhBtj9gnP6J/EauuX3L3LfiyGUqtupL7TZ9iTp2heRsN0u2HKBOt2G0HTOH0+lOdp+5Rlh4BAtWbuZ6uoP5Gw7Qeeh0RszZxMh5m9h+Io6566M5duUmV9My2XIohjQTJgn5Tq6l5HM31026xRW4wGa6CQv/hSpT/SFkfreZQX9eXio3TZik3knFZrOb9fOQby/A6rEGIsNr/ikw7zPTuGueE2/cMMu4kufgwKV4Jq7cR9i8LSzZf5F5e44TfTOJdYfPExqxkPAZK+g5bCz9xs+k7eBxdPfPu8nIJdtuweHODxw65j8Bwu30fOav2UKLHv3Ne9nBbRNp2eYzKnQ7uZCQxKBpS+g2cQVtxqyh05SddJgaReWOo1m09ah5DLj9F4sxIeZx5uHyFpiEceJIS+L6X8vgKFoMp4mXwseKkPFEMWzF/afDLv7ftuv/5H7fHRF5tChgRETkoXkQAeO/Doz/v9T7r7rvLHHvPlexkrhK+q/gXoTTv/8IX0qaGTD7KHR4OZeRRdtu4dTsNIFhq2LoNGI91TpNZ8zKs/SZsJaQsGnsOXiWpGw7FoczEDHJwJyD1/lNlTb8pXJj1kRGk2d1G17mrNlFmRb9qNgjnJnRF+g6biET5m6j46CpjF2xjy4T1tFl8nbe+qk1nzUI4fP63ajcdghbTlxg9b6jVG/ZlRPX0pm1cg8tuw6n/8g5DBm3iL1n4pm5dh/L959nd2wiiSbA0p0+YuMTuXD6DgUFXhMtkGsCJdM/ed5jwsXuINdiJzHdwvnbWVzN8zJ790GWmUgaPncF/c26Nek5ltqdRvBj8wE0DZtLwyHTmbztGFU7D+RIfA69JywidMYa+k5eQetB4zmTkEamrdB8fPZAoBQ67IEzjyXlWRk2awVfNOjM0EWRXM33mhCBu/lWhkQsoUX/GTTqP5/QxccZvOocDfvNpvfYxSTnmOXYHNhc/s/WjQc3NnshDvNmco9GkvrY44HDxiylipL7WPG/7YH579v9f3K/746IPFoUMCIi8tA8qICx/y1gAmesMvc5SzyG3bCZvx2sXw+f//L1Xi85dhfbjp5n2JxtVGk3gUptp9Jx6Drq91nJX+qPoP/M3YycvoZ6TTsyfvpi8god5JnwibyWy6ctR/BOhbY07TOGhPQ8nGZ5+VYH66NiaDZoJr3n7aTNxGV0N84kuBk5ezsV24ZSv/8clsfk8V3bcIYs3UuD3hPoMnI+keeuE1fgpNvwqSzecpzl201AjVrEiGkb6BY6i2Xm94omMiq0HkL5NqF0CZ9Pm4ET+LnDAKZP30r0watcS8nlslmXARPmcOZmGlkmAiKjDvBzy97UbjHAhMowvmzYgVATL8PnrzevtYAug2fRoOsYekasp/uULfzUcTTDV5rQmjifeBfM3HScsUuiCBm3jFkbDhJzI4kC/3wgXFi8DqwuCz5zO9dE06aYm/y+Zmd+V6s7Y1bvJ6nAEjjcLerULSo37cfg2btpPHgFf6g1iC8bD6NGmyFEHb9AnstNrttDut1JgYkhp8OB3WJqzHqLi089ge/xUiZKi2LzX9BSc2BE5J+kgBERkYfmQQTM3+dKBALmb3tg3MVL4ChRmoziJbHs3oa9INvERgGnbsRRo3VPWofOpMPwtdTqMo8m/VdTf+B6ZkblMnT+YULHL2fRyh3E3sogLd9Nuhs6TdvOC+W682alrvQYt4TUQg92M94ucLrYsPcUDXvOIGzpSf7SoBftRs7hZo6PJdtPUKFVX+r1nsTO6xbWnUtny/lkWg6cyOq9p7mYmsu5u9n83HkwQ6auY8vhuwybvp2x8/exfOdldp9Npt+UdXQat4KavSKo1nk0Q2dvpX6HEdRu2I82XUYQY6Ilzgz8a7fvz95T8aTkObkcl0KHnuG07zONKq2GUqVjGBHro9l9IY1eo1Yxa90pGoXMIHxlDLX7zKHBwHkmPg7RY+xCLqQ4mbPhuFmfDVRvFUr0+RSyXL7AnhWb2z/h3oHLbcPr3xvj83HsTiHfdhjNuzVCTKR0Z/P+c2Q44Va2nbDpS/m4ait+V6ELb/zQhb/+PJJqbUeybOtB0ixOUp0ekmwuCsxynF6TROZ1fO4Ujr/4HN4nn8Fptqej+D93CmW/+313ROTRooAREZGH5kEFjMsMdv1XbA8EjH/id9Gi5BcpSeFvP4DbV7F7reR7ndy1udl++iYh41dTp9N0/lozjG9+nsCPrefQbcpxuoZvoXnncBMwu8gxA/F0M3JfdzyB39YfytMV+vF29X7M2nEucDFHq9tHrsPDhqgL1DbLahe+gw+r96Tf1JUkmqjYcugCbQZOona3obQaNoNLhT62nLxNz5FTSS5wkmGev/3EBSo07knXkUuZu/kS09dfNM9ZwpKdsaw9eI3xJix6zdxGi5HL+Kn1aAbP2sPI2Xvob34fNWMtiXY4Hp9B5WZ9WLo1hjQbJOa4CR27nIHjN9Jvonk/A2cyfsU+Tt6BZj3nMG/bTer2msP0HTcp22Ei37UYztwdsYSMXsTh2AyWbzvDuHmRNGw/kt4j55OQ5Qhc98U/18Z/bRz/oWR2ex45NieXcqH6oHm8UjmEl35sR6Nu4zl/t4AUp5eNh47TLXwqrcIW0H3SPlafdDBt0yWGTFpK+35D6Tw0nP6TZzJj9VruZmVjsbrAm8X+X7+Lr1jpwDZ1moDxh+n9tvv/5H7fHRF5tChgRETkoXlQk/j9EeMtUjxw9Xb/bd+TJXGWeJKYd38NllQTL/nE56azYOsu5m09zIqoq2w+ksri7fGEzTlOw/5rmL0rnfZDVtK07TAOHL9OjgeSzJi67fh1vFxlEK81mMB79Yczf3ds4KxdeWbAne/ysin6Mh/82IXPaw/jj1U60X3sHG7nO1i2/SgDJixnwspt/LlaQ5bvv8iyyLN07DOKpKx8ckwErdx9hEY9x9B68AI6jd7A+OVn+LhKCOsOJzJj01FGrzxgwmozjYYup9XItfSbFsWsDZfpNXopk5ftJN7i5ditXMo36kO9dsNINUETn+UkfPY2hs3YyZAZUXQdvcIsfyYLIy9Ru+1k5u28TdUu05gddYeqITOp0GEczQfMpk6b4Ww2n8saE2hzVh1i7a7L1Gs9mLXbj5FjCsbqdJkQdOMyMei051DgcnAlHxqMWMZ7DcJ4uVw3eo7fzKm7DjKBm9nZjJqzhDFLdjNx7SUTiZMp03wYoRHLmLdxN8fvZBIZe4tm/UKJuXYzcAV/rzUDd+Q27EVLB8LFfw0Yt4nR+23z/8n9vjsi8mhRwIiIyEPzoALGz120JK6iJfCWKBI4/Mj12HNkDx0F9kysWMh1O1m/7xA1WvagXIOu9B61mNEztjNm/j4zyD5Bp6HradF9KuOmriY5106ixceuy6n80GUCT1cawLO1R/NC+e7M232WQq//mjFusp0eVu06TcOuk1l9KJm+U9eYCBrHrSwbC9cfpf/4NRy8nsJ3jVoxdM4mVmy/SM/+E8jMt5Hu9jB7SxQjF++kepeJfFE3lJlbr1OtbTj7rxYybeMR+s7YTCXz+h/XG8jMXfGEztrPgm036T5qHtPX7SHBBMuZO1ZqNA+jQt0QLt3JI8vE1bqDV2lloqTzCBNQKw7w1zodqNtlDJ9V6cHcHdep3m0aI1adpPPUbUzeepHvGvTnD183ZWPUTSIPxzE0Yi1nbtnoasIndNx8Mq0esu1O8lxO3F4bPnc++bYC4sxnVH/oPF4u35mPmoez8YKNiLUHuZZtI8vrJdnmZuG2o1RrH86EjRc5nODlrg2uZVqIunybHhPm0i18OtcyCgLX4bFmpWKLOYrtsZcD8XIvYPyT+HUWMhH5xylgRETkoXmQe2BcRR/DXeTxwGFHDhMxeUVK4Vi+Fq87D6/PQaHdQYHHx/WkPA6ejefK3UK27z/P4LHz6TViIU1NRJSv0Yn1Ww6ZgTokOWHtqTh+VSeEp6oP5Jnaw3n82xasPhKLzevB5j+Myg2Ltx6iWd8JnM/0MnPLXnqOjuBGmp3hk7bzXY0BLN17mp4RM5m4dD+LNsQS0m+qGfx7iCuwMmTuciZtPkrlLhH8xkTA5DWnaDtgJufuOBk+ZytDF+yiXv9Z9Juzlx6TI2kzeClzzTJ6jpnLlDXbSTWvf+J6LlXq9ef7im25FJdNmrlv95W7fF6zAyHjlrMw8jQNeg5l6+k79J+ymfk7L9NiyDwmbTtHRxMqo1cdo9XgxVRsPIwhEzZx6HwGdduEMXPVERZtOc2oWWtJd3hJyrcE5qs4XIXgzcfrtXK3wEXHcUt5/psmdJy5i2WncviqcR/W7T9HlvkM95++TIeBY1gZfYHzuW52xaaz+eBp+oZHUL/bAMLmbeBEQiHJDv81cuz4XA7ssWdJK/Z84IxyzpL+wwP98aKAEZF/nAJGREQemgcZMA7/YUcmYFxm4OswA99C87tt+Rqs9hxwWE3ImMG3Gdzn2Q0TJ4GTXnnNT3Nfco6H/TF3mLNoO5evJZFu7kxy+Qhfv5eXKrTjhbpDKF11EB+1Gc6huGQsjgKctkzS7W5W7DpC60FjuJxv43RqKj1GjefQhSR6DllHvfazGLMskpZh45i18Swjp+5n0NDF5BS4SXR7CJ23ghUxcQxYtC9w1fpBM7fQZ8wi9p9Lod/4lQyevYM2I5cxbKmJpNCFtOg/n4WbL5owmW3CJJq7Nh8nr+bQY8BcGrUcwsYdRwJza/bdSubnvmOIupzJuXQ7rYeMJfpGOtM2HGH6xhhCZ28lfM0h2prA6TJ5A32mbadmm4l0G7KMDdGXaNp9DJ3D5tF73DKmrYk2geENhFG+CRj/e8edi9OaTZbdxZqjV6ncfTyzDyXQbNwa3vi2IROX7CDNdE5Sro1RM5fQwbz/6l2H8fuf6vK7L3/gs58q0yhkCP2mrWLA5JXsOnkDm8eDz3wmZCVT8Nwv/z1gipY021gBIyL/OAWMiIg8NA92D0zJwLwJT7GiuIoXo7BkUawrVmL35JmIScNizcXnn4xuBuJZJjwy3E5S3RbSfC4SnJ7AxSJzTLTk2Bzkm3H01Vw3zcOX8XL57jxfpie/qjWAqTtOkWGWUWApxOuwkey0MWvTXqp0HMaq0/EcySmk49Q5VO01jjbjtzFnTwoVWwynXrexrIlJpk6vSbTrN5Hbd/KJyy6kab+xzN55jhUHbvBNjba06xvOhAWbWLHzJMPnrGLE4m0MmLuNFiOWELHpLF3M+uw8k0L3UQtYG32dnScy2HYolQlzohk5aR1DJ8zntomGU3czqdYmhPXHrnLD4qPrmHnsjM1gSfQVukWsZfjyw7Qds5oGg+bxYa3utBi9mOUxt/m0YUeamtgYs3Y3NUNG81WT3szZe4WDd21cc/pIcZrPzXyA+SZonOZzKPS4SXM4OXk3i9GLt/JF7c68900Dhs7aSLrDh9UHN9NyCRk7gz/VaUfTgZPoM3wKsxetY8667SzadZSxS3ZRq+0QtkYfweu/sE1+BpdefgtvkWJ4i/u35/23+f/kft8dEXm0KGBEROSheeAB4x/wFi0WuJBlQakiWJcvx+UtxEcBHrcNm81p4sMVuBjkxIWLmbp2Dbuu3GBdTCyL9hwjNikLm9dEjAmcG7kOynQYwS+r9eGl7zrQfsImLuV5MRmEw+3GZrVzOSOHgTPX8rtKXajQdSItJy2jetgU3q3RnXrDNzB4+VlGLDzC/F1X2RlnZ+zWk8zecpi4pEIu3M6iQbdRzNl+jo1Hb9Jj8ASWmEF9vbYhNAsZyqrokzToPZJqXUZQufNoVh5NoHfESvbGZtJl2CIWbbvCmDmHWbTxOhPnHWThxhP0HzObhAIP55JzqNOxPwu2H+VStpduYxbSa9IqRi7exY+tw/ip3SjKtR9H1ynbGbflHItPJJr4cjNo5XbKdO7HpMgTzDlwnfLdJlCxxxTKdZ1E56nb6TRmOgu27SM+x0m2/7AvEy8ZdhOBJmwOX75Diz7hvPl5VbqMnM2dfC/p+Xa2mDBp3HMIG2OTOZ3pIzHHQ1ahL3DGtCO3Mhk2L5JG3SPYffgcnkKXWWg6Ma++bbZrcXz+EzL43Web/0/u990RkUeLAkZERB6af0nAuO14PBbc7sJ7c2HMYDvyYAx12/SibodBlG0ziNYjFtKw10RmrdxJns1Eis3NrRwb37fox7sVO/F1sxHsvlpIGpDt8ZBnt3Pk+Dl6jp3LX2p2471y3Xi7Yk9eLNuOl8p35NWKvXi5bA/eqtCN71qONoZTtls4YWuiOW8G9gdi0zh6KZNdZzM5Gm8hwQzob6XkmHBysHzrTrYcO8+xWxm0NzH0c+8xTNt4lAkr9/JT4x70j1hOvY4RNOs5l4o/j6J1n4W07zeHkBELqNGiB1uPXOBEfBZNQ4YzaMoyDl7NZPTC7YQvimTNwetsOJvOsmOJLDiQwMCF+2k5Zi3lukzgu/Yj+VODnnzYqAtT9l0hbN0p3ijfmRe/a89rP3Xlua/a8k3z3nQbt4TOQ+ez7fA1MmweEzJ2LF4v5i1wMj6N2iaAQqcuIqnQGQhB/2fdrPcI+s7dQPSNHNIsPrILvSQb87ef5Jv6/fm+zgC27j4JTvMBW3M58ou3cRYt8U/vffG733dHRB4tChgREXlo/hUB43E6A5PDXSZgHF4bFp+PfSev8HPHkfxYbxB/qt6XT+qG8d73bRk/dzt5Vv81XuBKai4/tuzNWz80o9v4tcTbfGR6feT53OS5XOw+eMoM5hfwY6shfFR/IB81HcH79QbzbJnOvFyxN7+s1Z8Pfx7ImyYC3i5nIqBsEyJ2nyJi+wk+q9eNb2v0pGqrUdTqOIpZa004mXjJs+dxOTGBJKePozdzOJ1oITbVyrUMJxfuWth/4S4Ltxxl2oozzFoVy+QlZnmLjjB/w0nW7o1l48HzxJjwORWfTeTJ6xy6lsrKqDNsOHSVI9eyaT9oGmVbD+TrJn34U81O/NHE169NoP26Uhfe+rEt71ToSNPxy1l9uZAv247j7QohVOq5iK9aTea3NQYzZv1JWg5bwttfteDLGt1YuvUAWTY7dqcdp9tDhsvD3ovX2B5zgSyn13yOXq7cSaePCb1Rq/cyL/IUC1ZFMW/Jduas3sPk1YcJmbidel1mcu5yBoErZhZmc+iNd7AXv3dIoK+I/yxkfv99u9/P/b47IvJoUcCIiMhD8zADxvJYEWwrV+JxePCagbTVZiHfZSfN5mLM3PV0CF3MuEVniNh8m5DpR/h9+Z7MXnM4MMnfP8H/QlI6P7XpZwb2zVlx8BZZPgJn4cpxWYk6cYqf2/Wm75SFrD5xlfWXUllxMYfllwsIXX+JXzcIZcj6E8w5Es/nLUfy0jfNaR6+gOiUQmoOHM97VdrzYblO/ObHNnxWvQOLtuwh25JLWk4qu48dZ/PRi9TtNIz2A8axfvcxMi1urt3N48CZmxy8eJe+I9cwaMwm+oxcwYhpGxg9cx0jZq6kd/gMug6dRPuBY2keMow56/ea2+MDc2pGzVxL5cbdadp/HJM2HKBSh1BC526h8/iVfFI7hL/U8sdaK6btu8aAJYd4v1I3Bi04xry9yTQfspKQKTsZbwKmQofxfFp7CB+YMGs9YCLXU9LJLczDZj7fPBMx6S4vt82HeD0plQK7iws371K3w0CaDJpMkz7jadk5jPZdh9J31CzGLt1H78mRVG0ziU2RZ3Hmm3LMTufQq78w2/Pve2A0iV9E/jkKGBEReWgeVsA4zIC3sJQJmFWrAhP3PWZQbXH5SLd5uJ7jImzWZjoMW07/afvoOXUflTrP4rVPmzBxwU5yTMAUen2cMQHzTat+/KJsW1Yevk0e/rNweUkqyKDLoCF0HTKRE7fTmLV9N6NWb2Ra1GmmR8fRe9ER/tw0lFVn4pkWGcMvK3fiqxbD2XElnSmbd1Kt9wiqhs7mD5W78uY3jekxcRk3cy3YvE7yHDYOnL9FzfZD+LRKWwaOmcuVW6kmvtycOX+Nw6evMGDMDIaOW8nUebvoN2IWWw+c5uilW+yKucCq3UeYs243k5ZuocfwqcQmFXA9w86JqxlExdxisQmX88kF3DKFtudiPKdTClh/7Ardxi6iw/D5DJy5jTXH7/KjWf8RC/YyePo2QkYvZ+PB69zK9bH5RDyztsXSdsRm/vrzcJbuv8KMtZs5ceEcbp+HQvMZJ+XbWb1zPxdvJOA0n2Nqrp2Fmw8TeSmd1dGX2X3wMtGHL7Pv9E2mbTpCs0EL+KL2AIZGLKPABB7ZaZx7/Y3AJH7//BdvkRJmGytgROQfp4AREZGH5qEFTNESFJQsgnXFCtwmXpxOL3ezbGw7co1h87bTxAREqxFLWbDvFjFpMDPyBrW6RZiBfyRZdv9hYnAmI4evOg7jiW9aEbbsIEnm/hyXnTu5qQyZNIVeI6dzODaByJNnmbphM41DJ/F9i9F8WH0Av67YkS3n49h48kpgwvy49ac5kZhHu9ChzNl7nOnHEuk1dxc/dRzBosOxZJjXs+MjPjWLRVtjaBQyja4jFxOf7sLjAbfDSUFeAbuijxI6ZhoJKXaOnrrB3sMnyXM7yPO4yHL7yDWPTbK4WRZ5nJ0x1zEP45YJmL0nrrN80wGWro82f/eSbPfvKXGT7PRwMS2LA1fvcPhGOqcTrAyOWEmnQdPYsPsCMxZt4/KtNPLtbuxeL7uOXaD9oBm0HLySJYfS2BNnpV5IKJsOHMRq/u4yr385LovwqUuIS8zCal7nbpaF4dNX0HPSSup3GUmH7sNp07E/bXoPpfmg8bQYNpeaPSMYu3ATPrNurptXuPLyq/e2a7EiOIoXw11UASMi/zgFjIiIPDQPMmAcxe7NmXAXK4qzeHETMEWxLl2Kze4gO9/C2OnLaB4ykbbDl9Bg4By+bh7K960H02fGZn7uP4O/1u5Kr1EzSSl0kunxcS47n2+7hvNMmc6U6TiB6KtpZLpcZDjyuXAnkeFTFjFszCwu3k7m0NWbLN8by7pjBfSffpTflOvAtlNX2HfpOr2mbCAmxcXmY5dp028wM7cfYPGZFFaeSWVnXB7nCz2cSkolrcDO+p3H6Dt+DSMXHjDLzCY1H25eT8Sak0PKnQQ2b99NQlYBFhMm23dFs2XnDmw+O4UeOzdS0th38hKbos8SOm0Zq6POcCnJRtSJW4RNmG/e/3K27TtJfK6dhEIHW2POEHn6PFHnY7mcnkOGiY+Ya0m07DKM0NHziEuykGHiw+l0YSnIwuvJ49SlKyzZepx63aYyY8ctJm8+xTf1WxB56hTZJoj8AXPwxA0mzFhJVr6JHqePq3fSadozjMkbj7D/UhZnrmRy/moq5+9mcTA+k8hrWczadZ4F2w+aivNScDqGW08/j89sy3sBU9TEqebAiMg/TgEjIiIPzYMKGP+el7xSj5nbjwcuflj4uFHiSdJmzsfqLuBuair167ejUYeR9J+2nQb9Z9ModC49Z22j9YStfNN0OGXq96d1t7GcvZwa2JNxM9fKz6HTeKN8d96q2Ms8bgNHTVEkmVF6jtOOxWojJyOdQnshWw8donbnwdTtOYPvm4ziLzW6s+fMTU5du8HRmxmsj0nkLzU78f6P9fm6Tis+q1yfkKEziMu2svnwYcYvWkHU2TS+qtWLSh2GEX0rhTuFdi7HZTJu3HyOHTrN3j3R3IxLxG7WzeGF+OQ0bqWkkGdiKyGnkPHz1vJl5ZZ8XrMN75arTYcR89hxLJV2IdOo3qQnYdPm0HRAD6buP0mVITN4r34f3qzSg6+ahbHp8FXi72aye98BBk9dStvBEdzKsZvX8eF1FhiF2BxW0t0u5m07RNMeEZw4nUvHNoMIHTiUZBM4WV4PKRYfg0dNZ+rM5RQ6fPintFxMyaZV2Giah00mZPIKRi7Yyci5e5i65iQTVxwjYmUM7YfMYeaytXi9LhyHDphgeT4w/yWgaFG8RYr+t23+P7nfd0dEHi0KGBEReWgeZMAUlLgXMHZz2/VkEWwlH+dynYa4LWZwXWhl0oyVhIxYzLSNF1hxPIsJm87RdfJmeszaz+LoFHafzSNkyDz2Hb1OjgtSHB76zV7LW5W68vz33Xj5px5U7z+DbZfiyTQBYff5cDqdOMyg/kpyMiuiTrFi/23WHkmn06hlRB6PDZytLNMEx4JdZ3j3uwY0HxBBxJKNLN26O7C343JyBmPmLmDbsUv0HbvahE1nlkVf4I7LS6rdwcbIo0yIWMLxYxc5cviEiQgveSYSLP4zfJm4KPSf+cvm4E6unZY9h1Gn9SD6TlzC4Pmr2XLiJjuPxtGl3yS2Hoxl/5U41p04wcpL6bxWuQMvlGvP+/X60G9+JBeSLJw+d4kLF68SvnCDWc9xJFq9FPqv+ul1mICxmNe2k2ZiKfLMDSIW7GDPvissnL2G5LvpgZMbxFndrNoXS5laLZi/YgP+a1IWGCfj06ndLYyaPcfyad1efNt4MA16zQ2cfWzCqjNM33SR3hNXs3p7VOB13Du2mmB55t8Cxr937X7b/H9yv++OiDxaFDAiIvLQPLCAMQNda/FS5nZJXCWLYH+8CM5ixYn/018gM51su4tLyRa6mYAZMf8QSw6nE7bsKDW7T6b/vCOMWnqSFr1nUaF+CFMWbibV4iEHmLf3GL81g+5fVAnlxUrDeLZsD77tPIrVMZdJdPov5Ogl1+ni+JVr1GzVg6otB9M2dAHV2w9l3+lL5NgKyHb7WB51hs+qt2V7zC2yXT5yzfNu5eSzePsu1u2PYU1ULB+XaUOLHhHE57tJM+Fz4upN+g+bzI4959my/RAp6TkUWJ04TRTYzTLvpGdy4uIl896cJORYadk9jD1m+beyXKTYfRy9GM/hs5e5lZ5vYsxHqg+uWiF8UyyvlmnPy2Vb8nXbQUTHZxKbmB4IpJwcC2MXb6J+j2HE5TsDF/XE58DlKMTm8nArI5/pK7dz4HwCKdl28nItgT0tGaZzdpgwKttmBJ9WbcaOIyfMelkpNGFz4kYO9bpG0D58E0MWn2LE8gt822wClTvNIGTKLrqM30CZpv2YuXI9vvx0tn38ZzwmRP8eMPfb3v+b+313ROTRooAREZGH5sHOgfFP9C6G2wSMpbi5r3gx7j7zFAX7orF7fJzJsFCnczgRJlbGb4ilXuh8KrYaQcV2ZjDddjxVWo2kVuuhdBoYwelbSWS5vey8dJ2/NOnFyxUH8kS5cJ6sMoJXag3kjy0GMHzNPi4kO0g3g/ckm5s9p65xJDaNiYuiKN+0N9sPH8PqsgYOR1u55yTf1m7PnpNxFLgIhMiGwweYtm4jh65mUr3FUL4s356oo9cDZ0CLS09i3KwFRMxZx/HzaVyLzw0czuWfy+P1gsXExNEz52jfsxe3UtK5lZpHkw79OHEphcxCSE63sd8Eyc27t8ky65BhnnvZFNngBQf4osEY3vqxM69914hOE+dxrcDGnqPHSU1Ow+30MWHpZmp0HMjJ25kUms/N63Xi9Z8koNDG9CVrGTh+lnnf2eZ9ecm22jly9hoxt530m3uI575oTMX2Azl7J4ECr5Uct5vtx+P4tu5QPqw6jO9bzaHJsJ3U7LeG8l3nUrHrNCp0GkvZVoNYFbkXCtM49P67ULw0HrNN/e63vf839/vuiMijRQEjIiIPzYMMGPffJnq7SxilzP0mYiwlS2BZthKvw815M/iftvIADVuNoff0HUzYeobIk2m0GjCXBj0mM3vLBeZsPkXTXqPZfOgMOWbwfj0vn1YjZ/BG5QG8UCOCx2uM4+k6w3myYnferduXVqNWsvNyOneccCA2gTGzNjJ56R7qdR1KVMxp7G4r+SY41kWdoVyDrkSfig9MwC8otHM2IZ4TcakMnLyaT8q3ZeaKKHIdZgxvs3L+UixT5i1j74k4ok+ncCPVHphPYv6Hy+HF4nZx4MRJuvUfSEJ6Dsm5dhq36cmpy3fIt8HtG6mcOnXKxFI+GY48bptgmhN5kT9U6s8vf+jFu993pnr38USadd515gKbdu2hIDsfh83H2EUbaBsWwZVMS2DPVW5eDnmFhcxbsY6JC1aZeMkn3qzn5cwcxs1ZQNewiUResPJpkwk8+01zOk9cRKLFYkLMRp4JreWR5wgZu5sGfbfwu6rhfN9+Ef2WXmLwmksMXHqMYcsPMWn9ITILzELvXuf2229CsRKB7Xnv7GP/+PwXv/t9d0Tk0aKAERGRh+ZBBMzf4yUwV8L/X+2LFcHpv20Cxv9f8M989R2enBwu5GZyPi6HXj2nMGTeNpbF3KDPyLlUad6PtYdusSz6Bp1HL2b21mPcKXSTbaIk1+tj4fZDvFW+M09WCqVo1WEUrx5G6epDeL7qUF4p34dy3Sax6Uwcl1JtzF0TzaCIFXxbryNbDx/FjoM8EzDLd57g84otOHoxCZtZrqXQSYbTy/ros3z4fSM6h80kLsdGpqWAnOwsli5ZzrY9R9h/MpFeIxYybcVOCsy6WOxOfC4vNp+HgyZQVm7aRlK2jTvphXTuNYSYize4GZ/Grq1RJCQkcOTMUVbu3sGiXYf5uGYPflO+P1/UH8lH1XozZ8clruT6GDRxNkvXbiEvz4rT5WPc4g30mbiA6zmOwCFyTo+bi1evExIWzvnUXO64fczceYwqnfvwYbmaDJ62jqWHMvik6UR+VasLa09dIx8fVrfDrJuFsXO303rwWmp0W86XTabx2o+9+VXNIfy1zXhajF1Ny5GLGLV4O9ZcF76EK6SXLImtaNFAvLiL+uc1KWBE5J+jgBERkYfmQQSMP1LsJcztvwWMzwx+PSVKYS1mBr4li7Drpdew3bhCvC2DPdEnaNOwJ2GzVlEjJJSm7fqyYd8Z4q1wwZTGsWQXyw9cYdyCTdxIzsVmBuuXEjKp3286z1YK4akGQ3ms/nBKVh7BM1Un8Uqt8TxXpgu1+07kYqqd+BzYfPgmzQdMZPfp8xR6bOT4YO3+WH6s3YWjF1LJyvXisMGl+Aw69JlIndZhHL6WTLIznxxnJrdv32T1yvVcupHC3phE6rQfSa9xC8gPBIwDn9ON1eNkf0wMC1atJ8/uJiElnw7dBrBr/3GOx5zj+uWbXLl+kzHTp9F91Dg+rdGCd75vxfvlezN+wwVqdpvM3MjLbD6exLfV2rBpxxGsVreJKxMna3fRuNcIYuLSyTfvPzsvn+FjJ9Br5ARumsAZvmobHzboxLsVm/Gnam2Zt/MyzUds5Kkv21Bv6BSuFHixmPfsj6Gjp67wZZVWfN0wlJZDNzJpawKhKy5Soc8Cvu44jpbjV/FZ/a50HDIVS2Iuyyv8QI7ZfjxmorRISaO02cb/+CmU/e733RGRR4sCRkREHpqHETD+K7i7SzxOYfHieEoW5cLzL0LKTVKd2aSlZXMk8iCz1u9g8d6DxKXlk+6CI3FZzNhxkr6zt9Fx9GLK/dyDTTtPYzFhYzF/n7v9BG9U78hLPw+iRLWBPFN3Ck9WmcHz9WbzYuUBvFmmKfO3H+N0vIWabQfzlyot2X3qItkOC7nAyr3n+fDHJuw9lUhWPmSk5rNu6xHCp65j6dbjpJlQyMeGEwvZ2dlcvXKbM5fusnT7Ob6r35uIFbsDe2Dsbg9ehx0XXvYePcqQMRO4k15ARr6LEeGT2bv/GFu2RmIptOLwmGV6vFxOz6fj8Om8+10TBszax4kUH32mbWD90VQTDsv54OsmLF67H6t5nw4THkt2HeOP5RuzJvocmTYXd1OSGDxqFJHHzhNr9fJVu/68VKYNL33fmhq9p7E5Np9vW4Xz62o9WXz4NFnmdQvNsux2L9PnrKLH8JlM3hhD1c6TaDhgCaFLT7Ay1saU6JsMX3uAMat2mVjKxJucw9Y//p4Csw0DFyQ1AeMp8oTZxgoYEfnnKGBEROSheVBzYP43lC6F+/IBbiQkm4F9nhlY3yXLWUCBHRK9bpbtPEzjPqNpOGgKz3xSk49q9ODbGiHMnLefAgvkm4H4hbvpVO0ayivlW/Na7WGUqhDOU7Xn80T9BbxRZwzvV2jP6AVbSfPPdzl4nXYDphJ18iK5Phe3zaB/2f5YPqvRgX1n75Jr83Lq9AUGh89m+pL13M7KNNliw27+7TQ/Cx0FXI5P5GxCAdM3n+KDqu0Yt3hr4IxgDpcTp8uO09zeue8AvQYNJTE7j0yrh2s3E9i+bRc3rlzB6Sg0iePDagIm3wTF5n1HGTd7RWAuTbb5/fStTLMuOYxfdIqvqvVn2or9pDogywTMrEjzmpXaM27JvsAZ0wrt2Zy/HkuyWe+xG4/xnnn8LyoM55nv+9Ju1h4m7z3Dbyu3oXHfSVxJywicOrnAZpoxo4CeA8fSJ3wm62Mus3DPSVqHTadK13BajFpMo7BZLNh7ls0nLnIzKwdPyi1Sij+D9Zki5D/h33b+w8dMwBTVIWQi8s9RwIiIyEPzrwgYX4linKtREXdmHq68XHyOTGxuB26nGWg7vWzZe5rKTXryp0pt+Lxeb3pM2EjoxM3UbzKEU+duY3ETOAxs9s4jPP9tA16rEUrpiqN4osZMSlWL4PXqQ3jj+yaMW7GHs2keWgyczbf1erHzWKwZzLtIMoP5pbvO8lHZ5kSdus3t5AIWzF/C7EXrORl7i0KvhzRLugmNHHPbQmJmCofPXOBmhpup64/y1td1GT59BQ7/6cdMlvgvKOkwYbI9Kpo2XUNIys6l0ERD7LV4IndGYbHYsNgKTQhZyS4sJM/hIsvqJsd/ggCziBzzni/czmBl5HkWb73GR2U6MGPNYZLsvkCAzdhxit9V6kjldiNMRGWSZz4rq4mhi2lWagyaxTt1Qnmx7GDeqTmCRWcz6Tx1Jb/+sQFbDl8PLNu/F8dmXstqgicuKZf56yPpNmYKPSfOpkyzrkYP1h2NZ+LKaH5o2Jk2A0cTn5KJ+9YNbEWewlKsCIX+vWmBPTCP4ypW9J+6Fsz9vjsi8mhRwIiIyEPzLwmYUiWJfe41fLfi8DltJmDyzOC6EJd/pO2CrBwng0bNombrQUxccZC+EesYOGEVA0ctJPrIRfIdXgpMOpxNt1CpxxieLdOZl+tMoGTFCTxTYzRPf9+er5oNYOv5NM4WeKnVZyYfVu5K5LErJn5MOJhQ2nb4ClWb9CHmcgZbtu/nwvkrJKfnBQ7zKvRYTegUYPFZybDmcD3pLrczcki1+pi//QStQ6dx4updE10ebPYCHC6HiQQfa7fuMAHTi/i0XJIyC1m2eiNJJgQKLA6zLDdOEx0u8ziP+WlxuAOnYLY63SZmCtl95CSnrmex60Qyn1Voz7hF20gwpZZuPpJpkWd4p2wH3v6xNd3GLSC+wEG2ef9L9sXyZvUQnq/ch6d+6k2lQatZdTGPcq370mngRK7fKSAjtxC7+bxSUrJZtnw9h2IukmzxcKvQSZJZxvnMAjYcusDslfuYujCSDn3GMn9jFOnJWez9+nusRUpgKV4M35P+a/qUwFO0FM7iRf+p0ynf77sjIo8WBYyIiDw0/4qA8RYtirXos/gS48Gah9PjwOVxmsG9F5/FSUGulVlzl1Ll57YmXOYxe8M+YlPySXN4SMm1k2t1BwLmts3L1G3HeK1cR16tOYonq4TzfNVBvFK+Pd2nb+J4lo9FJzP5c+NhvF+pB5EnbmJ3meeagDl/K4eFaw+wLeosB4+cD1wA0uPx4nS7cHrNOjgLySjM4qpZx4vxt8l1+ciyezkZl8OqPafZdeQUNpsFn3ms0+0MXIV/2979DBs3leQcC6dj49iwfa9ZV4cJFBu5Zrn5Rq5/D0x+Phb/aY2tFhM/di5ev8SWqH2kFbo5dzObMrU60Hv0DO6ayLnrNqFy8Dq/q9Gb18t35qeOwzhyJ4drVmg2ZDEvVOzNy7XDeLX2ILotPcrE7ef4qlZb875O4TYxlpdvxWH3kHAnlb4DR9Cyc29GzlzA5uNnOZuZR6J5z3fyvaTluFm4OJKZczdwPSEXt/msd7/1CyjxbGDvC8XvnVnO75+9Gv/9vjsi8mhRwIiIyEPzrwiY/OLF8RYrzdGaZfHlZ5JvYsTmc2E3//jcHnzm9t3UVI6cu8iVtGzu2Fykuhyk2QvZeegokfuOku/yBK42fzAuiy9bD+XVqqE8U2UEL1QJ4btuE4lMcDA5+ga//dkM7iv25O3y3dl69BpmvE6+1UtihpODp+PYtCvGRIWXhMQ04kyopKSlmdt3yCkoIMdqNVESzeWERBMk10nKzCcx18nY2ctZu2kbDks+DhNgLo+LPK+XtTujGD99AbdTC1i9cQ/jp85nwLBwdhw8RKKlkNjbt5m3eAkTJkSwceNGktOSycjLYvK82UyYNYckE27ppq5mLF7P2t37SbJbSXG72RCTwCcmwp77oRO/rNmVsZsOcyzNS/0By3mlcijPV+nLnzqMY97pdH4eMod6HYdwPT4T01TY3T5yLQ6Wr93GojXbOXwpgTX7z9J36lK6jJ3DhJU72bj/Imu3HiUrx4W10IfXfK6e7Hyuf/IbCosUD5w9zmW2m9NEjN/9tun/5n7fHRF5tChgRETkoflXBIzNf42YUiWI++QDvBl3A2cFc3s8uLwWbG4nHrxYTcj452/kmQH47bwCdp06yaQlc/m5TXtmzl9JlsVOlsvLHfOYrlPX83LFXrxeZyxv1O3H6N1XWH0tnw9aDqV02c68W3co71XuxbYj13G43BQ6MXHiZdPuGA6fuU5ccg4r1m+h36BhtO/YnaEjxrJ1xz4u37jDhCmz6NE7lLDh4UTtP05qvptz1++QkZFpRvk2nJZcHGadM1wu9p48x+qtUeyIOsHh47FsjzrK9EUruJmZSZZ5j7cyMjhwLIYjR2O4dus2OQ4Hh8+fZeeJ45y6eZNsuxuLeU+pOXlkWv4f9u4CvKoz0fc/ENytLRTqMm2n02mnM50qxSVGgkMFirtbgIQkJMHd3Z3i7lLc3S1oCHHZnu//3WHmnHPvyTn3zvwTzuzLL/N8Zu/sbF9r5llf1lrvm0icLZH4DBu7LsTwJxNiZWr24M36vRmx+RQj15ym8cCVVKgzmJJVO9Fp3jZmHL/NFz/0JmL6WhKsGZkDC7hn7o9JtbHSvJcWfSJYvOcSu29ZmL3nJuNXnaRV0Az82wRTs0lHlq/fQ2qS+f4TLXA3miul8pNi4iXRLDO88pKWzyw7I6tl+t/Jat0RkReLAkZERHLM8wgYe978WLxyc7tAXlyPH2YO8YvNaSomBUuGiRdzNSbJztmbCcxeuZug4TNoHxTOnDXrWLN9P0tWbDYhcCxzGOPYDJi19yKv1O5GsZr9+LzrWFZGWwnbco6X63ajTOAAytbpzbs+Pdl2/BbJFvfhYS72H7/MtoPnSTQb+LfjUok1t9+495QjJmjuPUzi5u04rlx9yIMHCcTHW4h/mkyqxUmKAxNX4LJbwZ5ipJq37iTGBEx0croJosus2bifJ3GOzFn8k8xneer+u/lc7sPe0l3uvSIuUs3tlx48ZuXe3zh+5x6x5vYE9+0OB44MN4u5TzyppLH/0kP+3HQQpU3A+IYvZvH5WKp3GMm7tQdS5quevFe3P+N2n6P9lMV8HNieWZtOEG+eP87qHkcNLj56yh3zpc7deQa/bqPx6z2dap2m0LTnQnoO20y/yZsYtWwHS7bu48nDGPOmUzkycCAJBd3nuuQxy6sATrPcUk28pOTPepn+d7Jad0TkxaKAERGRHPNczoExAePIl5vkIgU4PGQwGaYDMkxUuKzxRMcmsG7PGQYOn0fjdqEEjVzMmn1XzEa4lX0Xo1m0fi9tugxg7qLlJJroiLM72Xz+IW/696R4jd681ngQIZsu0vfX45St25t8VTvzqn+Q2djvys7jN7GbmLhy5yHLN+7hToKNGEsGTywu4kycJJqQSjZxcj/ezvEL97n72ILdBFJymgvTFiYuXDw1NzwxsZVmt+G0JpqQScXqsBNrQuhOQjqrNuzlvHlsSpoJCPO5LkbHsOvcBdaePMWe81c4d/Mxv524xq1YC3M27iVy4a/8euwCm87f5UR0Kr+dv8flGw9ITk7CmeEextnGoStP+PKHIF6q3p6uC/cwatcZ3gvozBvVu/N2rd40GryY2Ucf8G3bYKq06M9hE36J5n0/tqRzLymNwZNmMX7Nbmbvu8RnzUJ4rWZPvm4xkXZDtjN44hGadp1EvxmLufo0AYv5fhyJjzleszpOL7Ocvdyz77uHTc6NNe/f5vfJYpn+d7Jad0TkxaKAERGRHPNcAiZPAZx5CnK/aG5O/BiIy2zop5JBuiueq9ceETx+CR1DpzJ6wU72XUpk9oZjhE1dQfvg0QybtZK5q7ay9+DRzJPg3YeSHbmdTKV2IylbJ8hEjNmobzSIcn7dKFGnG/mrdqOC/wB+79eT3ceukZKawt7DJzh/N5ZVu08wavYKhk+ex/SFq5gwZwkHzt/g4OV7RM1YRsTURSzZvJdHyVZWbths/j6fYXOXMH3Tdm6nJJHmSjPvIRG7y0SNI4PN+08wYuxcYp+kkZjgnhfmJD936cuf/erxB/8GfOHfjF96RNBl4EQ2Hb1LYI9I3qz1Q6ZK7aKo1nEyn/n2w6dRLw4fOYfFmpJ50v+uU3f4sl4X/tSsL1OP3SEgcjKvejfn1Wotefm7pozYcoXgVRcp+/UvNO05yoSUnTjzfuJMxJy/GU3UtIW0CBnP963Dece3N9XaTyWg+yLajdhCj2Hb6D5gLs0GBHHm0mXzmcCeHE1s8RK4slh2/4ys1h0RebEoYEREJMc8j4Bx5MoDRUryuEgujv3lM+wJNtLsDpyOWOJTbJy8m2g28K8TOXUlXQdPoN/Qqcxft5MjV27xKN1JvHtPidWK1Z6eeTL/xVgnzaNWUbpGPyoGBvN1l4l82XksH/4yjNzftKNsrV68XbMjO49c4cqlS+w7eJxbsek0bNeH7+v9RNOOvfm5c2/6Ro1j46GzLN95mK6ho2jdO5j5v27i7NXr9B8UQpe+A2jcpQ/hsxdzMzGZVPcIZBkOEtJt3ElOZ+iUuTQ3z3njThwPY+x06BlC6z7BTFu3iSnrtzBuyVrm/LqbHUfvMGXFb/wSMYsmQ2bSf9le2s3cze9/HMXr1bpTq2l/fjt2iTRrWuYM/2u3H+Mrv/aELdrLnBP3aT9jNf0X76Jp6HwaBc/g12t2AkNXUuKvzTMD5kGqiydWO0kmYAZFjKRJh950iJjOp4Hd+UO9IGq0m8TXzUZQud0Yxv56maOXkzn94D6WZAsuCyTt2IytUMksl90/I6t1R0ReLAoYERHJMc8jYDLyF8BiLtMK5SKm9Ftk3EuEVPcwyjHcNZvsG46c4aeu/ank14zRMxZz52kyj5NTSDexkJbhPtTLjtVsaTszbOY2uGYe3nXCNspW682bDUMJXn2euacS8R68hGI1evBSnZ4E9p/BvpO3OHHoKDFPUzl19QH12/Ri6Y5D3IhP49qTRBMhNs6Y93Li1hNuxqVwMyae+DQbcYmJPHz0kAdxSZx7mMTc7YfZfOws8RYbSVYbManp7Dl3ibDx02nYojM37z/hUbyTPmGj2XfuKnfS7URbnTyyuHicmsG+U/eYs+kUhx7D4guJ9F9zhu+Dl1K41gBe9RlIyIzt5jNbsGa4iEtJYM9vZ2jWMZxd19PoMmUdA5fuImLVQUIXHmLtpRQm7r3HO/VDKfFlK5r1GsejNPchcbbMQQJWrd/Oz5360WPoTDpELaRp0Cxqth3LD0GLaTtiOfW7TWD+xhPceBqLy4SYK9UEYXgkljwFs152/4Ss1h0RebEoYEREJMc8j4CxGeTNkzmq1dPCL5NyJRrMRn6G4zFxLjt3EpI4duUGRy9c4/ajp9gwfWNPI92ZTLItiTRnGo4M97knyaQ6XVyLy6DjqHW8XMXESq1uvOHbla9aR/BWQB/eahjC75qGMHPfHTbvP8v1i9dJt2Zw8sp9ajdrz85TV81rwqN0Byej49l/MZonNndo2Eh1OHmakECGe1S09DQTLBms2H2Kz3ybM2jsTFJdGZmv/yTNwoELl1m96zdaduvPjQdx3Iuz0nVgBMdv3CM+I4M4c784EzHRT1KYvXQrO04/ZOiKg/y19RBK+XUnv3cQhf0jeCUgnFodRrJky0GepqURm5TA3t9OEzlhBUvMZ/g4oDNv12nBq9825q/1+jD/0D2aRq3kldr9KV+tJw26juZ+op0Uu4k9p8N8Rxns2H+K0LELaBU0gY5DFphoGUuzvlMJmriSvSagNhy+zMPEeJwuJ1aLg4sDQrDmLZDlsvtnZLXuiMiLRQEjIiI55vmcA5ObjDy5sHvl4kGxctw5cg5buoUM+yNsDvdelmfD/7pHI7O4RxpzH65lTzdBkWx+TzE5YcFmj8fmTCHd5MX5h2n8OGim2bDvRbOo5fSfvYsWQ+bxWZMBvFKjI/0WHWTRkWi2HjpPWooV0xGcvvGYmk3asuv0VZLN691PSuHo9UdceZxMknsCSIt7gkoHqSZcXBlOUm12HqVmMGLeNt6r3IzQSYszJ69MddjNpZM483f35Ja/dOrD9fvuwQjSCR42gUv3HmeeUP/E6p5x38a+AydYtHwj4eMW8EVAeyp8/wNl6nSjTMMh5KsTziv1oqhQtQ2DJyzgXnwyCVYbuw6dYeuROwxb+Budxq0mdNEOBk5fy6QVR9h5y0GlzhMoWyuIYl93pnHPSTxMduIw0WdxpGO1mfdugi02xc65ewnsufCI/deT2HjmPv0iJzN24gpuJlrM50sx37mFZKedawMGklogX5bL7p+R1bojIi8WBYyIiOSY5xEwaYW8sObNQ0buXNwo9gq7ombjsNmwZjwm2WY1YWIn3cRDut1FvAmODdt3cS8uHne62M2mud2eZMSbsEgn3pLKybuxeLcL453aHfg5chFjfz3C8AU7+LpJH2p2HsOSU7G0jJjC+n3HMB2RORTy6Vux1GvVna2Hz5qNdheXb97lxNW7PLWZeLI7sbjfj81iLq0kp6WTaN7LxcdW+k/aQMWvfyBi2moTLxmZ79Vp3pV5GFv3HqZVx95cMc9991Ey3fqFcv5atAkDSDCPvxX9kCWLl3P1yk3OXbnH+v0XGLdsD581D+flwFBK1xtO4Wr9zOfoStSMVTxMshGX7uJ6XDqbTzyk98QtrL+cyoH7FnZfjeVGHIxZe4LfNQyhZPUBlKrci5CZe3hicY9K7T6nKN2EnokYuz0zYuKtcCfJyqIdBzn9JIWzV24zZ8YKE4CxOK0p5vs3n9VuJbpHEMl5zPLJYtn9M7Jad0TkxaKAERGRHPM8AialgBfpecxzeOXiQLnyXFy4jXQTJtaMJziTbTjNRndaeroJAzh84hw9BpgQuPuQeBMJaSYYrGnx5j4mYhwpJJkN7u0nLvBHnxZUaxPOL0Pm4NNmEN4/9eIvfu2Yves6Q1f+xid+P7Bq14HMUbaSjHP3EmnSvg9HLtzm0dNkbt2M5on7sDHzonaXy2z4W3A4bFjce1gcLrab0Gk/eCZ+Xcbx10aDmLBkD6at3OM/k2FCyu7MYPe+o7Tv0p87D+KJTbTTrXcIJ89ewWpeLy7NzuZtO9i+eQvWlFQTF5j4guM3E6jWcSRFv+9MiTqhfNF5Lj8PWcaUZbt4mprBuZsPOPUwkbErD/KRXw8+b9qPP9ZtQ59Rs9h9/DpfN+1L6codTcAM5M+tp7P2RAqX7sRjsaST4Z5o05aMw2kjxX0uT6qVoyaeWvYbwPxdu8z7d5AUb+eJe4xoS0pmxKQlp3D5W1+zfLyyXHb/jKzWHRF5sShgREQkxzyXc2C8vLC5/4U/T26ulSpPwrqtWG1pWNNjwRZvqiCeZGsaT812dd/Rc6nXpR8XniRkTgjpPqcjw+rEkXlIWSKJ2Jm/cz+Vmvdj1v67HIpxcfRRCisPXWfevhssPpVApTaRvPFdQ7YcOkd8upMUE0IHzt8hsEUXjl+8xZmz54l9cJ8U994XixWX05SFy/JsmGbzWltP3qZOuyE0H7aGTlMP8pcfhjFtzcnMCTjdezlcruTMIHEHTKv2Pbh+L4Z08z5Do0Zz4fItE1pw7fpDFi9ewYO793BZTRhZHMSlZ7B40yG+atyTz5oMopQJkUErLxC+5BCjF2wlJsXFafP4jUfOU6t9OBVqduDDer2o13MYaw9eYumWwzToPo53AvtTxrcfP47dztydt5m+YDOJJlYsJmDS0xLN+0sjw3yeNJuFIxdvUOuXHlRrF8KVaAex6ZDiMiWWloQjNQW7NZntn3yKvUAhs6wK4jIycuXNXG6WfLlIzZ8LZ2533Pzf76HJat0RkReLAkZERHLMczkHxogvaEImrxeP8r/E1patScswG9HWFJyuWBMmj3iQksb8XWf5yK8t1dr25fSTOOJdLixWF/ZUuwkeK6kmXm6npdB17Aze9mmH/4C5DFl2gBm7zxOxbA+dpmymbugyKnh35yOfzqzefSYzOp6aPjl/L5mNe09x9c5jbt+4gT3FpJAJG7vD1Ib7vTjTSLZYuByTRvPgGdToOoXAyI28/8NYKtYOYsyKw5mz6jtM7LjMO3E4Yde+Y7Tp3Js7MXE8SbGyccc+7j2OJzXVyYYNu9i1ax8O8/yZ5/k4XFy+H0/QqFmMW32EoSuP49tnBtMOPKTN8OVEzFhLvDWDJBNcx2/EUKnFIN6t148es/aw51YqZ2PsXHpiZ/dVK993GksZ/+4M332HfuYzdx04ntuxJu5MtKRbTFw5k8lwJmG1p3Hy+n3qtA3lpe/aEDp1LzfMZ3hgSzEf3IYtPd189ARu9O5CuldeHLnzk+ZV0Fw+Ox/GPZFlUoFc2PO4g+b/fg9NVuuOiLxYFDAiIpJjnkfAuM99iS3k3iDOS3ye8txfuoAYbGSkp2F1pBCf4WT35UdUazWEkl80ok7XEC4mppHgdJFiScVlNszjUpJ5YorjTKyNqm1DeLl6a8pW78Brtdrytnc73qzdjrcCg3jFfxAV/AdSoXp7lmw/SZKJAvds++69MEcu3GHb3iM4TX3YUpOxOjOwmA15h/vQK7OxH5tioffQGfh3HodP3wWU8R5A4Wr9edVnAMEztmaOQmaxpZvosmTO1L9r3xFadujOzYdPSTChlWDiIzbByuFjZ1m4ajWPEhNItFtIctp5ZHUQYx6/4eQtgmZupXrXMQQOmkeA4dttDJNX7iEu81wWOH07jr826c2bvr3w7TuTVSceM2bpLgaMW0yN5sG8VqM1X3cfy/Ibdvx7jqdK4y6s3X+CODLMZzKBlWHCxD1qm8vKrXgrPwdP49VqXfhdvQGEbjnMlQzzOcx3YrE5cJjPfalXN1LzF8scZCHBhGaa+3ylzGDJg83LyJMHl1mGWS7bLGS17ojIi0UBIyIiOeZ5BAx5c5FuNoDTvQpxv+TvSLx2ilgcmG4h3ubiwK1kmg2cwyvfdaBCrU4E9BnGtXQH8SZgkm2JWDISM2fuv/DYzkATElU6jKbDjF2ErD/P6O03mLj7NnWCZlOwcjfKNBhOCe9BvOHfh0U7zpBkcZFm4uVubBrLN+zi4Inz2EwlOOx2UpzuSSmTM0fkspo3c/bmQ37uNYq2kav4a/PRvOofQrm64bxcsxeDpm/ODJh0m90Eggur3cXe347RrmtvEzCxxJvXiY5J4va9pyxcvoGDF64QY14nOtXC2fuxbDxxld5jFxG1cA8Ry49SP2QeTSOXMf9YHANmbmbMwg3EJKZjnpZzdxKo1S6Cl6p2pErniaw9k0DdduG8+019Kn5RlwrfNaPj9K3MPPWYDxv25N2aLWg5eCwnHjwl1bw3i9NqAiWVRKvFhJOL4FlbeaNOL4pX7cLHnSOZfeo696xkjpaWmp6K88QxLpR5GacJmPR/O2zMvdfFfUhZfhMwuc3vWS/brGS17ojIi0UBIyIiOea5BEwBc5k7N+mFXmW7d13SE58Q43DvzYCTT9P5ZeRaytfqy5t1Q3knoC+D5m/gZrqdZLMx/zT1CYmuxMy5VRbvv8kHvn35cdgGZhxLYvGldBacTGDY+sv4hSyhhM9gSjUaS6nASF6p3ZNZm44Rn2rliXu2/0u3uXT7MUlmwz3FxJF7D0qczUaSiZgUlx1zMw+THZmTPFZuZsLl65a8VrsHL9fozhctIlm060JmCNnsTkxXYS44fPwM/UOHcPnOg8zDy+6bSLp49T7rt/7GrUQHD8znu2WBWVuO06jXSFqHL2Lw3IP4dB/He36dGb35IsfjoduoBXQYMJQ7JoQc5n1cvZ9E9ZbBvFy1A8HLT/HrqSdEzt3KkNkbmbL2MOPXHmPDDTvtZmznZZ9OvFWvOxWq/0zY/M3cS4cE8z7dnyfJ4STGDuPXHOHtOt2o6NOX4jU782Gzvszac4U75j0/Nt+rKzGOU40bY8+TBwrmIsXEiiV/Xhy5ipjlZyLGLDv3YYBZLdusZLXuiMiLRQEjIiI55nkETLqR5JWPI+U/5szWjTyx2k2YwKGrSdQPm0HRqt0oVqMf5XxDTMD0Ys7+MySZDXCryz0/jJ3HLicbTt3k6x9DqGDu+0G9YD6oH8SffwrhQ/8evFmrE2/4BVEmMMIEzHhK+Ibybv0BzN92MnNo5qt3HnHg2DnmLV3DgcNneJKQxr2YBKKTbZy795A7T+N4mm41IWOC6losIWOW8+v+27QMnk7QzO3M23eNbcevYpoLp/uwM6sLc8GDJ3Fs3r2PhwmpJJpYcUdMUPBw2nYcSNSUFYyYvZ7eIxfSoNtwvvtxAG9Xbs1bldpS8ZtGvF21KbXahdA6dCr+rfsydvZS875SsJnPfO1BHF837krNHpNYej6dWXtv8ttdC/tvpbJ470WGL9zFxotpfNV+JCV9u1OkTlfK+/TiPd9ejFi2nxtpEGsCK8m8xwTzPW48eZtvmw+gzLcdeMsvhLJVu/KXXyKJMDF0NtWWOYGma/9BbKXfhcLFcOTPRayJFmuewmb5ueX+X5bn/0lW646IvFgUMCIikmOezzkwXtwpVZExAYHcTU4zG80ulq85TvXOwyhVowNFfQZQrtFwvL5qT6Mh8zn8ICHzBH6n05k5weWWM/ep23UEpb74gfLVuvBKpXa8Xa0Dn/iamKnRhorfNueVKh0pVK0PJQKGUdo3mNdqd2Lyih2ZQyZfun438+T4k+euMHzcNFp26MGQkZPoGjaWRh36EDR0NOdu3CImKTVzHpfZC9dwNyaV649SuZHgZM2Bsxw4dRaH3YrLZsdqcWXugXEHVny6OwDsXLv3hH2Hz9OnXxRhERNZu/04O0/cpEWf4bQYNJ5+E1fSZdh8OkbOpX3YePqPnWPiZibdhkxg7PxVJqJSsJjYiE9N5eajWL7/sSvtJqxl6oFovvqpL58HtOH3tZvxSa2fiJi+iUmrz1GuZheK1wsij29/KjYaSfmawbxVpy9jVp/mQpyTWMezgLljcTJk3ipKfN2c10zclfcNo2T1npSt1ZZu05dzNCaJ+Lh0bjfrzJOyFbCbZebIa2SezF8Ihw4hE5F/kAJGRERyzHM5hCx3ETZ/+Ae2HNjJ1ifJRMzaxGcBnU2MtKWMb1/y1e5H0bqDecmvP3OP3+e+2eh2n/we9/gRy9f/Rp02kXzs34NGIQuIXHWaadtvsWTvA5bsuMGWEzHm+h3ajdlExcAhlG86hnIBg/mdf1dW7zvDlZv3eBKfTLrNRbrZoN996BRzl69j/srNzN14kGU7j7P96DliklOxZbi49+A+hw4e4WnMU8h4NgnmI/celtQkcKQbdhxWc2ECK9Vq415sHOu272HXoZNMnrWM6AepJKVm8CTZyf6z11i07QAXEm3cNs9zxw7RJnzcw0VHJzuITnFiOoM4c3uiw723KSPzELILt27h3zGIibsv0WbCr7xd62d+V6MxH9VuzPeNurLjVBw9hq7hlepdKRgwkPyNhlLcfzhvBk6kdPUQfh8YTO/xSzh49Y55/gxiMzLYf/0O33YdRd5KXSjlG06ZwFBeqt2VV6s0pVH/0Sw4eI77R05y8I23yciXG3tmsLhP5i+YeVK/1es/L9f/Slbrjoi8WBQwIiKSY3IqYNz/Ym/PkwuLeyher9Is6DWdkQevUit8FG9/24rXfDrzSo1+vNp4CGW8w3inXii9pm3hls29x8DFzcRURsxZxid1O1Gucnt8uk9m8ZFHHHtqYfv1FH67l8LBewlsumCCaOlZKveYRYm6/SnVqD9vNexJrzELOXPjKbcfJWK3ZxhO0k2QPDXupNl5YLERb8kg0UTLU9JJyrCT7N7YT4PH5v6PLA7STFykmKCItWZgw4rFdh8XSaQ77bhcNuLi4ti0ZRdrtuxmw75DJphOcD/VxsmbFq7EpLH/YqwJrEfsvpTE8Tvm9/NxnL+VSmyihVvRyUQ/TiPZxEtCig2bzUJqQgykJ3Dz8nUGRs5k48kkeo/bSNS87ey+8ogDd2I5cCWGW6kuVhx5iG/QHEr7BVG64RBKNYikmN8QvKqHUdY9Elvt9tTtGcGmM9e5Y3Vy2wKLD1zjLz8Oomy1LrzWeBglfUN42TeIV2p3zxwwYODYPcz7qQcxBcuQmid35sn77pP4nbkKmEsNoywi//cUMCIikmNyMmBsJmDSTcD8+vrb/NB6JhUr96dA7ba84RdiYqMHpQLCKFe9Fy/X6UCLUYs5EefgmtmiX7X/Ik27jeLjGp0o/V1Hs5E9gILftOZN35582yaKb1qF8mmTPpSr+gtlv+9Kycp9KO0fSb7AcAo3CeeTTmNYcvghe85E8zDJPYO/iZX4RI6evcm2E7fYcOQqu0/d5MzFaK49fMzNpKes2buH6QvXMmv5XqasO8LU9b8xbfV+Fu66wqZTd7kRF4OFWJJtsaRmOHE40nhw/wFz56/g6r2nLNu+j8mrthHYaSjVfonk6xaD+GPD3vzOrxvveXfms3o9+MR89iqNe+DXrAO+TdsybdnmzL0wp27cZcve3TxNeIDTlkjsvSfsPHSLiSvPMXntJXZdTOK3W/FsOX+Lsw+tzNx4kl5Tt1Cp21QKmu+vWL1ICtQ18WICpnD9MRTxCaNMnd6UqdKajwK70WvyWrZeS+a8qbFxW6/y0U9DKeYzmKL+ERTxHsTLfoZ3EAUrD6JK0zbsKP8WrvyFzDLMTXK+vJmcmshSRP4BChgREckxORUw7nlD3Htg3AET9NY7vOYdyhu1J5K3+mCK1RhKwYah5PELpnz1PjQctpSV19L49cITOo1awKcBnfjIuytvVetO5c7TqD1oAd5Bs/HuNZFqbSPw7hRFnY5DqdNpON+0Hs07gWGUrDOI4o2iKBQYTOSuO8zdeYeZK3cRZ3fPNWNh775DNPy5O5+Z6GnSfhjN2g4hOGQ8h09dY8vBk9Rr3hHfBh3wbjaASj+G8mbNTrxeuxtv+PTnLz+EMHXddhKcqSQ6UolNt5OensyDB484ceYGB05fZcPhszTpFcEb3zfn1cqdecm3N280CebtJoN4p2Ef/IMm0WrYbFqETqBpz/4Mnj6PQ/fj2X79IY37BjNsznwTMwnYcJjgyuDAxacEdJ3Ml01D+a5pH7zb9uWHARFsOBFNs94TTAy25lXffpSuG0ZBv0hye0eSt+4IijQaS4kG48ztIykfMIrilfvxUq1+fNZqLK2n7GLWuXR+mHmCQvWGUzBgBPnqhJqYGURJo2BABO9/78uG8u9gy+U+/8WLlHx5MueGcc8Rk9VyzkpW646IvFgUMCIikmOyK2CymujQ8bdDyFZV/ITPq7SncMORFKlhNq6rj6dYg1Hk9QmlVOBwagzaSf1h+/hds2GUrtaOV+q0NRvcwQxae5QNt9I5nQQXk+FWKlyLtXAn3sndhAwuPbZx6K6NaVuu0Sx8Ba/49KLBqNWsvphG6x5jmbtsG49NbDx4Es9vR85Tzb8tfSIXs+v4I85cjuX6tYfEJTu59TiVgyevcy06iZM37ey54yQwdB3FaoVSxn84xav0ouu4pZlDPz9MtfDr9iPExMVhs7u4Hp3AzBVbOPUgmV9CJ1L2L014vWZvqgxYQmDkaqr2nMTITcc4EmvlXHw615Mt3EhN5455rrMpDnpMXcrr1QIYOG0+1xKSibfZSTF/m7vlLO/U6pbp/Zq/8GHNxvSfvoCD1xJoP3g6NVpF8vlPkbxeL5QS5nssWW8URQJHUqDeMAr4jSFP1ZEU851OmYAZlKk3iSI+EZQODOd37abzSvMpeAWMJH/DcRSqP4o8tQdSok4/Pv2mFaN+X5M7ecuS4ZXfLMO8OHN7ZS5HTWQpIv8IBYyIiOSY7AqYrDZy3bfZvHIRU+ANRr/7De/V7UapgMmU9ptMCd9RFPQZYja4x1LSZzKFao4gf7UQivkNomTdPrz+wyCaTl5Hh6lrGDh7LYv3nefY3TiO3HjMuoOXWfvbVab+eog+UzbRccxG6vSex0s+/Rl7NIEeM/fyx6qtmLnsAKdvJnHuSiz3Y+y06TGMvWce8cSSQbrDidORjsXuINmaQUKanUQTOztPXKXr6JW812QoZRtO4pWmsyhafSA/hM3lRpKDY1fu8deaP3DszCWS0jLYtPMkZ24lcDcNJqzay1uVWvLjwGWELT1D3W4TmLXpDA8sEGdeI9lqwYmdePPajxxw+qmVJgPHUf5rf37sE8nlR4mkuuDqo2TaRMzl9w2CGWyeZ/nRR6w8cpWD9xM498jKybvJHL6dxuaLSaw4k8r4vU/xH7KRVwIiKFA7mMLu79Z7EgXqTKN4wGyK+E+kSN3RmYeMFfIPJ69vFAUbTiBPgIkXv6EUNdHzWrWejP+gKteLvoU9j4kWsywdefLgzJX/Hzr/xS2rdUdEXiwKGBERyTHZETB/P1zsfx9q9++323MV5mnRl/jpEx/y+0SRp/5oCtUaQj7fYIrXiaK0/wDK1BtE3pq9KBYQQpmAMMp4B/NKrQGUr9mdirXa80Fgdz5r0pc/NOjJe75deD+wL28H9KNMnf6UrDWIYrWHUKzhGGpPPMI7Lcbyh0ahLNx5i5M3U7kT4yA61kafiCnsv3CXZKcThzMBl+sJdmcqVpsTS1oqDluCud9jxq/axevevUxQBVPKfzRl6wTTf8527tkz2HP6Fn+o1Jj9xy9y80EC4SPncO52LA+tMGvNXhp0GMrMtZf5uddkOgZN4uSFB9hsGbgsFqxxD8G8htVmoskJS3aeoWn/8fi0D2X47NXEprky55I5ei2Gqr+E8qcfh9Ft8j5m77jBjksxHH+YwvYLjzl6N4VfD99k0Z5rDFt2mJ+GLOeLViN5o24wr9aNpIxvJMV9TJj4DDdBOJwSdaPM9zuUcg3d576EUsgnnMJ1h1OongmduiMo4BPBR9914XSJt0jLW4DEws/C05I3D0n5CmHN456V/39dtv+drNYdEXmxKGBERCTHZFfAuE/Y/6/2wrhyFcCeNzf9P65homQEuepHUcR/MMUDevOGdyjlareiZI0WlKrTkfLmtrfrD+QDv778yfjUpwuf+rXnT3U78HlAR/5oLj/078hb3h143bcbFQMG8FY9E0G1B1PMfwilm0TyUt1e9Jm1jXNPHVyMiedWbAJbDp6g77DJ7D9/k/QMFxmuBDIyHuN0WUy4QEZ6Olgfk2Z9yonbT2k+ZDFvBoZSxsTRG/4DGbnyN2JMXOw5e5uPKzdj76nr7Dl2jZ/aD+L09Uc8THUwYtpCfmgXakJpIS16jaVhq75Mn70cu8VhnjsNi3uUMUcqCQmpbN1/inodguk7bR1dxixm6ppdJLuHbTZxdeJ2Al81G0j5qj14q0Zvfl+zPTPWHmLF3jM0HDiB79uG8U6tX3ij8g+85x4UoUZ7Xq/Tg3LV3ZN6Bpvo60OpGl0pVqMDxWu5B0HoTjnv3pSu1p2XavU3cRhiwjGUArVCKe4/zETOMD78tisnS79mlmNeEkzAuIdNtnh5kWqCxmKWneaBEZF/hAJGRERyTE4HjPt3d8C4N4rbf16V974eTSGz0Vy6WSTv/jQIn57zaRG2jG4TtxK8+BATd1zm19N32XvlLsev3ubC9btcu3Wf67cfcPXmfS7euseJ69HsuXCLjSdusOHsfebtvsEvEUv5pEl/SlZuzM9DxnPoyi32nTvDXUs8J29e5NjVa7TtH86uUzdIc5hScFlNxMSTYYIBEzBY7GCPNyWTSpz5fcGeq9TqOprAgUv5vFkYLULG88jpYvvJa/zFBNfOY9dZv/sM3QeM4fSVR9x9ksiAsBEMHTWbXUfMe49OZNGWQ2zae4QU89x28zoWm4XoB/eZu+RXfuk+iMY9Itl2I4FB8zYwaMp87qUkkeiwcuJuMpVbRvJK5R68Ub0Xn/v3YMuJe7TsO5TSlZryh5+DaRg6k8bBU2kaMpMfhyzkp6EraDduK/0n/8aguQfoNWcTbacspsnw6dTpN4Y//TSQN72784ZPH77tOJX3moygRK2BFKg6kGJ1onjn++6seeNds8yK4jTL0eledu5zYIyMfyBe3LJad0TkxaKAERGRHJNd58D8t8wGcErB3HT5tBJlq48hX8AkijUZysc/juXnUTuYvOkqW889Yef5J5x/lMSVJylcepLEZRMFV2OSuPU0jZsxKdx6kszlB4kcvfqEzcfusnTfNSbtvM7IbbfotvAov//FRFHDPiw5dptxKzYzftEqLt57wgUTPlfvJxPYsj87Tz0wkQAOhwuc7mgxTJiY30zHuGd5sRPvcrHj7AnmbtvGtvOJBHabZCJrPLedDnaevUz/yLkcO/fQuEdwxEROnrtJYqqDBYuWs2rVelLd88uY53zqnqU/OZ3kVGvmOTdJVjtX7z0gavpSmnYPZ+zS7dxMgzFz1zJ4xDSeJtpJMW/n4J1E/to8nC/aTaPtxAOMWHWGfdeT6Td2LsOWrmPtyYtcSUzhocXGg6RUEmwOw0m8PYPHJr7c59fcSndw3erkqrntWLyVlacfMnTdSUZuvsCKi0nMPxlHyOpLVO+/ipfrjePDb/tysPQ7ZnmVzIwXx99GHbNnnsSf+39dnv8HWa07IvJiUcCIiEiOeV4Bk5o/FyEff8Mr1YeT3388+fyCMieyLO/dh3cCQvlj4wi++imC2h1GENBtNP7dRuHbbSQ+nUZTq+1wIwrvDpHUaBvGl82D+NNPQXzcNIj3fIN5o04Ir/tHUbpqED9GbWL86nO06j2WjXtPce3eQ5LSLFy6+YiAn7uz/+yjzPNMHHb3YV3pZNjSTMdYcLhs2DIcJNrTSTUh88Q9z4sJjhN3bdRuMZR24ZN5asLm6OXb7D14m8s3E7hy6ymDI8dz/vJdktMcbNi4lTGjJ5Cabsmc7NJq4shlQsZppKakkW61kmK1sGzjLj6t5M2oWcu5Hm8nbPIcJi1ZxRPzntwTbW699JAPG/bn9foR+A5axcIjcUzfcpqoRZtZZN7/4vNxbLwRz+5b8ey5FsP+q485cD2G3efvs3bPNX7deZnlOy+x7vBdtl14yoYzT5m1/S5DV55g1oFb9J2zlYCB0/EbNI8/d5pBKf8RfFI5iMOl38JlAsY9C781r3vZ5caRO0/mfDBZLtf/Qlbrjoi8WBQwIiKSY55LwBgWr1xMe++vvFMtlOIBo3jlh3A+bBDKu4G9+bD+ID5vGsb3LYdSrXUE3/84iO9+GMD3PwdTtXkkfm3H8WPfWbQJX0Bgz7F88XM/PmjSk3ca9uAPjSL47IcxfNBoJGUr9+IPgcF8Xa8nS9Yd4pSJjfvxsVgdNi5eu0OTVr3Zc+p+ZsDY7Bm4TFBkOG0mMuzYXQ4sJlxSzGW83cZjm2EaZ8XuO/zVtyetgsZxN9nGoyQ7+/df5/CJa9yLSWbwkDFcu/XQvAacOHOeSVOnkZSagsPEkNM9Y7/distmxZKWQpqbJZUUi5VfN2zltzOXuJGQRtC4SfQZM4arKYk8BjZefMTHP4RQskYfvuwwnZXnbdTrM46KlRvyXoM+vGvi5sP63fkssAPfNunEdw3bUalBG77ybckXtc1t/l35yq8DX/i158uALnwV0Iu/+vfi97Xb87FvByp834xyVVrwmk83ilXrQeFaIfz+ux78VvZ17LmKYTMB4x7++t8D5j8vz/9OVuuOiLxYFDAiIpJjnk/A5M4cjWxTxU/4Y5U+vNdyKj3XXWThsXhWXIxl67n77Ln0iGO347n4KIHTt55y7PJDTt94wqmrT7gWncLNh+ncjE3nwsNEdl58wrqzMcw7dJeZx+KYeDiOtrMP8GbDgZSr8QudRs5h4+FTzF23jocmJlJcTm6Z523Rcyi//naL6DSIjnOQ4B7a2AlJhvmVGKthf+aRuS3a3LZ8/12+MkFUq3kfTtx+zKMUJ+HDZ7Lr4CkePE2kc+9BXLl9jwSLnfXbdtI3eDD3n8aRaLOTandiMRKT07A5XcSnWTDJRJK5Ldbq5LF5/XvpGQydtZgaTX/h6M17mYd/bb8ezx9/HEzRyt1pPmY3i44nUqVtOFXah1E/aApDFu1j8Z7L7D59hwMnr3Hk9BUOHjvHwdNX2XTqNltP32T1obOsPnyaTScvsfH4ZVbuOc24ZfvpOnJp5t6tqu2H8W2H0fy5/WTebDqaTyt35eBL5TNHjLOaZZWW373c3PGigBGRf5wCRkREcszzCRivzJP5z5d6ly++aUP5wFCqDppP5/E7mLDrDPP3HmftycscMIFwOiaJq4l2HrgjwmzMP0yzEpNqIybNxe14B8duJjJ/+zUiFp6g7YhtBERt4ose83iv1WQK1erH192msfJiMv0mLSNs9lJuWhzcT3Nw/MZjmnQfzheN+tG49yS6D53PhJXbmbhym7GDiNm/MnDSEgZNXk7U3A0MX7yVESt30XH4fH5fpwX1u4dxPsHK5hMXqNKgOdsPneR+QioDh47m3K27xNmcrNiynZ86dmHlzn1sPnaBjb+dZu6v2xg+ZQGzV25h2bbfmLthFzPWm9dctYmxyzYycv46Og4YRceeUdy8ncKTRNh7O5E//xjCu+Z7WnA8hWk7btNm6EJ6Tt9A8IKDTNtmQuX0Y84/svMoFZ6kuLl4mATXzO/Xze/3bPA4g8zv8a657fz9VA7fSOXAdQuH7jvZ99DJDmPmyVR8Q9bw+XdtOVyqNOQuhMW9B+bfAsZLASMi/zAFjIiI5JjnETDu0axceXLxOP+rfP/NzxSv1p3SPn15tUo3Slf9gZdrteLNet34wy8hfNUxku86hVOtyxC8e4RTt8dg/DoPILBbKN7tQvmq6SBeq9yVst/1psS3/SlbcygVAqdSvsEsygTO4KOWS/hx+D4+9BlA/2mbuGvL4H66i7tJLlbsu0a/aVtoP3wZVVr0p2rLPlRu3oOarfpQq1V/arcMwqfNIBp2HUqjbpE0NNHSa8xsxpnI2XX5PvdNEMzfeZg3vvye7SfOE52cTsSUWZy4Fc0TlwmFNBvbzlxgx7krzNq4l0krtjJ/w36mLdvCqLm/MnjyQobOXcX4X7cyYfV2Zm85zLLdZ9h84Bq37qWRbOIl3QKHrsfyZeP+VPplNEsOJhHYaSwfVW9J6b8EUuzLVrxaozsfBfSjUvMwfNoNoW6HIQR0jjL3M++7/WgatBtKsy6jaNFrDL/0HEPz7mNp0DqSms3649N6MHW7jKBOl9F495pK5Y4T+bD+EP7yeTNOlyxllnNerCZYrPncy+7ZTPzuUcmyWq7/lazWHRF5sShgREQkxzyPgHHmzpc5xLItVxlqftuMl33785LfIF6vEUTZ6q15pXoXc2nU7Mordbrzvtl4/659OIF9R9F80ARaDZpEn1ELGTZ3CyGTN9Bj9Gq6jN5I2+EbqdR2JhVqR1C0ShjFag2jrHcU5WsO4O2aPYlcsJ0HFjspJi4sJj6e2OFCfAZ3TNSceJjO4egEjjxI4uSjNC4+tXHB3OFyjJ3rsQ6uP3Jw84mNh6kuHqW5MG3BvVTYfvI6n1T1Ye+Fq1xPTGXA+Gkci77PbfPcd5yGuV+0eb1byQ4epDtJNNfdwzI/MM9xJ9nOfauTWEcGD80bemQeE2Me89Tc55HFxVObiwTj0Pn7fFOvByFT9zJ7ww2+q9uDKg170rTPBNoOXUnbYb/SecQyeo5aQs/h8+g+fDadombQccgMuoXNpIe57BI6gS6DJ9AtdLK5PoNW/Sbg23oQX9bvzEfebalQpTkVqrXjrZrdebt6T6p/+TNXShQ3sZkn83A/q5f7xP28OBQwIvJPUMCIiEiOeR4BY/fKn7lR7MhVmjrfNeWNhiF82nYarUYeZMzOO0zddp3pO24wa+9d5u2PZsWRaHZfjeN6kp0Yi5P4dLNhb6Q4XCQbD1Od3E1xci3JyfJTj+kwaQPVg+by1g/hlKvbj/K1ulCucgvaRsxk7Z7jHDh2lm17j7D5wFlW7LvE+hPRLNlznhWHLrDm2DVWHLjA8t3nWLrtFGv2XGbboTts3X+TLTsvsH7bUY6cucGV2wlsPXCFMbPX8fF3vqzcd4o9Vx/QZvAYpqzbzdLfzrLm9E2WHr7IysOXWH3gDL/uPsnmQxfZdsQ859Gr7DR/327sPP7M7tN32X7qJvuuRnPs3kOO3ovm7MOHbD9wEe8f+rF853UGj9tExIR1/HYlmVOP7Ty2PgudeLuTp+Y7iXV/PzYTSu5hmo04h4NY92hm5tI9qtkDc7+H5vabqQ7OxdvYcPoR8w7cZNiqE/wcuoRanafyO7+BtDJBE120sAmY3Li83HP6PAuYzHNgFDAi8g9SwIiISI55HgFjdQdMvlwke72E/3fNKVqjPa/5DcC//3oi119g7tHrrL/yiK1XYjj+MJ0bKXDXSuYhW+5Dsx6Z69GpcOJuPKtMIEzedIyWEQup3nE0nzYP5pPWQ3i9WQil6wdTuM4gitYcTOkaYbzrM4TP6wbzV/++fO7dmS/8e/BRnZ68Ua0PFWsM4g3vvrxWuydvuYdyrtOXd2v25oNa/fnYe5C5Xz/+5NeXb+sFMWf9OUbN3s5Xvh3N83TgvUo/81WD3lT/OZjfVW3Bn/278UVAdz7z7/pM3R78wa83nwaY5zCP/7z+gMzLzwL7Z/q9uf77ev35NLCveU+9+MKnE98FduGbwA78xaclf6jSkJ+6RrDn9GOq1u/M1/5tqd91CEMXbmaNCa11+6+wdN8Fxq7bR8iCNUzbuJdfTVAdPHeX09efcMo4cSOWI+Zyv/le97hdjWHzzXg2nItn/sloFuxPoO/EfXzZbibFA8KJev/zzBHHslp+/6is1h0RebEoYEREJMc8j4Cx5PHC5pWLpHzlaFipNa80DOfVuhGUrNSXN+p05p2qrXj3+xZ8Vrs9jdsNp0fofAYMX86QSesZPmMDEVNW0TV8JjWa9eOjqq35oEZH3q7agXdrdeV9//5UqN6dD+uFULPHHNpOPkC3uSfpsegs/eadYuCU3wievJPQaVsZvmAv4XP3MHC2uW3BSSKXnTPOMGj2IcIXHGfoolOEzT7IsHlHGbPoJBOXHGPx5qtcfggrtl1i+PQtTF15wvx9P2OXHmfqr+eYvvos4xYdZMbq08xYc4rxSw6Yy+OMnL+VGWsPM2nFPiYt22sed4CZvx5kirk+zhhvTFq6h6lLdjFt6U6mLN7KhIUbGLdwPeMXbcjcO7Pj+C1Gz1lP1IzV9Bw9h+aDRvE777aUrvQLeb9qSa5vOpDrr20pVK0bRau0p1z1dnzi15E/BXblY99OvFerLe+a7/TNGm153ShnvrvXq3WniG8XCtcaRMnaJvaqDKZ89eHMe62SAkZEso0CRkREcsxzOQfGBIz7sKTYvC/R9POfKVF3OC8FjuHjn8fzbctw/DpG0LTnaH7qMYaGrUP5sWMUXQZNoXfEbDoPmUHL4Kk06zuTn4KW49t5Ae+bje+3qvfiDRMub9fuTV8TKRuP29h8wsHKI8lM2/uQiO03CFt7leErrjFu/Q3Gb7zCiJXHGLn6GKPWnGTU2tOMW3WBcSvOMX7FGRZsu8mK3XdZsu0a05YdZe7qU8xaepgJs3YwfdF+Zi4/xBzzuEnmb+OXH2fuhkvM23jZBMdvTFiwh8kLdzF14TZGTlnBpHlr2LT/CNHxKaRD5uz6SWkZpFjA5oR0x39g/mZxmb/bINYKT81lmnlMorndPcTzw2Q7j9IzuJ2SwY1UF5suP6HlmBWUqNmDkn5DKREwmjxVgni1QRiftxqKT9tQAjq5ByAYSeMeY2nWZ6L5bidQt8Nw6rQMpc5PI3i/+SB+13IcFeoNMPHXl8++6c++l/7EPzph5X8lq3VHRF4sChgREckxzyNgyO0FeXIRV6A03f/QlOJ1RvDmj3NoN/cI+x+7uGo24K+bjfmrZmv/vjODWzYXN60ZXDO/H493sfmOlYWn05h2KI3glU/5rNVsXvMLpUSVjjQYsoBDsdB71Fo+/PYX3vu2NRVqdKakTzeK1uxJ0W97U7xyL0rU6EHRKu0oU7M9r3q345Xqv/DGN634oHIHPvfuQffIZQyZsoWGbSP4qnYbqgV0pnXXkfQNm0uP0Lm0HzSTX/pMoXm/6QRN2kLo9M3MXHuCPReesm7/RdbtO8mS9duZv2I1a7Zs4/qDO8SmJGDHRZrNgtVqwWa1YbdYcVrTcNjScdjN7XYbFruDFKuDxEx2UlMTzN9SsVqSzN9TSDX3TcnI4GGqhXgy2H/jPn9t1o/y1Xrxbv1hNAhbx+Tdtzn+JIMn5nuLd7qIs5nrpoSeurmHWU4yMZQKD57AnhtxbD6fzqJDd2gVNodKVVpxpGxFXAoYEckmChgREckxzyNgXIY7YJLyF2TMezV5qXIoJWsO492fQ/jBxEHr0cvoNm0DPSdvoNv4NbSOXELz8AX8aOKkZq9RfPCD2Viv15/iPmHkrhZMUf8oSteLIF+NLtQfPY8DqRk0DhrHu5V+4N2qbSlfqyul6w6gVMAQSvoOpWTgSIrWG07BuuEU8OlLUZ8elAvswxc/RFK/1xx8OoynWb85dBuxmp4jVxI+Yxuz1p1lzrpzhE/dTtvQRXQevoYOw1bTKmIFXUavp8eYZYxYspPfbifxyASYe86Vh5mz99tJMNeTzG3u0c9S3Zz/Lt0wfYbFlUGKibVEuwkcc/9ERwZWIM0EDHb3eMox5k6PsaU+xOEwIeOyZk7I+cjE0JFbj/m+5SATat15zWcQtXrP5seIBXQYMZfuQ8bRb8R0QicuYNz89SzccJgF6w4ycvoauoyZSXcTZF2HzaNrxFq6jF2Hf/B0PjFBt+Ott7UHRkSyjQJGRERyzPMJmDxkmIBxzy2ytuIf+KTqAMrVCKVIzR+pUKUlZb9rR6kvWlLu63a8/EVbKlbqSoXvu/OyuXylcjtz37a87NuDUoEDTIQMokj9MIrWD6WAbz8+bDOY2Wces+1OGqELdhDQexxv+3enbJ3ulPIeQFn/SIrUHUqeusPI33gsuXxDKBoQQpmAgVTuNZegpReI2nCLyHXXCVtxntAlZwlfeoYhS04xcvUlxmy4yYiNtxmy5rq5zw2GbbzBhO13mL3vLnP23mLOvhssOXKTZUevsOLoeVYcO8uKI+dZvvcqy/ZcYfHuKyzZd51l+2+w9MDf7L3Col0XWPbbZTacusWOC9HsO3eHQ+fvsHXnIa5fPIvTEo89LfZv8WLhcUoq8SZ8TsXa6D9nExW8O1DMBFyJOr3I/20rKvp04qtfBhHQLYK6nSPw7RROo75j+WHAFHM5nkrNB1Ax4BfKftGMl781l9/2okjVbhSq05MK33ZkU7n3FDAikm0UMCIikmOeR8Bk5M6H0+vZcLxHSr/C9993pUXYFobsOsGk7ZeZsOUU49efYMbWiyzcc5N5u28we89tZu01obDzJvN332HK3tt0X3aQP3QdTdHAvhQPHET5RsMo8X0vvmozgb6z9rL63FN23Ehl2cl7jNl0hsZhC6no15+C1XtTsF4U+eqPJHedEF5uNJSyfoMoZWKoXOMIXqkXSvl64bwaEMrLdczzeg/iVd9B5rHmMmAwrwSE8VJdcx8TPuV8+1DBpxfv+Q/kzVp9eL1mD9716807fl1527cjb/u1N7935ffmsR8a7/sHm6AawBvGa0bFugN4s+5AXvfrZy57835gD778qR+12wykZtOuBP7cje37jpCQbiPNlcFTm527yWkcjU5g7K8HaBM+g0rm/lW6RNFtwXaidpxjwt5LLDh0jW0XH3HxQTJ3UzO4mZzB5XgHF+LsHH+Yxr6bT9l26zGr9l5nyIr9NBuxiU+6jOWDJmF893l7rhZ+J3MI5SyX3z8oq3VHRF4sChgREckxzyNg7LnyYffKS0b+XNwvUQS/Kq35IXw9I/ecY+HpWDZdfcTWaw9Zd/YWa07dYsnhq8z77RLzzeXc3VeYuukiUatP8vOY1bzzYygFa7hPYA+jtE+UiYOxlK8+mIq1+vJBYB9qdh1K92krWOXeq/HQQb85u/mg8SAKV+tGoVpBFKoxkApNR/NSYBQF/cIpFjiUEoEmhPyjKOY9hKJGMe8Iipvfi/pHUsAnnHze4RTwDqVUQDgv+w/i5dp9KFe1L+Wq9DMBY4LEBM9r3kFU8O5rwqcfr/kF84ZPhPl9CK94h1HWxzzWZzCl/EIp6R9K6YAoygQOoVxAsImlbrzy/Y/4dwxj8eZjXIux8MQGj61w4YmFCasP4dd9PJ/9GMbnLcfQd8J6Fu24yJYLTzgaazXSOf3UwplYCxfN/W/HpPIg0c6TdPf5MM8m73QPQ30vDaItcD0Odt1LYfG5Jww7dI/OY7bRsVIb0vK/YpaVAkZEsocCRkREcsxzCZjcXthyF8CVNxep+b345a8BvFk3mNfrtKdiYA9+37AnH9Trytt+Hfmwfk9+Z257w7cj7wR0M5ftebVWG16t3YUy1XpRpHIfitc2QeA3lKJ1wkxMuINiEGVr9KOUiZRX6nTmjfpd+LxdEAMWb2fnrXTGrDvBRwE9Teh0Nn8Poqx/BMXM44vUHWEiZTjF/Yab5xthomgERbyHUjxwFIUCR1Cw0TgKNBxHvvpjKNZwLIVNxPyl63xaTTpIv/kXTSidoNukw/SZcYJ+887QffYJusw5SXdzvdOUQ9QLXcs33WbxRadpVB+wFL+wNQQOWU/d4VtpO+8YHWfuo2nYXJr2Hcn6g+eJt2cQm2YjxpnBgSuPaT5gFh94D+C12mG85P6sAcN4L2AwnzUKoUrLKJr0mcgvg6fRImQKPwZPpFnwJFpEzKHz6OX0nrSWoGkbCZm5ldDZ2wmduY3gmXv5ccwm/tRpBO807UGZxmG84xdF57/6kJo3X5bL7p+R1bojIi8WBYyIiOSY5xEw7kPHXLkKkpE7F7a8eRj31re8X9UERdWuvNWgN39uHsbXbYfy6Y/BfNU6im/bD+fL1kMzffvLUKq0HsPXzUfx559H81W7Kfyl02R+32YUf2w/ks9+CuFrc7+//jKcPzSN4IOGg3mjbj/KeXfjTf8uDFyyk0OJDibtvMB37YfwTmBPilduR4ka3ShuYqaYCZ/i1ftTutZAStYwv1fvR0nvQeQ1sVQ4IJTiDYdRuN4wCvlHkrf6AN77ZQrf9VpKle7zqdTBhEnnyfh2n4J3l3H4dBuPdzdz2WVM5rDF3zYbwB9NjH1Svw/ftIzg65+H8M2PkdRoNwJvExH1u4+g7+j5HLgQTbw1g1SbK/PE/gMXr9MmaCTvV/qJd6t04d1aQZSv0osPGkXyXsMoft9suPm8I/myeTjftBjMlz8PoFIr8z20HMQff+zD5y0G8HWbMD5t1p/3/DpToWobKlRuxZuVWlPK33x+3x6UaNCHlwOHmIgMYvQ732HNlzfLZffPyGrdEZEXiwJGRERyzHM5B8YETIYJGGeu/Di8cnGi5O9oUD+CTlNOMuFgNJsuxnPknpOj993nazgNF0eiHRy8Y+P4TRvnbrs4ecvcdtPBkftOdt+xsOV2Ejvup7LpejpLT8YzbssdBi27TJPhO6lYL4rS3iGUrt2DCn4d6TxjM9vup7Htrp2Zv92k34I9dJq+hV8mbOPn0ZtpPmozbcbtoN2EXbQct53GQ9fy5w7jqNBkMIVq9aCQ2cgvUHsQb7WYwju/TOW1H8ZRP2oT/oMW0XDQbBr1G0erwRPoN3Y+IVOXETZpCSOmLSd0wmJ6j1xA7zHL6DtxLb1Hr2PgxK0Ej1tPr6FLGD57C1uP3eVeCtxLhdtxdg5cusvPA0ZQo+VAOg5fRf9pBwiaeZzBiy4wfM0tJu+4x9pzqRx+4OTUYxenH6Zz7nEaZ2PSOPEwhYOPjUcpHHqYxo5riSzad52RS/YTMn0zg0dvovOUfbSZfpy/dFjA29VCqVa5K7+V+BRbnuyZxNItq3VHRF4sChgREckxzyNg3JNYuk/kt+YuhjV/LuLzl6Rzre4EDNpK3ZHL6Dh0Pj1GLiZo4kpCpqwmeNIKeg+fy8BxSxg241dGzlhN5JRfiZy+iQET19F19DLaDFvAT+EmHgYuxa/3Er7tMJfP283j47bzeLnJWEo3HU1R/1CK1+zF240GU6ffLLrN2EH4qhOM3nKZUVuuMmzLNUZtu8mYrbeYtCOaGfses+RMEksvpjL1SCzBGy9SJ3QJr9YLpWjNIN5sNo5XG4/mreYT8A9fRa0+02g0aBJdRs6g76jJTF6ymgv34oh3wN3kDI7dTmTH5aesPRPLvH33mLDuKhPX32DS2ptELTrN8GVnGbbiLAPm/kbnCZtoEr6Q7zoM4516Pfn0pwgahP3KD1FbaRKxlRaj9/PTiN30mbaDsFlbGLVoO/M3/saK7QdZv+846/YfZ83+kyw9cClzdLPFuy8ya+Mpxi7aR8S0rQwcs4b+w9bRc+xeeq2OpmH/ffypViSdPgwkJu+bf4vM7JHVuiMiLxYFjIiI5JjntQfG/S/8KV7FSTUBk57Pi5B3qvJG1YHk9++RGRlFK3ejlLms4B/EW/UGUtGnN+VqdOV1n86826A7Ff2682aAud0vjJe9wylVazAlawzm1WqDqVgjkpdqRFHGbyRFfIdTuMFwCjSNokBABMV8IinlE85L3gMpa56/op8JkcDBvB4YzDtNBvNe4xA+aBTChyZyPm4azqfNh/JpqxF80mYYNQfOIXTjLTrMOsEnP0+kcKWevFo3glcDwnnVuwfv+Hbm6x97MGPTbg5fu8OJa9HEpru48MDC+HXHqdlpGH/6KZgPmgbz4Q9RvF43xLz2EN5vPJZXfYea9zSEkrVNZHmHUdQnjPx1QshbcwAlAkIo7D2AonWCKVh9oImnwZSqYz5LjVBe9gmigl9f3qzbi3fqduf9gG6Z5w192KAPv2swgHcaDuHdhpG8XS+cN/wG85p7VLXqQbxcuS9Fqnalgs8ACjUbwcv+E/nEN4gJ735HnAlKR94slts/Kat1R0ReLAoYERHJMc8lYHKZeMmfm/Q8hTNDxlYgFxvKfsznVXpRrGF45onyBRqMpWC9URQMHEGhgEgKmVApGWjio14IxQKCyFezD/lrDiJf1cHkr2oeUz2CwtWH8EatEF6u1JfS3wdRvFoIJfwiKNEwinwBwSZgIinqP4Li/sMo4x9J+QbmunskMPfz1h9GUb+BFK7dx4TPILNBH8zLJhxK+vSniHc/Svj2N7cH8boJgRZjDhC6Kpo6vZeZIAiifM3e/L5eEL+Ez2fUst1sOXmVB1YXD9Nh/b4rtB08m7f8elKschteqtuHYn79zGcwoWJet0S9KErUHU5x3xHm9hGUCBxNyQYTKGDeZ16/4RQMGE7+uoMpaj5DkXqR5PcJpbBvJCUDTJzVNr+bz1Kw3giKms9SpP7QzO+qYOAw83lH4lV3NF7+E/DyHUs+/3HmucZTOHA8ReuNp0jgOPI2iaTMj1HkafJsTpwvqrdiXYV3eFrQK/PcpKyX3T8uq3VHRF4sChgREckxzydgipBcIA/2PO4TxQuSUjAXtwq/Rq3vOlKm/nAKBwyhWGC42cAPNRv3IZQNGEiFBiGUDxzAKz49eK/hQL7rNIGGIUtpHLyUn8OX0TpqGW2HLaFt1GJ+GDyPOj2m8655fOlaQbwUEE5R32AKeodS0C+SImYjv0RgFMUbmA3+BmYDvt4wctczoWBiokDdIRTyjzCvPYzi5vYSJgwK1o8ivwmdsu7YqBFMhVph+PX6lbCFV+g15TeaBS+jUZ/Z9Jmwjt2X47iW6OLI9RjGLNhOnZ9Cef3bNrzi3TtzkslS9YMp1dSER2AY+epFULDhcBMjw4yhFPYOo0idMMqY9+K+LGhirLBPmAmvgSZeBpPXxFRh/xCK+A0234uJLhM3Bcx7db/nfCbw8vmFk9f87mXiJVfAuEz5TBDlDxxJfvMahczzFmtkQq3hEPOYgeZzh1HYL4TXTCjlaxjJD5/W51Kx0ljy5sKZS6OQiUj2UcCIiEiOeT4Bk4/E/F5YMwMmD6mFc5GUtzjj3vKnfM1uFPfvRcmqrXiteive8e/Aa/7t+K5dCANnr2PB/jOsOXWd3+7GcSXZxa0UB9GpTh5bXDxOd3HPns6N1GTOPkpk85n7jFtzmibhK6jgF4zXt20pWLM9FZsNoIRfZ8oE9jQh0Jv8tbpTwL3nxSfEGEyRmgMoGTgkM6TymscV+sHETUOz4V9vNIV9h/Fy4BjKeEeYmArFN2w1HeYcYsyeuyy/kMKcvTcImbGRJj1G8sfarfhdtRa8U70NL33VhnLfdabkt10pZ6LkpbrDKOI7FK86ESZcBplgMZHiPZiyDUZRyCeS0vXHUNj8rZC3iS/zXko0MoFTfwj5TdB5eQ8kv3mvRU24FPY3QVbXPQR0VObIaPlNoBXwH2aiZ2Smwn5Rz5iwKWwip2jdUMOEkf8gvOoPM4ETzmvfD6eCuX3Ch1+TWKAgztzuePH6D8vr/5+s1h0RebEoYEREJMc8n4DJRXK+vNhzF8gcSjnZBIw1TwEOFvuc76r9xJ/bjKZ6vyn0GLWMmVvOsPxqPJvvprL9aiybr8Ty6/nHrD53j1WnbrD+9C12XXzM3otPOHI1iVtPrCRYXaQ5M0j82wSQl5Id7LyXxJLTt+k9ZxUNBo+iRvdB+PePIqD/SPx6j+br5sF86NuNt+t05Q0TUGXr9DBR0YciAcEUazKUXLUGmjAYSkF3DPhGUTpwGK80GEpx776U8e/NJ+0i+FObMH7n15E6bcKJnLWVlQevs/PKU/Zei2fP6URW7Yxm5urrNB+wivdMrJSvHUJ5Exbl6g40QRPCK/UjKGlCpGDtcIqZ1yhmAqa4t4kUEx6F3HuGTMjkDwjLPKSsoP9gEyGDzXuKooCfCZb/gju4nnkWMkXM6xXxH5KpsL8Js0bjyF97JDUqdWJnhXew5MmHK1ehLJfZPyurdUdEXiwKGBERyTHPK2DS83rhyNxQzkNioVw4vPJyPf+b9PrKlz7TjrH1tosVp1MZvuYsvefvxX/QLP704yDebzCA1+sF8XpgH8rVakvZ73/ktZq/8L5Pe77/JYx+g1cwfeZ+tm69wJlzd4l+HEeiy8Y9RzKxGS6uJ6RyIzGFO6kWbiVbuBqbylkTNxsPXmX6hn2MWLaV/jPX0X7CGqr0nEaZOn0pVL0PJfxCKOYXzMsNIilnQqNUrb6UrdWTit49zftozzftB9N29AJ6jlnM9FUHmLRgM3NW7uR2Yganb8aw1FyPGDGHwUPnMXzqJsKmbKXPxC20HLaar9uN5r1Gg3ktMJiSNfvyamAYpWr0o7z3QF7xHpT52oXM9UImWIo0CKdogzATVua6eT/uoMoqXP7uvwuYMrUjTBjNxCswgpD3a3KnyEt/O3QsDy4Tllktt39GVuuOiLxYFDAiIpJjnkfAOPK497h44cpV2ChAkgkYu3tPjFdxFr79e75rPoomXZbyx05TKRDYmwpVulChZk9KVu9J6Ro9KVG7M0WqtjQb+u34rHVfvu44AJ/+w/g5ahpdBk+headQ2nYOpk//ofTsG0avoEiGT5rHln3HOHftNjHJ6aQ4IckOyeYy1WWuO+C+PYM7xpU0F789cDFo4QH+0DSY0lU78pJ3d8p4d6VMrS6U/L4dH5iIqtxmGI2DptN/2kaWHLjAjnP3OHUrnpgkF8mWDBJTDauLOPN6N8zrRt99zN3oJ5y8cIfdx66z/eRdVh+9w5Tddxi/+wEjtt+jy7yTfNt9Nr9rHMlrvn2p6Ns/c4LNQiaYCvoOoIh7COf6YRQNMBHj594DE0H+ulFZcu+dKWgi5hn39SgTLO5oGZKplO8QctWaztt+QWx6+W0seQqY5ZMXl1k+dvdQ11ksu39GVuuOiLxYFDAiIpJjnkfAWM3GsT23e5Qr9x4YEzD582RuMDtz5+Zc6bJ8+20LXqneA69mQyn+00jeaRTFS2bjvbzZ4P5z84k0jvyV/osPMefIXXbdt3Iq2cb5NAdXrU4uWmxcSE7jSkIqp+88YdnGg4yZtoE+wXNo0jKEzysH0KhNL2av3s6KHceMUyzeeprpvx5ixLztjF9xkO6jFlGpeT/e9f6FijV/4u26bXivfgc+atyVRsFTaTd8GVM3XeBsrIML8U4TPnDPAtGJDmLTMrCYGEpNs/PkyVNsTgdpFgvpVpu5zUJyuoVdB47QPTiSn7sHU+PHbrxTuxPvBQ6g/pA1DFp3mwlH0pl5xk745vsEr71N47G7qWC+g1KBoRT0DzHxEZp5fk4R/3AK1o2kQMDQf/OfIubve2Pch5r5u8+PGWKEZ8rbIIzCvuPp+VFTrpUsijWvOy5zZ87T415GWS27f0ZW646IvFgUMCIikmOeR8DY8rhjxX3dfaK4FxavPNjMBrP7X/7jCxRgyO+qU6DBz+RqEs5b3mPJV3cw7w+YS4/ZFxg05xrBC64xcO4Zekzcy4Dpv9F7zE66RG4geOI+ghftYcnJu5yId3HbCXdMWDy0ZHA1xs6p26lsPHqLyat203LgKL6s35ovG3Tk97Vb8naV5nz0fWs+rdmBv9btSpvwmUzffoJFRy6y4OgZFh87z8qjVzn52MaV5AxO37Nz9Ho86w+cZ8y8VYybt5JN+49z/uZ97j9NJs3mxLw8yalJpNvtmK4h1ZVBeoaLZBM195PSWf/bOeq26c/7tTvynm8f3vTvz6t+wbzVZDi1wtbRZNw+fpp8iIDIrVRoPIySgSZY3OfDBERQOHBopoJ1Df/h/+Y/Hj72v8giYHI3HsLvK3dif7E/8aRwHlLzmWXjXg6G3SyLrJbdPyOrdUdEXiwKGBERyTHPI2BcuXI/uzQbyZlMzLgPK3Oz58nDsVLv8EUNH7OhHsybVUZTuNFwinQcyh/ajubDxkMpW7sPxSp1pHSlTpSr0o23awXxQZ1QflcrnLdrDOQj3wFUax1F97GLWHXoHJeeJHErIYU4UxQpJiriXHAzycqZRwkcufOURXvOMGHVfuauPczO43c4ezeV6FQTPg54YB5zz4gxAXL+QTILNx6gV8QU/lStIe9/UYOGbbvTceAQ+g2bwMCRkwkeOZFRM+Ywe/lytuzfTWxqAum4SLA5SHXYSHOmkexIIzUjg/uJDpZtPULw+JV87teFCpVaUr56F142n69UrT4UrdGTwlV7UOD7XhRzjzpmwiWvbxhe7tHGAkdkDo/8H+Mlq4BxzxOTKXOPjHlcXfdIZuGZSprn6fRJNR4WKoY9dz4cub0y48W9TNzX//fl9s/Kat0RkReLAkZERHLM8zmJP29mtKTnz4Ul37MNZqfZYHaf2G/Pk5v4fIWY8U5lfuc9iNw+o8zGfDh5AruTr15HsxHfksKNf6JY4xaUaPgLLzfuwGuNe/LBz6F80nIY1dtMJbD7HOp1nUjDrsNp0Wc44ePns3D1bi5cu0NicgIWh5UkRwpJznRSySDBRM1jm8uEhYkMp5M0l7nN6r6eQYqJnXirkz1HzzFq6nyCIicSOmomkxesZ/m2g5yJjsl8/FMTOLHGvXQnV2IT2XX6NJsPHeB+cjzx9nTiUlJ4HPeIh49vkmqJIzHVvZcGkoy7MXamLt5Kh8HT+bJpEBVrduKNuv1MqHWjeLXulHZPXuk9mNy1g/Hyi8QrYDj5Gowlv3vCy7oj/umAeeebUFa9/hGxxdzzvhQzy6UgGf926JjmgRGR7KOAERGRHPN8AubZHhj3Hhd3vDy7LQ+O3Hme7ZHJm4u7Rd6g/x/qUTagD4UDwiltNsDzmctc/n0oWr8vf2w7mpaz9zJu1232nrdy8JGLZU/SOBZt58JDJ7efukhId/Hw0VOuXb7IrYvniIt5QHzSU1wuaya7LQ1cTkyjmKjJwGazkpaWgsWSht1pJ91qMbc7SEpLI/ppPNFJqTy2OIizu6PGRI6JFfdJ+o+TnMRanMSZ4HliPHUHjcuVGUcpzlTsGRYePX7I1FmzCR0xik37DnLqRjSP0x0kmlhyDybgDplbj22MnrkR/7Zh1Okygr92iOD7/pP4tvdkPmo3klebhFPIOwivmv3wqjOAgnXDTOBFkD9wNPnqjqSguSwYMJJ8meFigiZwGLnqh5GrWbD5fQSF6kwkV2AEr9TowxtVBzL77So8LVAIqzsiTVS6l4F7WOu/L49/X17//2S17ojIi0UBIyIiOeb5BMx/zX1ujHuvjC1PEQ6W+hCfyk0o3CCUoj5jKB4wmqLNhvJdt3m0H7uXLktP0m3JUUKmmOsRq6gbPocm4QvpNW0LQ5cdZNKaQ/y6/wJXHqcQa2Im0USGzenEasLEYU0jw24xbGQ4wWkqxmm3Y7Om47C7A8dBhvmD3Wkjzdw32WYhweHk2qMnnLhyk2XrdxA5egajJy9gxPj5jJu2mEmzlzFtyWp2HD/D5UePSDTxYzHPke7e42OxZ54f4/1TR96vHEhAl1B6T1jIYvP+jt94aAIpnRhTMrceWLhw38ppE2AH4jLYk+gkauM1Gg5ZzVftZ1LRP4qS1UJ4xS+Kl9wTWPqFUaRuZOZElUXquc+JifqboZkTWxb3DqFczShKeUdQ2MROIZ+hFAjsi/dX9blY4uVnEflv0ZIzslp3ROTFooAREZEc8z8dMO5DyGIKFcBpNqyT8uZn8Wtf8LuqnSngN4r8fiMo5RvO583G8nufEIrX6kyeOm0pU60Tb3zTjTcr9+aV2t2p4NOTt/x68HG9nnzZtA/VfupP39GL2X3yOo9iE0lKTiUtNQWnCRNbWjKWdHOZGTJ2XEbG3+LFHTHugHG47KQ7HZy5doOVm7ay69BJDp25yu4j5zh89ibHzt/lzPnbzFu8lhYde1Gz4U/UatKCbmEj2H78IjfNa16PS+N8jJVZ288Q0Hscf2zSmw8bdqdSx0gC23WnQ9+BdOg5kK59wpj/63ZO309i/s4j/Bwyjq8b9+fdqu14vVIH3qzag9eq9OTVyj14vUYfyvn1o6x/EKX8gkzk9aOob7AJvSEUDoggn98Q8vkOp3yNEZQx31fhwMG8VDuUGn/5idUV3yIpv1dmvChgRCSnKWBERCTH/E8HjHsY36cF85HuHtLXKxcPC73KiHfqULFOD0r4DqVEneGU8o40G+UDeTXQbLQ36EkRn658GBBG0+5L6DlpLXP3XGbXtXgO30pmy5ErLF6/j0lzVjJmygJWb9rLlet3saSlk7nrJcNmosWCw3C5I8YdL4Y7Xtzc8WKxW0g3f0tMs3Dj7n1iEtMyD/lyzyHjHhQg0VwmW+BJEly6n8zEZdv5IqANb3zflI/9O/Npw97U6jyKViOWM2LtKRYcusfmqykceuxif3Qqu85fZNeJk2zcs59lazazbP12Zq/YwKzVWxm7eJWxgsm/bmLMovUMm7+BsJmrCZ62kh5j5xI4YAp/bB5qQqYbpb27U8KnD6XqD6Z4vXDy+EWQK3AaXgFDyVt/GHnqRvLVd23Y/PJnJObPl7n3JatlkN2yWndE5MWigBERkRzzL3MImYmX1Hx5sOTJz7XibzDww+p8VLkHpRpMJJfvMMo0GkvFekMoUbs7LzXoR8ORa1h1No2j91M4+ziRq08SuXg/ngt3YnmUaCEmPp2E9AwSTXgkpmXgynCf/mLPDBg3p8sEjM2aGS/mL5l7YDL3wuDEkeHA6rCTarGTlG5CxuIw7Fy//5RL0Y85fP4mJ6/Ec+ZWEldi0zgV62LE6tMmunrxUq0gXvILM3ExkDfrh1C5/XDqd4ui48BhzFq0lJNnz/IwLZWEjAwepVmJt2VkTqoZY95jdHIG99Lgrt3BPUcGt81bvZ4K18zfLpt6OhNrYd8DF0vOxNN/6RG+6DiWVwIGUKh2H/Ka1y3iHjrZd6r5vkaTq8lEStfowci3vyM2fzHS3aON5fCel7/Lat0RkReLAkZERHLM/3TAuE8izxzKN1c+LLmLkFDQBI1Xbm4XeY3gj/x4xz2EcsPh5G4QQeE6obzmF0F5EwZvtRhiNuBH8m3r4fy5aTDftgjlu5+CqNEyiD5jFjJl9V42HLrEpXsJxJhCSEm3Zx465rBbTMC4Q8bx3waM3Vx3n9CfYrNz9dZdlq3ZxJAREwiOHENQ2Gja9BhGo9aD8GvRj/aRc+k3Zx+ftRpP0RrBJrDGU8x/GPVHbGf1+VT2no9m5ZoNLJo9me2r5nD51q3ME/ofpbuITjFhEp3M/K0niJqzifG/HmHk2nMMX3WWiKVnCZp5mC5jd9AyYg2/DPmVH6OW02P2XkbviiZ8613qRKzn5UbDKRoQSf7aIRTzCSNf3emUN5cdf/89N0q8auIwv/l+s/jujb8fUpadcZPVuiMiLxYFjIiI5Jj/6YBxbzjbTLC4h/R15ipCkgmYxMLumfvzcqrMG/T+XU3+VKk9hUyk5KoXRUnv0ZTyGU7JuqG85NuPUt93p1y1XnxYP5hPGg2gUutQanYM58sfuvNV/Zb81LkfI6fMZu/BIyQmJmaetG+qxcj4TwGTeZmZMCZeXO7JKJ3EpaVy/Ox58/hj3Lz7hMdPLdx/lMzZyw9Yu+0w81btYMiUZTTrP5HPmoVRunpfXjLxUrh2GBXqBtNh1CrO3XcPoezCYUnBlhhDiiWD3ccuMnLWKobNXs8P/cbzTvU2vFalLaW/bU2ZOgMoWXMghb7tS4mqwZlKVh1AqWpBlK7WnULftKVkjd5UaBDFJ53m8dpPUyjRYAz5fMMp5NOHz6oE0e+jQK4WK0dKvr9NUpn72UhwWX3/7kPLnk00mj2yWndE5MWigBERkRzzP38IWR7SvAqb6wUyh1VOd29wez3bqLblzcXxl96m84c1ed2vXeYQwbnrjKFAnXEU9xlJBRMJ3/w8kp6TdrPgt/vsupXE/jsJ7L/7lN9MbBy8cY+tx86x9bcjnLl0mfj4eGzpFnen4LK7A8Z9Av/fwuU/BIz7P5YMe+aElOnueWOsNpIsJmwyIPPh5vHmoVhs5ne7k9h0J5di0ll3+jENBi6gfK2+FK/ei4p1evKHgM70Gz2XfSev8SAuldgkC3dMAC1YuZ0OQaNoHTyFn0Pn0WrkOr5oMyYzyoo1CKJYvWBKN4ikeN0wivgHU8R3QOZJ+6Xr9Kdk7QGUqBNGUe8hFPQZQlHfoRR1D6tcJ4I/ftuVkR96czdvRVx5C5JewARh8VxY8rqHSf7PQyX/PWCy8/yYrNYdEXmxKGBERCTH/I8fQmY8m6n/b7P1/297AtyTX94tUpxZFSvz1dedyeM7mFyNh1MoMIovfppG1LIzLDv6iJGrzzJq01mGrz7A8kMX2H31NqdiEriR5uCJiY00Ux2Ze19spjosVrCaYLGZInnWLYa5bn7cAePAjsN9sr/5o9U8LtncL84EzO2nqdyKs3E2OoXTN59wKTqW6w9ieOoectnp5LGJmbOPUwmevYYvf+nPh3Xb8rFvKz7zbk7Nxh2YMm8ddx6mk5xuni/ZwZWHiZx6lM6ee+lMPXKPb3pPoXSTPuRp2olCdQeZYHEPjxyOV70g8gcMpIR3BGX8BlHKbwiF/ceRp55hIqeId29e9Qni42+a8+srb3KjeDlsJgjd36V7zheLCUFXZrxk31wv/52s1h0RebEoYEREJMf8KwTMfycxr3uY5XzEFHyJVS//me+/+4mi9UIoW380bzWfRPnOE3ir6Ug+qBnGm5X7UbxSG8rX+pka9dvRpGVv2oaNYfmug5y6epOYpwmkp1lwWk2iWEzVOEy0uLvFfZHx94AxN5t0sbvsODMcWJwmNG7fY+2OA/Q0z9UuaBgtekbQsmcYv3QLomW3vgQNHcmes5e5a8nglmmky0mw93o8e67FsOHEHfZfvcfus9c5dOUu95LTSTOhE/04nuVb99Fy0Cj8+o7kzYY9KVy7I0Xq9iavf7AJtVHkDphIroYjydUojFz1h5DPbyx56o8w94milO9QctcfQ64fxlK8yQACP/NjX+k/c6f4S6TlLfosWNwBY+JFASMiz5sCRkREcsy/esC4cucnOZ8XTwrlIrlAfo6U/pDWf25ARb/evOwXxcvfhVO6cjDv14/Cp9MUOo9ezYBFOxm4YDNRCzczbvkWZq7ezuJ127h06y6JqWmZO12sNvccMM/Of8k8dMwEzN9axgQMJmDcB5JlkGqxcvTMOZas3cDCdZtYuH4bK3buZ/Nvp1m/9yjLNu9lwIgpNO0aRp+xvxK56Bhjlp9hwfoLrN51lSuPrdxJchFjYsk98thjRzrJdjvp5oXOP0qk44hZvFe/C1/3nkTF5kNMnAykoG8kuQJHmHAxGppwCXQfQhZOUe9R5AkwYVNvOLkaDKOACZnXavWly18ac6H4u6TkzU967gLYc+UGEy+uPM9GeFPAiMjzpoAREZEc8y8fMG5mYzy5QC5S3fLm4XLp1+jzUVX+9G073vMeQs/wbazeE83u6ESOP07h9J1U9sTa2Z/k5HYyPEx1kmCxk2Jx4HSfvO8+SCzDgsNlNYniMJ7Fyt8Dxn00mcOZgdNcsTldJJuISbRaibOmkeCw8dRhNTEC5iWIM7Vz/kEa4dM38lWjYN6q1pNP/AfyYZWWtOg12oTOJWJSnObxNiwZVlKdqaQ4ndxNSOXcUyurLjxlwsEHjD6RzBeDFlO4/iDyN+xHrsZ9yN2oN8X8e/OqiZRXawZTqk4kBf2HkKv+cAr6DeOz7zox/bUqxBR4lSSvPKQW+ffvK8MrF1Z3wJh4eXZ+iztesj6RP7tlte6IyItFASMiIjnmXz1gModZNhvg7o3yzNn6TcRY8nlxu3A5Zr7xB3o168ugBZuoPmw2lTuPp3r9UL727cGnddvj134AI2etZN3O41y/E8vTOBMPKSmkpSeQZokj1ZKGI8OdMyZjMsPmWcS4L90B43A8u7Q6HaSYeEmyJpNoTyE1I52nVvd5L/DYxNHWw5eZsGQPg6ZupX7vWbzv051PG3dnxZHr3Iy3kuYeMMDhJDUujnPHjjL/1w2MXrSOut2j+PiHAbzfYhgVfxpBAb9gijYeQp76vcgd2IMigf0p5TOY0nWGUtB3OLkbjqCkXxgfVu5DwBctWFXuW57mK4sjb26cJljcgx64JwN1c1/PnF/HXD4bYez57H1xy2rdEZEXiwJGRERyzL96wDhz5Te8MueKSTPxkpIvL47cRU3U5CU1X25OlHqf3l/U5o2ATuRtPIKivmN402cIn5uI+SagI5Wb9sL75350GzCBiOGzGT95LjPmzGPzjq08iEvIPI/fauLFfViZw/y3O2ec2Ey42HEfYeY0f3CY/0q3W7G63CwkWZJIcthJcbpINZETm+YgOtHJIzscvZ9KyLz1NAwZy+pTV3lsNfexmWdMs5NmAur88Yv8uucMUzadwrvPVF7y7ktxnxBK1I+ikG8oBXzCKOAfRVGfCIr7jsTLdyK5fCaRx2cYRXyCqPXnDvT70IfjJd8hOX8h4gvlxuZl4uRvoecexS01/7PLf4+Xv+2V+d++25yS1bojIi8WBYyIiOSYf/WAsebJj8UrX+ZehZhi7lG18uA0tzndG+1mAz3dKy9xXq+y/uVvqPV5IB817s8PkWvpO/MwA5edZsjqy4xee40hcw4zdMZeft1xhaOXY7gRk0KCzWXiBRKtJlBMrdhNuDix4MhINdGSjnuEZaczA5vN/M3hwGq3GRYTMXYsJl7S7CZKbOa6+Vtiunk+VzrxGWlE2ywcf5zKfRMusRaHiR8X9x/HcfT0DVZvOcLwpQfw7TWVir5BFK8TQiHvSPLWDKOYbyRl648if50oilcPN38bQcEmUyndYDRVqnSl3+99WPr6JzzKXx67+dzJJlQs5nuxmOvu0MvIZS5NqLjnfXH8h3lf3PFiM/d7XhGT1bojIi8WBYyIiOQYTziEzL2nJd3LREvuPGCiJblgLpLyeWHLVQJHfrOhbjbYbbm9SCxclk3v/YXglj2p8nMIZer0poRvKCWrDaJspf68VbUflX+Oov+4X1mx+wxXopOJSXaR6oJ098z7WE3ApOJyJWFzpmI3cWOxO0hJS8NhIuXZ4WSuZ7dZzOOsrszzZexOkz7OZOKtj3hqv8vd5PvMXr2VvmEj6B8cyeAhI/m5XS++9W/Oe5XqU+H7FpSv1pmSVXtTpGYIReqOpFjdEZQ1AVOgShBFAiJ5OTDUvP8evF2rE/W+bsrcN74gpuDL2M3nd3t2Ur5X5qFjmXPn5Cpofi9puG//j3JnHnrnvk92zvXy38lq3RGRF4sCRkREcsy/fMD8t3KbDfkCZsM8d+YeGnfIWPN4cbnoS8x/630afl6H8l+25zUTCa/UjqJkzcHmsjtvVvuB2j92InzkYn47fY/7aRZScJh0SSY1PRacFmxW85u5TLWnEZfwxMSLDZspmhQ7xKZkcOF2EsfP3Sc6JoW4ZAtJtjSSM1JNwMQSawLo1J3bLNm4hTlL17Nt3zn2nLjHrrNPmb/9Iq1GL6Fat9FU6zKFr7rM5tUfx5LPO4TSdaN4yTvKhEsU79XpSd2/+jPrnT9zp0g5bF55Mw+jcwdd1t/Fv46s1h0RebEoYEREJMd4dsC4D5XKQ2q+XCQV/PseBi8suYpzr+CrXCz2Fjte/pAZtQKZMXYGM9YdZfyqM8zacJONJ1K5/8RCcnwKGe7p9ZPiweKe6NKJ3T1FjM09ljI8uvmQbWt2cmz/eW7eSGL1xrMMHb+BH9oE8VPbvgwZPY0Zi1ay//Q54jNchp04E0NPXS5uWy1cs9pZffEKw7fuJmTTTgZv3cfQtbuZtOcsiy4mEbLzDp8FLSa/Xygl6g6nXO0+BFT2YeHr3/Moz8cm0MqT7lWIFPceFHfAZPEd/KvJat0RkReLAkZERHKMpweM+7yOtLy5iC/kPtTMfchUPqOgeb+FIZ8XmLB5au5zulR5Vnxfk+BGLRgVPJnda85z4Hg8M+bvoUePoWzZsJ/HT5JIzIAnpl0eGDHGtaRENh45zqpdB5m4cD2/9IzC+4c+1KjflZoNe1C3ZTDdIuYyZ/MZjt5zcuiWle2nEpi18ip9Jmyjdt/JvNqwMyXr/sIrDVvzUkBzPqo0gM+rRPDXehF81LAnr1cPwKeKD+Gf1WL1a59zrWRJkvMXNkHmhd1ES5r7EDFz6Y6153ky/j8rq3VHRF4sChgREckxnh4wmaNvGfY8ebDmyYcrM2DyZO6Nce+xsJv7OAu699LkJr1AUW6XeJm1FV9n/F//xKrg6WyZtZntGw9z6UEK19MyuG6BMw+cbDt5l9W/HePIjWhuJqUR58zgqd1BnMPJ/eQU9h66zMhJy+k/fD5Nug7l+0a9+Lx2W/5UtSVf+HXlgwb9qBm8gM/7zKZsk2GU9B9GicoRlP0yklerDOCvVXrx88c/MLpCVQ6U/oRor5Kke3llzt3iPmfFZqIlrfCzmfQzP6P5TMn5CmR+ziy/h38hWa07IvJiUcCIiEiO8fSAcW/gu0fdenbCujtevDJH4soccrlAHmy5C2Te5h5i2L0Xwz0ZZlJ+EzR5C/C4+EucKPESx76rzNyaPqwMGsrEgZPp2CKCSnW7UNHvR/7Sqgc/ho9h1bGzPHG53Kf4Y8VOXHI6DxIs3ErJ4PC9ZLZfesTuCw/Zf+oeS7Zeod+C87QZu52a7Ubzl2rtqPHlz7T44id6fvYDAz//E0vfeo9bhV/HkauceX/FM8/lsZk4sZiIsefxyjyvx5U5kpib+RwmzuILmPu4R1/L4nv4V5LVuiMiLxYFjIiI5BhPDhiHCZWnhUyo5P97xPw7916MzMOuzOXfPTv8yh0AJhJy5+WReWyygZcJn8JleeJVltOlKrL+9TcZ+9FXtP+4Ls0+8KbJn/wZ23cYj67eIS3+CRm2ZFKiE7h55gEnj0dz7nIsx08/4ej+Gywet4LeTfvS4rvWtPy9L4Pfq8SSNz/lSNmKPCxYlHQTKZmjiLnfn2Fz7z0y79MdYskmrJLz5TcxU9goZN6nmzvAnoXZs5HH/tfP+a8oq3VHRF4sChgREckxnhwwrly5Sc3rPuwqd2YQ/MdoydwT4/7dhMHff3eHgPsQM3cIWLzy4Mqbn4w8XiZgnu3xsGbOaJ+bDMPmVYCYPOWILvImZ0u+x56X3ufQH79mzxffsPMb4w9fsv53X7Liw++Y/sbnzHnrc1a++UfWVHiPI6++xe1CpXhUuCRPCxQj2TyXI2/eZwFlpJvnd5qQwf2+zPuz5vv3Q8Wefa48mee7uFny5iE1v/u9PftsOgdGRDyBAkZERHKMZx9C5j68yh0mz05ud5/zkjkDvTtC3KHybye9u3/Pm8mZ+9m8KO75U1wmWDIy55MxAZE5JLMJmcw9He5Dzkw0mPu4J4pMcz93bhNEufJD7iJGYTBh4TKPsxjuc1cs5jndv7vnqXE/v3vvkDtIMJzu292vaS7d/v6e3Z/B/Zhnl89eP/O9/u2x7vBKLpCLuMLPDn3zhHhxy2rdEZEXiwJGRERyjMefxC//crJad0TkxaKAERGRHKOAkeyW1bojIi8WBYyIiOQYBYxkt6zWHRF5sShgREQkx/wjASPyf6KAERE3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOQYBYyIiGQ3BYyIiOSYyuVqZ0aMiIhIdmlR9lsFjIiIiIiIeBAFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiIiIeAwFjIiIiMj/O0p+0pHKTYZ5vIC2Ewgdt9bjjZ29jT2HL3u80xfv8q/yo4ARERGPow20fy3aQNOPfvTzPH8UMCIi8j/OvfGoH/3oJ3t+EpLS/lOceaI1205mGcyepnv4kiz/AcPTfOodkuX/f/+PUMCIiMj/NPfGyj/yow20fy3aQBOR50oBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiIiHkMBIyIiIiI5odxfulG5ybD/Z7ToPYvQcWv/n7F0/RH2HL7scRQwIiIi/wdfBg7JcmPGU2W1IeOphk7ZmOUGjqc6ffEu+tGPfv77HwWMiIj8S3BvvOlHP/r5f+vn0ZPE/xRpnmzuygNZhrSnatJlapb/yPGvTgEjIiL/EtwbB/+qP4dP3fhPGzKeLKsNGU/Vf/jKLDdwPNWn3iFZ/u9DRP4DBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIiIiHgMBYyIiIjI/9fOHYPoHMdxHF+NRqONSRZlMCiLTGw2FpISg0VKYrGILLeQlBgMZJEFZWBBKd2iJEUxYBBZTldXkl9C/tz7vL71Wp/l/v/n+byXAzIEDAAAkCFgAACADAEDAABkCBgAACBDwAAAABkCBgAAyBAwAABAhoABAAAyBAwAAJAhYAAAgAwBAwAAZAgYAAAgQ8AAAAAZAgYAAMgQMAAAQIaAAQAAMgQMAACQIWAAAIAMAQMAAPystVuOzG3cfuKvOHr62ncEDAAA/9xovE5h6+4zw1E8hZmLt+Zu35v9K169fjf3v5yAAQCWpOVr9g4H7BR2Hjw7HLBTuHz9/nDATuHjp88Lk9G5r/foyfPh8zKF0TsgYADgF6zccHA4YKdw4Nil4Y/3FG7ceTwcD3/avYdPFyaQc9/e6HmZwtWbD4bvwBT2HL4wfLensGLd/uF31pIkYABYTE6duzkcHT8y+/TlwgRy7uu9ff9h+LxM4fyVu8MBO4Xt+2aGA3YKy1btGr6n8E8JGAAWk/kxuJjv2Ys3343XqczH3GjATmHzjpPDAfunrd92fPh3B/hpAgaAxeR3/rvN6k2Hhp8FwBIkYAAAgAwBAwAAZAgYAAAgQ8AAAAAZAgYAAMgQMAAAQIaAAQAAMgQMAACQIWAAAIAMAQMAAGQIGAAAIEPAAAAAGQIGAADIEDAAAECGgAEAADIEDAAAkCFgAACADAEDAABkCBgAACBDwAAAABkCBgAAyBAwAABAhoABAAAyBAwAAJAhYAAAgAwBAwAAZAgYAAAgQ8AAAAAZAgYAAMgQMAAAQIaAAQAAMgQMAACQIWAAAIAMAQMAAGQIGAAAIEPAAAAAGQIGAADIEDAAAECGgAEAADIEDAAAkCFgAACADAEDAABkCBgAACBDwAAAABkCBgAAyBAwAABAhoABAAAyBAwAAJAhYAAAgAwBAwAAZAgYAAAgQ8AAAAAZAgYAAMgQMAAAQIaAAQAAMgQMAACQIWAAAIAMAQMAAGQIGAAAIEPAAAAAGQIGAADIEDAAAECGgAEAADIEDAAAkCFgAACADAEDAABkCBgAACBDwAAAABkCBgAAyBAwAABAhoABAAAyBAwAAJAhYAAAgAwBAwAAZAgYAAAgQ8AAAAAZAgYAAMgQMAAAQIaAAQAAMgQMAACQIWAAAIAMAQMAAGQIGAAAIEPAAAAAGQIGAADIEDAAAECGgAEAADIEDAAAkCFgAACADAEDAABkCBgAACBDwAAAABkCBgAAyBAwAABAhoABAAAyBAwAAJAhYAAAgAwBAwAAZAgYAAAgQ8AAAAAZAgYAAMgQMAAAQIaAAQAAMgQMAACQIWAAAIAMAQMAAGQIGAAAIEPAAAAAGQIGAADIEDAAAECGgAEAADIEDAAAkCFgAACADAEDAABkCBgAACBDwAAAABkCBgAAyBAwAABAhoABAAAyBAwAAJAhYAAAgAwBAwAAZAgYAAAgQ8AAAAAZAgYAAMgQMAAAQIaAAQAAMgQMAACQIWAAAIAMAQMAAGQIGAAAIEPAAAAAGQIGAADIEDAAAECGgAEAADIEDAAAkCFgAACADAEDAABkCBgAACBDwAAAABkCBgAAyBAwAABAhoABAAAyBAwAAJAhYAAAgAwBAwAAZAgYAAAgQ8AAAAAZAgYAAMgQMAAAQIaAAQAAMgQMAACQIWAAAIAMAQMAAGQIGAAAIEPAAAAAGQIGAADIEDAAAECGgAEAADIEDAAAkCFgAACADAEDAABkCBgAACBDwAAAABkCBgAAyBAwAABAhoABAAAyBAwAAJAhYAAAgAwBAwAAZAgYAAAgQ8AAAAAZAgYAAMgQMAAAQIaAAQAAMgQMAACQIWAAAIAMAQMAAGQIGAAAIEPAAAAAGQIGAADIEDAAAECGgAEAADIEDAAAkCFgAACADAEDAABkCBgAACBDwAAAABkCBgAAyBAwAABAhoABAAAyBAwAAJAhYAAAgAwBAwAAZAgYAAAgQ8AAAAAZAgYAAMgQMAAAQIaAAQAAMgQMAACQIWAAAIAMAQMAAGQIGAAAIEPAAAAAGQIGAADIEDAAAECGgAEAADIEDAAAkCFgAACADAEDAABkCBgAACBDwAAAABkCBgAAyBAwAABAhoABAAAyBAwAAJAhYAAAgAwBAwAAZAgYAAAgQ8AAAAAZAgYAAMgQMAAAQIaAAQAAMgQMAACQIWAAAIAMAQMAAGQIGAAAIEPAAAAAGQIGAADIEDAAAECGgAEAADIEDAAAkCFgAACADAEDAABkCBgAACBDwAAAABkCBgAAyBAwAABAhoABAAAyBAwAAJAhYAAAgAwBAwAAZAgYAAAgQ8AAAAAZAgYAAMgQMAAAQIaAAQAAMgQMAACQIWAAAIAMAQMAAGQIGAAAIEPAAAAAGQIGAADIEDAAAECGgAEAADIEDAAAkCFgAACADAEDAABkCBgAACBDwAAAABkCBgAAyBAwAABAhoABAAAyBAwAAJAhYAAAgAwBAwAAZAgYAAAgQ8AAAAAZAgYAAMgQMAAAQIaAAQAAMgQMAACQIWAAAIAMAQMAAGQIGAAAIEPAAAAAGQIGAADIEDAAAECGgAEAADIEDAAAkCFgAACADAEDAABkCBgAACBDwAAAABkCBgAAyBAwAABAhoABAAAyBAwAAJAhYAAAgAwBAwAAZAgYAAAgQ/7L5c4AAAEvSURBVMAAAAAZAgYAAMgQMAAAQIaAAQAAMgQMAACQIWAAAIAMAQMAAGQIGAAAIEPAAAAAGQIGAADIEDAAAECGgAEAADIEDAAAkCFgAACADAEDAABkCBgAACBDwAAAABkCBgAAyBAwAABAhoABAAAyBAwAAJAhYAAAgAwBAwAAZAgYAAAgQ8AAAAAZAgYAAMgQMAAAQIaAAQAAMgQMAACQIWAAAIAMAQMAAGQIGAAAIEPAAAAAGQIGAADIEDAAAECGgAEAADIEDAAAkCFgAACADAEDAABkCBgAACBDwAAAABkCBgAAyBAwAABAhoABAAAyBAwAAJAhYAAAgAwBAwAAZAgYAAAgQ8AAAAAZAgYAAMgQMAAAQIaAAQAAMgQMAACQIWAAAIAMAQMAADTsnPsCmORKRfwzIfAAAAAASUVORK5CYII=" 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					<div class="stl_01" style="top: 3.5164em; left:33.1917em;"><span class="stl_07" style="word-spacing:0em;">DEPÓSITO LEGAL ZU2020000153 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.6764em; left:29.5717em;"><span class="stl_08 stl_09" style="font-style:italic; word-spacing:0.08em;">Esta publicación científica en formato digital &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8164em; left:33.0717em;"><span class="stl_08 stl_09" style="font-style:italic; word-spacing:0.07em;">es continuidad de la revista impresa &nbsp;</span></div>
					<div class="stl_01" style="top: 6.9564em; left:41.6358em;"><span class="stl_10" style="font-weight:bold; word-spacing:0.02em;">ISSN 0041-8811 &nbsp;</span></div>
					<div class="stl_01" style="top: 8.0964em; left:40.6358em;"><span class="stl_10" style="font-weight:bold; word-spacing:0.02em;">E-ISSN 2665-0428 &nbsp;</span></div>
					<div class="stl_01" style="top: 11.2065em; left:13.1442em;"><span class="stl_11">Revista &nbsp;</span></div>
					<div class="stl_01" style="top: 14.9081em; left:17.2658em;"><span class="stl_11" style="word-spacing:0em;">de la &nbsp;</span></div>
					<div class="stl_01" style="top: 18.6081em; left:5.802em;"><span class="stl_11">Universidad &nbsp;</span></div>
					<div class="stl_01" style="top: 22.2906em; left:10.7242em;"><span class="stl_11" style="word-spacing:0em;">del Zulia &nbsp;</span></div>
					<div class="stl_01" style="top: 26.0079em; left:14.1858em;"><span class="stl_12" style="word-spacing:-0.01em;">Fundada en 1947 &nbsp;</span></div>
					<div class="stl_01" style="top: 27.4279em; left:4.482em;"><span class="stl_12" style="word-spacing:-0.01em;">por el Dr. Jesús Enrique Lossada &nbsp;</span></div>
					<div class="stl_01" style="top: 34.9908em; left:25.99em;"><span class="stl_13">Ciencias &nbsp;</span></div>
					<div class="stl_01" style="top: 38.1125em; left:25.99em;"><span class="stl_13">Sociales &nbsp;</span></div>
					<div class="stl_01" style="top: 41.2325em; left:25.99em;"><span class="stl_13 stl_09" style="word-spacing:0.05em;">y Arte &nbsp;</span></div>
					<div class="stl_01" style="top: 55.6102em; left:25.99em;"><span class="stl_14 stl_09" style="word-spacing:0.03em;">Año 15</span><span class="stl_14 stl_09" style="word-spacing:0.34em;">&nbsp;N°</span><span class="stl_14 stl_09" style="word-spacing:0.01em;">&nbsp;44 &nbsp;</span></div>
					<div class="stl_01" style="top: 58.3425em; left:25.99em;"><span class="stl_15 stl_09" style="word-spacing:0.09em;">Septiembre - Diciembre 2024 &nbsp;</span></div>
					<div class="stl_01" style="top: 60.1025em; left:25.99em;"><span class="stl_15" style="word-spacing:0.01em;">Tercera Época &nbsp;</span></div>
					<div class="stl_01" style="top: 61.8425em; left:25.99em;"><span class="stl_15">Maracaibo-Venezuela &nbsp;</span></div>
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					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8855em; left:4.72em;"><span class="stl_24" style="word-spacing:0.09em;">Impactos de la corrupción en</span><span class="stl_24" style="word-spacing:0.09em;">&nbsp;el sector</span><span class="stl_24" style="word-spacing:0.08em;">&nbsp;educativo: Estrategias</span><span class="stl_24" style="word-spacing:0.08em;">&nbsp;educativas &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6255em; left:4.72em;"><span class="stl_24" style="word-spacing:-0.05em;">para prevenir prácticas corruptas &nbsp;</span></div>
					<div class="stl_01" style="top: 10.8581em; left:33.7799em;"><span class="stl_25 stl_09" style="word-spacing:0.06em;">Oscar Tarrillo Saldaña* &nbsp;</span></div>
					<div class="stl_01" style="top: 12.4281em; left:30.4099em;"><span class="stl_25 stl_09" style="word-spacing:0.04em;">Carlos Alberto Botero Chica** &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0081em; left:31.15em;"><span class="stl_25 stl_09" style="word-spacing:0.04em;">Sol Beatriz Vélez Escobar*** &nbsp;</span></div>
					<div class="stl_01" style="top: 15.5781em; left:28.95em;"><span class="stl_25 stl_09" style="word-spacing:0.05em;">María Cruz Villagrán Pinzón**** &nbsp;</span></div>
					<div class="stl_01" style="top: 18.4849em; left:39.75em;"><span class="stl_26 stl_21">RESUME<span class="stl_09">N &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.3349em; left:4.72em;"><span class="stl_27 stl_21" style="word-spacing:0.02em;">La corrupción en el sector educativo abarca una variedad de práctic<span class="stl_09">as que socavan tanto la &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.8149em; left:4.72em;"><span class="stl_27" style="word-spacing:0.1em;">calidad como la equidad de</span><span class="stl_27" style="word-spacing:0.1em;">&nbsp;la</span><span class="stl_27" style="word-spacing:0.11em;">&nbsp;educación a nivel global.</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;El propósito de este estudio</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;fue &nbsp;</span></div>
					<div class="stl_01" style="top: 23.2849em; left:4.72em;"><span class="stl_27" style="word-spacing:0.23em;">examinar la corrupción en el sector educativo y proponer estrategias integradas para &nbsp;</span></div>
					<div class="stl_01" style="top: 24.7649em; left:4.72em;"><span class="stl_27" style="word-spacing:0.11em;">mejorar la</span><span class="stl_27" style="word-spacing:0.1em;">&nbsp;calidad de la educación y prevenir prácticas corruptas</span><span class="stl_26" style="word-spacing:0.11em;">. Se</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;utilizó</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;información &nbsp;</span></div>
					<div class="stl_01" style="top: 26.2449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.5em;">documental recopilada de informes de organizaciones internacionales, ministerios, &nbsp;</span></div>
					<div class="stl_01" style="top: 27.7149em; left:4.72em;"><span class="stl_26" style="word-spacing:0.3em;">universidades y departamentos de colegios. Se obtuvieron resultados cuantitativos y &nbsp;</span></div>
					<div class="stl_01" style="top: 29.1949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.06em;">cualitativos con el enfoque de interpretación, que</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;permite</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;comprender</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;situación</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;actual &nbsp;</span></div>
					<div class="stl_01" style="top: 30.6749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.09em;">de corrupción e</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;identificar los tipos de delitos más comunes en los</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;niveles de</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;educación &nbsp;</span></div>
					<div class="stl_01" style="top: 32.1449em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.03em;">primaria, secundaria y superior. Se formularon estrategias para reducir la corrupción, cerrar &nbsp;</span></div>
					<div class="stl_01" style="top: 33.6249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.05em;">brechas de cobertura, reducir</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;las</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;desigualdades</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;en</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;calidad</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;la educación</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;y mejorar</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 35.0949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.1em;">acceso a la educación. Se concluye que la corrupción educativa</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;en América Latina es</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 36.5749em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.04em;">obstáculo para el desarrollo y la calidad de la educación y afecta negativamente la educación &nbsp;</span></div>
					<div class="stl_01" style="top: 38.0549em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">y el crecimiento. &nbsp;</span></div>
					<div class="stl_01" style="top: 40.0249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.47em;">PALABRAS CLAVE: Calidad de la educación, Corrupción, Educación, Estrategias &nbsp;</span></div>
					<div class="stl_01" style="top: 41.4449em; left:4.72em;"><span class="stl_26 stl_21">educativas<span class="stl_09">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.4175em; left:4.72em;"><a href="https://orcid.org/0000-0003-2097-4235" target="_blank"><span class="stl_23">*</span></a></div>
					<div class="stl_01" style="top: 52.4175em; left:5.17em;"><a href="https://orcid.org/0000-0003-2097-4235" target="_blank"><span class="stl_23 stl_09" style="word-spacing:0.52em;">Doctor en Gestión Pública y Gob</span></a><span class="stl_23 stl_21" style="word-spacing:0.47em;">ernabil<span class="stl_09">i</span></span><a href="mailto:Tarrillososcar@gmail.com" target="_blank"><span class="stl_23 stl_09" style="word-spacing:0.51em;">dad por la Universidad </span></a><span class="stl_23 stl_09" style="word-spacing:0.54em;">César Vallejo, Perú. ORCID: &nbsp;</span></div>
					<div class="stl_01" style="top: 53.4576em; left:4.72em;"><a href="https://orcid.org/0000-0003-2097-4235" target="_blank"><span class="stl_28 stl_21" style="word-spacing:0.17em;">https://orcid.org/0000-0003-20<span class="stl_09">97-4235</span></span></a><span class="stl_23 stl_09" style="word-spacing:0.23em;">. E-mail:</span><a href="mailto:Tarrillososcar@gmail.com" target="_blank"><span class="stl_23 stl_21" style="word-spacing:-0.04em;">&nbsp;Tarrillososcar@gmai<span class="stl_09">l.com &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 55.0076em; left:4.72em;"><a href="https://orcid.org/0000-0002-7474-514X" target="_blank"><span class="stl_23">*</span></a></div>
					<div class="stl_01" style="top: 55.0076em; left:5.17em;"><a href="https://orcid.org/0000-0002-7474-514X" target="_blank"><span class="stl_23 stl_09" style="word-spacing:0.81em;">*Doctor en Ciencias Pedagógicas </span></a><span class="stl_23 stl_09" style="word-spacing:0.77em;">por </span><a href="mailto:cabotero78@hotmail.com" target="_blank"><span class="stl_23 stl_09" style="word-spacing:0.8em;">la Universidad Pinar </span></a><span class="stl_23 stl_09" style="word-spacing:0.81em;">del Río, Colombia. ORCID: &nbsp;</span></div>
					<div class="stl_01" style="top: 56.0476em; left:4.72em;"><a href="https://orcid.org/0000-0002-7474-514X" target="_blank"><span class="stl_28 stl_21" style="word-spacing:-0.04em;">https://orcid.org/0000-0002-74<span class="stl_09">74-514X</span></span></a><span class="stl_23 stl_21" style="word-spacing:-0.04em;">. E-mail:<span class="stl_09">&nbsp;</span></span><a href="mailto:cabotero78@hotmail.com" target="_blank"><span class="stl_23 stl_21" style="word-spacing:-0.04em;">cabotero78@hotmail<span class="stl_09">.com &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 57.5875em; left:4.72em;"><a href="https://orcid.org/0000-0002-4146-6435" target="_blank"><span class="stl_23">*</span></a></div>
					<div class="stl_01" style="top: 57.5875em; left:5.17em;"><a href="https://orcid.org/0000-0002-4146-6435" target="_blank"><span class="stl_23 stl_09" style="word-spacing:0.29em;">**Magister en Dirección y Administ</span></a><span class="stl_23 stl_09" style="word-spacing:0.27em;">ración </span><a href="mailto:Tatin4813@gmail.com" target="_blank"><span class="stl_23 stl_09" style="word-spacing:0.26em;">de Empresas de la U</span></a><span class="stl_23 stl_09" style="word-spacing:0.31em;">niversidad Rioja, Colombia. ORCID: &nbsp;</span></div>
					<div class="stl_01" style="top: 58.6276em; left:4.72em;"><a href="https://orcid.org/0000-0002-4146-6435" target="_blank"><span class="stl_28 stl_21" style="word-spacing:-0.04em;">https://orcid.org/0000-0002-41<span class="stl_09">46-6435</span></span></a><span class="stl_23 stl_21" style="word-spacing:-0.04em;">. E-mail:<span class="stl_09">&nbsp;</span></span><a href="mailto:Tatin4813@gmail.com" target="_blank"><span class="stl_23 stl_21" style="word-spacing:-0.04em;">Tatin4813@gmail.<span class="stl_09">com &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 60.1675em; left:4.72em;"><span class="stl_23">*</span></div>
					<div class="stl_01" style="top: 60.1675em; left:5.17em;"><span class="stl_23 stl_09" style="word-spacing:0.3em;">***Doctorado en Administración, Maestra en Finanzas, Especialista en Finanzas. Asesora</span><span class="stl_23 stl_09" style="word-spacing:0.3em;">&nbsp;Financiera &nbsp;</span></div>
					<div class="stl_01" style="top: 61.2076em; left:4.72em;"><a href="https://orcid.org/0000-0003-2973-6006" target="_blank"><span class="stl_23 stl_09" style="word-spacing:1.06em;">certificada por la Asociación M</span></a><span class="stl_23 stl_21" style="word-spacing:1em;">exica<span class="stl_09">n</span></span><a href="mailto:maria.villagran@unach.mx" target="_blank"><span class="stl_23 stl_09" style="word-spacing:1.05em;">a de Intermediarios </span></a><span class="stl_23 stl_09" style="word-spacing:1.09em;">Bursátiles, México. ORCID: &nbsp;</span></div>
					<div class="stl_01" style="top: 62.2476em; left:4.72em;"><a href="https://orcid.org/0000-0003-2973-6006" target="_blank"><span class="stl_28 stl_21" style="word-spacing:-0.04em;">https://orcid.org/0000-0003-2<span class="stl_09">973-6006</span></span></a><a href="https://orcid.org/0000-0003-2973-6006" target="_blank"><span class="stl_23 stl_09" style="word-spacing:-0.03em;">. </span></a><span class="stl_23 stl_09" style="word-spacing:0.02em;">E-mail: </span><a href="mailto:maria.villagran@unach.mx" target="_blank"><span class="stl_23 stl_21" style="word-spacing:-0.04em;">maria.villagran@una<span class="stl_09">ch.mx &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 63.8049em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.07em;">Recibido: 19/03/2024 &nbsp;</span></div>
					<div class="stl_01" style="top: 63.8049em; left:35.25em;"><span class="stl_26" style="word-spacing:-0.07em;">Aceptado: 15/05/2024 &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">00 &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
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src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxkAAARhCAYAAABONUjdAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA8tSURBVHhe7dmxSURBAEXRDS3F0NDQYgVLEEwswRKsZFd/8DvQh8I9B14HMzCXuQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD/xdf9sSczS+zhvPgAAEu3l2PvZpbY6xEad+flBwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADgL9xut88vAAByjnfg+/kkhN8lMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDBzHK636/X6YWZmZma5PZ9PQvhdfjIAAJr8ZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGMyIDAKBJZDAjMgAAmkQGM8fhejzO2JOZmZmZ5fZwPgkBAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8855em; left:4.72em;"><span class="stl_24" style="word-spacing:0.08em;">Impacts of Corruption in the Educational Sector: Educational Strategies &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6255em; left:4.72em;"><span class="stl_24" style="word-spacing:-0.05em;">to Prevent Corrupt Practices &nbsp;</span></div>
					<div class="stl_01" style="top: 10.5249em; left:39.51em;"><span class="stl_26 stl_21">ABSTRA<span class="stl_09">CT &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.3749em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.02em;">Corruption in the education sector encompasses a variety of practices that undermine both &nbsp;</span></div>
					<div class="stl_01" style="top: 13.8549em; left:4.72em;"><span class="stl_26" style="word-spacing:0.12em;">the quality and</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;equity of education</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;globally.</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;The purpose of this study was to</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;examine &nbsp;</span></div>
					<div class="stl_01" style="top: 15.3249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.02em;">corruption in the education sector and propose integrated strategies to improve the quality &nbsp;</span></div>
					<div class="stl_01" style="top: 16.8049em; left:4.72em;"><span class="stl_26" style="word-spacing:0.27em;">of education and prevent corrupt practices. Documentary information collected from &nbsp;</span></div>
					<div class="stl_01" style="top: 18.2849em; left:4.72em;"><span class="stl_26" style="word-spacing:0.07em;">reports from</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;international</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;organizations, ministries,</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;universities and</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;college</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;departments &nbsp;</span></div>
					<div class="stl_01" style="top: 19.7549em; left:4.72em;"><span class="stl_26" style="word-spacing:0.24em;">was used. Quantitative and qualitative results were obtained with the interpretation &nbsp;</span></div>
					<div class="stl_01" style="top: 21.2349em; left:4.72em;"><span class="stl_26" style="word-spacing:0.02em;">approach, which</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;allows</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;us to</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;understand</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;the</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;current situation of corruption</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;and</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;identify &nbsp;</span></div>
					<div class="stl_01" style="top: 22.7149em; left:4.72em;"><span class="stl_26" style="word-spacing:0.08em;">the most</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;common</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;types</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;of crimes at the primary, secondary and higher education</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;levels. &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1849em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.03em;">Strategies were formulated to reduce corruption, close coverage gaps, reduce inequalities in &nbsp;</span></div>
					<div class="stl_01" style="top: 25.6649em; left:4.72em;"><span class="stl_26" style="word-spacing:0.03em;">the quality of</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;educati<span class="stl_09">on</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;and</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;improve</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;access</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;to</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;education.</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;It is</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;conclud<span class="stl_09">ed</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;that</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;education<span class="stl_09">al &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.1449em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.03em;">corruption in Latin America is an obstacle to the development and quality of education and &nbsp;</span></div>
					<div class="stl_01" style="top: 28.6149em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.06em;">negatively affects education and growth. &nbsp;</span></div>
					<div class="stl_01" style="top: 30.5949em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.06em;">KEYWORDS: Quality of education, Corruption, Education, Educational strategies. &nbsp;</span></div>
					<div class="stl_01" style="top: 36.2681em; left:4.72em;"><span class="stl_25 stl_21">Introducció<span class="stl_09">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.4249em; left:7.67em;"><span class="stl_26">El &nbsp;</span></div>
					<div class="stl_01" style="top: 38.4249em; left:10.82em;"><span class="stl_26 stl_21">flagel<span class="stl_09">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.4249em; left:15.95em;"><span class="stl_26">de &nbsp;</span></div>
					<div class="stl_01" style="top: 38.4249em; left:19.22em;"><span class="stl_26">la &nbsp;</span></div>
					<div class="stl_01" style="top: 38.4249em; left:22.2299em;"><span class="stl_26 stl_21">corrupció<span class="stl_09">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.4249em; left:29.31em;"><span class="stl_26">ha &nbsp;</span></div>
					<div class="stl_01" style="top: 38.4249em; left:32.4799em;"><span class="stl_26 stl_21">permead<span class="stl_09">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.4249em; left:39.05em;"><span class="stl_26 stl_21">todo<span class="stl_09">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.4249em; left:43.6299em;"><span class="stl_26">los &nbsp;</span></div>
					<div class="stl_01" style="top: 40.2749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.62em;">niveles del gobierno latinoamericano y</span><span class="stl_26" style="word-spacing:0.74em;">&nbsp;todos los sectores</span><span class="stl_26" style="word-spacing:0.62em;">&nbsp;públicos,</span><span class="stl_26" style="word-spacing:0.73em;">&nbsp;privados, &nbsp;</span></div>
					<div class="stl_01" style="top: 42.1149em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.08em;">educativos y</span><span class="stl_26" style="word-spacing:-0.08em;">&nbsp;sociales.</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;La educación es una de</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;las piedras angulares</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;sociedad. Un</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;país &nbsp;</span></div>
					<div class="stl_01" style="top: 43.9649em; left:4.72em;"><span class="stl_26" style="word-spacing:0.02em;">sin educación no</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;tiene futuro.</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;Los países</span><span class="stl_26 stl_21" style="word-spacing:0.04em;">&nbsp;desarrolla<span class="stl_09">dos</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;tienen</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;sistemas</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;educativos</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;eficaces &nbsp;</span></div>
					<div class="stl_01" style="top: 45.8049em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.04em;">cuyos resultados dependen de la calidad y la rendición de cuentas. Los países interesados en &nbsp;</span></div>
					<div class="stl_01" style="top: 47.6449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.16em;">la educación buscan lograr un desarrollo económico y sostenible impartiendo</span><span class="stl_26" style="word-spacing:0.16em;">&nbsp;valores</span><span class="stl_26" style="word-spacing:0.17em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 49.4949em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.06em;">conocimientos técnicos y científicos. &nbsp;</span></div>
					<div class="stl_01" style="top: 51.3449em; left:7.67em;"><span class="stl_31" style="word-spacing:0.09em;">La educación transforma vidas</span><span class="stl_31" style="word-spacing:0.09em;">&nbsp;y</span><span class="stl_31" style="word-spacing:0.1em;">&nbsp;está en el centro de la misión de la UNESCO</span><span class="stl_31" style="word-spacing:0.1em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 53.1849em; left:4.72em;"><span class="stl_31" style="word-spacing:0.12em;">construir la paz, erradicar la pobreza e impulsar el desarrollo sostenible.</span><span class="stl_31" style="word-spacing:0.14em;">&nbsp;Es</span><span class="stl_31" style="word-spacing:0.13em;">&nbsp;un</span><span class="stl_31" style="word-spacing:0.12em;">&nbsp;derecho &nbsp;</span></div>
					<div class="stl_01" style="top: 55.0349em; left:4.72em;"><span class="stl_31" style="word-spacing:-0.01em;">humano para todos durante toda la vida. En tal sentido, el tema“el impactode la corrupción &nbsp;</span></div>
					<div class="stl_01" style="top: 56.8749em; left:4.72em;"><span class="stl_31" style="word-spacing:0.52em;">en el sector educativo: Estrategias educativas para prevenir</span><span class="stl_31" style="word-spacing:0.43em;">&nbsp;la</span><span class="stl_31" style="word-spacing:0.5em;">&nbsp;corrupción”</span><span class="stl_31" style="word-spacing:0.52em;">&nbsp;está &nbsp;</span></div>
					<div class="stl_01" style="top: 58.7249em; left:4.72em;"><span class="stl_31" style="word-spacing:0em;">relacionadoprincipalmente con el Objetivo de Desarrollo Sostenible (ODS) 16: Paz, Justicia &nbsp;</span></div>
					<div class="stl_01" style="top: 60.5749em; left:4.72em;"><span class="stl_31" style="word-spacing:0.45em;">e Instituciones Sólidas. Este objetivo</span><span class="stl_31" style="word-spacing:0.34em;">&nbsp;tiene</span><span class="stl_31" style="word-spacing:0.44em;">&nbsp;como objetivo</span><span class="stl_31" style="word-spacing:0.35em;">&nbsp;promover una</span><span class="stl_31" style="word-spacing:0.44em;">&nbsp;sociedad &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">01 &nbsp;</span></div>
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				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxkAAARhCAYAAABONUjdAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA2zSURBVHhe7dexDcAgEATBD10KISW4W5dASGfAB7RgyTIz0pZwwQUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwFbNkt6Qjqnv4AABvGk/WJR1Ry6Nx7fEDAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAP0QsERjz6vWHwSMAAAAASUVORK5CYII=" alt="" class="stl_32" />
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					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8849em; left:4.72em;"><span class="stl_31" style="word-spacing:0.08em;">pacífica e</span><span class="stl_31" style="word-spacing:0.07em;">&nbsp;inclusiva</span><span class="stl_31" style="word-spacing:0.19em;">&nbsp;garantizando el</span><span class="stl_31" style="word-spacing:0.09em;">&nbsp;acceso</span><span class="stl_31" style="word-spacing:0.2em;">&nbsp;a la justicia para todos y</span><span class="stl_31" style="word-spacing:0.1em;">&nbsp;el</span><span class="stl_31" style="word-spacing:0.17em;">&nbsp;establecimiento &nbsp;</span></div>
					<div class="stl_01" style="top: 7.7249em; left:4.72em;"><span class="stl_31 stl_21" style="word-spacing:-0.04em;">deinstituciones eficaces, responsables e inclus<span class="stl_33">ivasentodos los niveles. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.5749em; left:7.67em;"><span class="stl_26" style="word-spacing:-0.04em;">El sector educativo es propenso a la corrupción porque se le asigna una gran cantidad &nbsp;</span></div>
					<div class="stl_01" style="top: 11.4149em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.01em;">de fondos y los elementos corruptos utilizan diversos medios en tod<span class="stl_09">o el sistema: educación &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.2649em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.02em;">primaria, educación secundaria y educación superior para secuestrar los fondos asignados a &nbsp;</span></div>
					<div class="stl_01" style="top: 15.1049em; left:4.72em;"><span class="stl_26" style="word-spacing:0.03em;">la educación</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;en</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;los presupuestos estatales y educativos.</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;La</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;corrupción</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;en</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;educación</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;no &nbsp;</span></div>
					<div class="stl_01" style="top: 16.9549em; left:4.72em;"><span class="stl_26" style="word-spacing:0.27em;">sólo tiene consecuencias económicas, sino que también exacerba la desigualdad y la &nbsp;</span></div>
					<div class="stl_01" style="top: 18.7949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.09em;">inequidad. Hernández y Gerardo (2021) señalan que, en 311 casos,</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;corrupción afectó</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.22em;">niños y jóvenes, estudiantes y grupos socioeconómicos desfavorecidos. En todos estos &nbsp;</span></div>
					<div class="stl_01" style="top: 22.4949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.08em;">países, la</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;corrupción</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;exacerbó la desigualdad y actuó</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;como un obstáculo para</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;mejorar</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 24.3349em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">calidad de vida de los grupos desfavorecidos. &nbsp;</span></div>
					<div class="stl_01" style="top: 26.1849em; left:7.67em;"><span class="stl_26" style="word-spacing:0.38em;">Entender el vínculo entre educación y corrupción es un asunto complejo y &nbsp;</span></div>
					<div class="stl_01" style="top: 28.0249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.05em;">multifacética que</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;tiene importantes</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;implicaciones para la sociedad de</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;todo</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;el mundo.</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;La &nbsp;</span></div>
					<div class="stl_01" style="top: 29.8749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.25em;">educación, como herramienta básica para el desarrollo humano, tiene el potencial de &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7249em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.01em;">moldear no sólo los conocimientos y habilidades de un individuo, sino <span class="stl_09">también sus valores, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.5649em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">ética y orientación moral &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4149em; left:7.67em;"><span class="stl_26" style="word-spacing:0.25em;">La educación es un derecho humano y por su importancia está incluida en el &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2549em; left:4.72em;"><span class="stl_26" style="word-spacing:0.05em;">contenido central</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;Agenda</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;2030</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;para el Desarrollo Sostenible. El sector</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;educativo</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 39.0949em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.01em;">considera un sector crítico ya que puede crear cambios estructurales desde cero. Según una &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.21em;">investigación de la UNESCO, América Latina es considerada una de las regiones más &nbsp;</span></div>
					<div class="stl_01" style="top: 42.7949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.02em;">desiguales del</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;mundo</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;en</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;términos de</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;acceso a</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;educación,</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;una</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;barrera</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;para la</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;educación &nbsp;</span></div>
					<div class="stl_01" style="top: 44.6349em; left:4.72em;"><span class="stl_26" style="word-spacing:0.04em;">para todos, y</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;la situación ha empeorado</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;debido a</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;la pandemia de Covid-19.</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;Al</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;respecto,</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 46.4849em; left:4.72em;"><span class="stl_26" style="word-spacing:0.19em;">estudio de la Comisión Económica de América Latina ([CEPAL], 2021) afirmó que "la &nbsp;</span></div>
					<div class="stl_01" style="top: 48.3249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.08em;">epidemia no</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;sólo ha</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;destruido</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;empleo,</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;sino</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;que</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;también</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;ha interrumpido</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;educación</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 50.1749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.13em;">formación de</span><span class="stl_26" style="word-spacing:0.13em;">&nbsp;los jóvenes, generando grandes obstáculos para</span><span class="stl_26" style="word-spacing:0.15em;">&nbsp;que encuentren su</span><span class="stl_26" style="word-spacing:0.15em;">&nbsp;primer &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">empleo o cambien de empleo". &nbsp;</span></div>
					<div class="stl_01" style="top: 53.8649em; left:7.67em;"><span class="stl_31 stl_21" style="word-spacing:0.03em;">La corrupc<span class="stl_09">ión</span></span><span class="stl_31 stl_21" style="word-spacing:0.02em;">&nbsp;sigu<span class="stl_09">e</span></span><span class="stl_31" style="word-spacing:0.03em;">&nbsp;siendo</span><span class="stl_31" style="word-spacing:0.01em;">&nbsp;un</span><span class="stl_31" style="word-spacing:0.01em;">&nbsp;problema grave</span><span class="stl_31" style="word-spacing:0.01em;">&nbsp;para</span><span class="stl_31" style="word-spacing:0.01em;">&nbsp;los ciudadanos</span><span class="stl_31" style="word-spacing:0.01em;">&nbsp;de</span><span class="stl_31" style="word-spacing:0.02em;">&nbsp;la</span><span class="stl_31" style="word-spacing:0.01em;">&nbsp;UE:</span><span class="stl_31" style="word-spacing:0.03em;">&nbsp;el</span><span class="stl_31" style="word-spacing:0.02em;">&nbsp;68% &nbsp;</span></div>
					<div class="stl_01" style="top: 55.7149em; left:4.72em;"><span class="stl_31" style="word-spacing:-0.04em;">cree que la corrupción todavía está muy extendida en su país. Las instituciones públicas son &nbsp;</span></div>
					<div class="stl_01" style="top: 57.5549em; left:4.72em;"><span class="stl_31" style="word-spacing:0.05em;">una preocupación, ya que</span><span class="stl_31" style="word-spacing:0.07em;">&nbsp;el</span><span class="stl_31" style="word-spacing:0.05em;">&nbsp;74%</span><span class="stl_31" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_31" style="word-spacing:0.06em;">&nbsp;los</span><span class="stl_31" style="word-spacing:0.05em;">&nbsp;encuestados</span><span class="stl_31" style="word-spacing:0.06em;">&nbsp;cree</span><span class="stl_31" style="word-spacing:0.07em;">&nbsp;cada</span><span class="stl_31" style="word-spacing:0.06em;">&nbsp;vez más que la</span><span class="stl_31" style="word-spacing:0.05em;">&nbsp;corrupción &nbsp;</span></div>
					<div class="stl_01" style="top: 59.4049em; left:4.72em;"><span class="stl_31" style="word-spacing:0.34em;">está generalizada, seguidas por los partidos políticos (58%) y los políticos locales, &nbsp;</span></div>
					<div class="stl_01" style="top: 61.2449em; left:4.72em;"><span class="stl_31" style="word-spacing:-0.03em;">regionales y nacionales (55%). Al mismo tiempo, los europeos se muestran pesimistas sobre &nbsp;</span></div>
					<div class="stl_01" style="top: 63.0949em; left:4.72em;"><span class="stl_31" style="word-spacing:-0.05em;">las medidas adoptadas a nivel nacional. (Maine, 2022) &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">02 &nbsp;</span></div>
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			<div class="stl_03">
				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxkAAARhCAYAAABONUjdAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA2zSURBVHhe7dexDcAgEATBD10KISW4W5dASGfAB7RgyTIz0pZwwQUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwFbNkt6Qjqnv4AABvGk/WJR1Ry6Nx7fEDAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAP0QsERjz6vWHwSMAAAAASUVORK5CYII=" alt="" class="stl_32" />
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			<div class="stl_view">
				<div class="stl_18 stl_19">
					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8849em; left:7.67em;"><span class="stl_26" style="word-spacing:0.66em;">Paz-Maldonado et al. (2021) informan que la epidemia ha demostrado &nbsp;</span></div>
					<div class="stl_01" style="top: 7.7249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.03em;">contundentemente la fragilidad del sistema de educación pública hondureño. La mayoría de &nbsp;</span></div>
					<div class="stl_01" style="top: 9.5749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.03em;">los centros</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;de formación están completamente abandonados.</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;Según el</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;informe impacto</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 11.4149em; left:4.72em;"><span class="stl_26" style="word-spacing:0.13em;">la pandemia Covid-19 en el sistema</span><span class="stl_26" style="word-spacing:0.15em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;educación pública</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;hondureño. Las</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;desigualdades &nbsp;</span></div>
					<div class="stl_01" style="top: 13.2649em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.04em;">existentes se han normalizado, por lo que los desastres en el desarrollo social de Honduras a &nbsp;</span></div>
					<div class="stl_01" style="top: 15.1049em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">menudo no son una sorpresa. &nbsp;</span></div>
					<div class="stl_01" style="top: 16.9549em; left:7.67em;"><span class="stl_26" style="word-spacing:0.04em;">Galvis-Ciro y</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;Hincapié-Vélez</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;(2023) señalan</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;que</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;los</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;departamentos</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;más</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;corruptos &nbsp;</span></div>
					<div class="stl_01" style="top: 18.7949em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.01em;">de Colombia tienden a tener mayores presupuestos destinados a la edu<span class="stl_09">cación. Esta política &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.6449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.29em;">tiene la intención de asignar altas partidas presupuestales a los departamentos más &nbsp;</span></div>
					<div class="stl_01" style="top: 22.4949em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.01em;">desiguales. No obstante, los corruptos se aprovechan estas partidas pre<span class="stl_09">supuestales a través &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.3349em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.01em;">de soborno<span class="stl_09">s,</span></span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;malversació<span class="stl_09">n,</span></span><span class="stl_26 stl_21" style="word-spacing:0.01em;">&nbsp;contrataci<span class="stl_09">ón</span></span><span class="stl_26 stl_21" style="word-spacing:0.01em;">&nbsp;indebid<span class="stl_09">a</span></span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;y desviación de</span><span class="stl_26 stl_21" style="word-spacing:0.01em;">&nbsp;dineros<span class="stl_09">.</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;Tal</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;es</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;el</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;caso</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 26.1849em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">los departamentos de Chocó, Putumayo, Sucre, Caquetá y Córdoba. &nbsp;</span></div>
					<div class="stl_01" style="top: 28.0249em; left:7.67em;"><span class="stl_26" style="word-spacing:0.05em;">Por otro</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;lado,</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;Valencia (2020)</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;cree que</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;lo mismo aplica para Colombia.</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;"Según</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 29.8749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.02em;">datos de</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;Fiscalía General,</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;se han</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;registra<span class="stl_09">do</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;un</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;total</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;de 3.966 casos</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;corrupció<span class="stl_09">n,</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;entre &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.01em;">ellos entrega</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;u</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;oferta</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;soborno<span class="stl_09">,</span></span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;detención</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;agentes<span class="stl_09">,</span></span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;malversaci<span class="stl_09">ón</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;fondo<span class="stl_09">s</span></span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;estatales</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 33.5649em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">extorsión. La Fiscalía General también aplicó 6.163 sanciones disciplinarias. &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4149em; left:7.67em;"><span class="stl_26" style="word-spacing:0.09em;">Una razón común de la falta de</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;motivación de los</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;estudiantes para aprender es</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2549em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.02em;">falta d<span class="stl_09">e</span></span><span class="stl_26" style="word-spacing:-0.01em;">&nbsp;instituciones</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;educativ<span class="stl_09">as</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;en la</span><span class="stl_26 stl_21" style="word-spacing:0.01em;">&nbsp;ciudad<span class="stl_09">.</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;Las</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;malas condiciones eco<span class="stl_09">nómicas</span></span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;familiare<span class="stl_09">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 39.0949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.05em;">hacen difícil enviar a</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;los</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;niños mayores a la</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;escuela</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;después</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;de que</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;los estudiantes</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;hayan &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.33em;">terminado la escuela primaria o secundaria en otras ciudades debido a la falta de &nbsp;</span></div>
					<div class="stl_01" style="top: 42.7949em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.02em;">instalaciones educativas;</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;en</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;otros casos,</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;van</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;a</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;educación supe<span class="stl_09">rior</span></span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;para</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;alcanzar</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;un</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;nivel &nbsp;</span></div>
					<div class="stl_01" style="top: 44.6349em; left:4.72em;"><span class="stl_26" style="word-spacing:0.16em;">de posgrado superior o a recibir becas o apoyos para poder</span><span class="stl_26" style="word-spacing:0.16em;">&nbsp;realizar sus estudios en</span><span class="stl_26" style="word-spacing:0.17em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 46.4849em; left:4.72em;"><span class="stl_26 stl_21">extranjer<span class="stl_09">o. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.3249em; left:6.5em;"><span class="stl_26" style="word-spacing:0.52em;">La brecha de desigualdad en educación es generalizada en América Latina, &nbsp;</span></div>
					<div class="stl_01" style="top: 50.1749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.23em;">especialmente en términos de cobertura, calidad y desarrollo tecnológico. Uno de los &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.02em;">objetivos de este estudio es describir cómo la corrupción afecta esta desigualdad. En el caso &nbsp;</span></div>
					<div class="stl_01" style="top: 53.8649em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.03em;">de Colombi<span class="stl_09">a,</span></span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;las</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;políticas</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;nacionales de</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;sus</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;programas educa<span class="stl_09">tivos</span></span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;son</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;excepcional<span class="stl_09">es,</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;pero &nbsp;</span></div>
					<div class="stl_01" style="top: 55.7149em; left:4.72em;"><span class="stl_26" style="word-spacing:0.13em;">los indicadores de</span><span class="stl_26" style="word-spacing:0.13em;">&nbsp;calidad siguen siendo desafiantes. Como señalan Burgos et al.</span><span class="stl_26" style="word-spacing:0.13em;">&nbsp;(2021) &nbsp;</span></div>
					<div class="stl_01" style="top: 57.5549em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">Colombia está realizando esfuerzos año tras año para fortalecer sus instituciones educativas &nbsp;</span></div>
					<div class="stl_01" style="top: 59.4049em; left:4.72em;"><span class="stl_26" style="word-spacing:0.06em;">y mejorar la gobernanza</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;con</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;un enfoque en</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;reducir las</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;desigualdades multifacéticas,</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;pero &nbsp;</span></div>
					<div class="stl_01" style="top: 61.2449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.7em;">persisten desafíos importantes con respecto a los indicadores de "contexto", &nbsp;</span></div>
					<div class="stl_01" style="top: 63.0949em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.07em;">"oportunidades" y "resultados". &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">03 &nbsp;</span></div>
				</div>
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		<div class="stl_16">
			<div class="stl_03">
				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxkAAARhCAYAAABONUjdAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA2zSURBVHhe7dexDcAgEATBD10KISW4W5dASGfAB7RgyTIz0pZwwQUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwFbNkt6Qjqnv4AABvGk/WJR1Ry6Nx7fEDAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAP0QsERjz6vWHwSMAAAAASUVORK5CYII=" alt="" class="stl_32" />
			</div>
			<div class="stl_view">
				<div class="stl_18 stl_19">
					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8849em; left:7.67em;"><span class="stl_26 stl_21" style="word-spacing:0.01em;">En un informe sobre desigualdad en la región de Rodríguez y Viala<span class="stl_09">&nbsp;(2020), explican: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 7.7249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.26em;">América Latina enfrenta importantes desafíos en áreas de desarrollo regional que no &nbsp;</span></div>
					<div class="stl_01" style="top: 9.5749em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">cumplen con los mejores estándares del mundo. &nbsp;</span></div>
					<div class="stl_01" style="top: 11.4149em; left:7.67em;"><span class="stl_26" style="word-spacing:0.06em;">En América Latina, miles</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;niños que</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;viven en</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;zonas rurales apenas completan</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 13.2649em; left:4.72em;"><span class="stl_26" style="word-spacing:0.28em;">educación primaria porque no hay escuelas en sus ciudades que ofrezcan educación &nbsp;</span></div>
					<div class="stl_01" style="top: 15.1049em; left:4.72em;"><span class="stl_26" style="word-spacing:0.05em;">secundaria. Al</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;respecto,</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;existe una</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;diferencia</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;de más de 20 puntos porcentuales entre</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 16.9549em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.03em;">tasas netas de matrícula entre estudiantes urbanos y rurales y estudiantes de zonas remotas &nbsp;</span></div>
					<div class="stl_01" style="top: 18.7949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.24em;">en educación primaria, secundaria y postsecundaria. A nivel mundial, todavía existen &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6449em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">diferencias significativas en los resultados educativos entre las zonas rurales y urbanas. &nbsp;</span></div>
					<div class="stl_01" style="top: 22.4949em; left:7.67em;"><span class="stl_26" style="word-spacing:-0.02em;">De los estudiantes que lograron terminar la secundaria, no todos tuvieron acceso a la &nbsp;</span></div>
					<div class="stl_01" style="top: 24.3349em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.03em;">educación superior, ya que las universidades estaban ubicadas en otras ciudades alejadas de &nbsp;</span></div>
					<div class="stl_01" style="top: 26.1849em; left:4.72em;"><span class="stl_26" style="word-spacing:0.23em;">sus municipios. De Zubiría (2018) cita a Fernández (basado en datos del sistema de &nbsp;</span></div>
					<div class="stl_01" style="top: 28.0249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.01em;">información del</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;Minister<span class="stl_09">io</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_26 stl_21" style="word-spacing:0.01em;">&nbsp;Educaci<span class="stl_09">ón</span></span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;de</span><span class="stl_26" style="word-spacing:-0.01em;">&nbsp;Colombia):</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;Por</span><span class="stl_26" style="word-spacing:0em;">&nbsp;cada</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;100</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;jóvene<span class="stl_09">s</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;en</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;Colombi<span class="stl_09">a, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.8749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.06em;">52 están</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;matriculados en</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;educación</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;superior (técnica,</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;técnica o universitaria). De esas</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;52 &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.01em;">personas, 30</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;fueron a</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;universidad,</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;15 a</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;escuelas</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;secundarias públicas,</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;15 a</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;universidad<span class="stl_09">es &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.5649em; left:4.72em;"><span class="stl_26" style="word-spacing:0.26em;">privadas, 8 se graduaron de universidades públicas, 8 se graduaron de universidades &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4149em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">privadas, 5 encontrarán trabajo y solo 1 se jubilará. &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2549em; left:7.67em;"><span class="stl_26" style="word-spacing:-0.04em;">FasterCapital (2024) establece que la corrupción en la educación no sólo obstaculiza &nbsp;</span></div>
					<div class="stl_01" style="top: 39.0949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.2em;">la calidad de la instrucción, sino que también puede limitar el acceso a la</span><span class="stl_26" style="word-spacing:0.19em;">&nbsp;educación, &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.02em;">particularmente para las</span><span class="stl_26 stl_21" style="word-spacing:0.04em;">&nbsp;comunidad<span class="stl_09">es</span></span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;marginada<span class="stl_09">s.</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;El IPC</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;puede</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;arrojar luz</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;sobre</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;cómo</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 42.7949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.24em;">corrupción afecta a diferentes grupos, destacando las disparidades en el acceso y las &nbsp;</span></div>
					<div class="stl_01" style="top: 44.6349em; left:4.72em;"><span class="stl_26" style="word-spacing:0.04em;">oportunidades. También FasterCapital (2024) afirma</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;que el</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;acceso a</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;educación</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;es</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;otro &nbsp;</span></div>
					<div class="stl_01" style="top: 46.4849em; left:4.72em;"><span class="stl_26" style="word-spacing:0.25em;">factor relacionado con la corrupción. La corrupción está profundamente arraigada en &nbsp;</span></div>
					<div class="stl_01" style="top: 48.3249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.46em;">sociedades donde la educación está distribuida de manera desigual o donde las &nbsp;</span></div>
					<div class="stl_01" style="top: 50.1749em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">oportunidades educativas dependen del soborno o el nepotismo. Quienes pueden permitirse &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.1em;">una educación de</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;calidad a menudo lo hacen, mientras que a</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;otros se les niegan</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;buenas &nbsp;</span></div>
					<div class="stl_01" style="top: 53.8649em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.08em;">oportunidades educativas. &nbsp;</span></div>
					<div class="stl_01" style="top: 55.7149em; left:7.67em;"><span class="stl_26" style="word-spacing:-0.05em;">Otra inequidad que enfrenta el sistema educativo es la calidad, uno de los indicadores &nbsp;</span></div>
					<div class="stl_01" style="top: 57.5549em; left:4.72em;"><span class="stl_26" style="word-spacing:0.01em;">de calidad</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;educación se</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;basa</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;en</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;las</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;pruebas Sabre</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;Pro,</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;estas</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;pruebas pueden</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;mostrar &nbsp;</span></div>
					<div class="stl_01" style="top: 59.4049em; left:4.72em;"><span class="stl_26" style="word-spacing:0.3em;">brechas de calidad. entre la educación. Según Corredor (2019), los factores sociales &nbsp;</span></div>
					<div class="stl_01" style="top: 61.2449em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.04em;">asociados a los resultados de calidad en la educación secundaria son más relevantes en áreas &nbsp;</span></div>
					<div class="stl_01" style="top: 63.0949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.16em;">donde hay progreso en los puntajes de las pruebas académicas y estas áreas apoyan la &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">04 &nbsp;</span></div>
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				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxkAAARhCAYAAABONUjdAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABCaSURBVHhe7dnBiRswAETRPaaUHFNCOkwThi0h4MuW4BJSib1RwCV42MB/D6YDCfTRGwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPC/+Px+9tPMEvvxvPgAAEuP97MPM0vs9wmNb8/LDwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwBd7PB7vZx9mZmZmltuv55MQXuscrj+fAADk/AuN55MQXktkAAA0iQxmRAYAQJPIYEZkAAA0iQxmRAYAQJPIYEZkAAA0iQxmRAYAQJPIYEZkAAA0iQxmRAYAQJPIYEZkAAA0iQxmRAYAQJPIYEZkAAA0iQxmRAYAQJPIYEZkAAA0iQxmRAYAQJPIYEZkAAA0iQxmRAYAQJPIYEZkAAA0iQxmRAYAQJPIYEZkAAA0iQxmRAYAQJPIYEZkAAA0iQxmRAYAQJPIYEZkAAA0iQxmRAYAQJPIYEZkAAA0iQxmRAYAQJPIYEZkAAA0iQxmzuG63u/3m5mZmZnldnk+CeG1/GQAADT5yWBGZAAANIkMZkQGAECTyGBGZAAANIkMZkQGAECTyGBGZAAANIkMZkQGAECTyGBGZAAANIkMZkQGAECTyGBGZAAANIkMZkQGAECTyGBGZAAANIkMZkQGAECTyGBGZAAANIkMZkQGAECTyGBGZAAANIkMZkQGAECTyGBGZAAANIkMZkQGAECTyGBGZAAANIkMZkQGAECTyGBGZAAANIkMZkQGAECTyGBGZAAANIkMZkQGAECTyGBGZAAANIkMZkQGAECTyGBGZAAANIkMZkQGAECTyGDmHK7r2c3MzMzMcrs8n4TwWudw+ckAAAg670A/GWyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBzDlc1/v9fjMzMzOz3C7PJyG8lp8MAIAmPxnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMnMN1PbuZmZmZWW6X55MQXuscLj8ZAABB5x3oJ4MNkQEA0CQymBEZAABNIoMZkQEA0CQymBEZAABNIoMZkQEA0CQymBEZAABNIoMZkQEA0CQymBEZAABNIoMZkQEA0CQymBEZAABNIoMZkQEA0CQymBEZAABNIoMZkQEA0CQymBEZAABNIoMZkQEA0CQymBEZAABNIoMZkQEA0CQymBEZAABNIoMZkQEA0CQymBEZAABNIoMZkQEA0CQymBEZAABNIoMZkQEA0CQymBEZAABNIoMZkQEA0CQymBEZAABNIoMZkQEA0CQymBEZAABNIgMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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alt="" class="stl_34" />
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				<div class="stl_18 stl_19">
					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8849em; left:4.72em;"><span class="stl_26" style="word-spacing:0.23em;">educación secundaria. Los estudiantes obtienen la educación superior, las becas y las &nbsp;</span></div>
					<div class="stl_01" style="top: 7.7249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">ayudas que necesitan para continuar. proceso de formación oportunidad. &nbsp;</span></div>
					<div class="stl_01" style="top: 9.5749em; left:7.67em;"><span class="stl_26" style="word-spacing:-0.01em;">FasterCapital (2024) considera que la calidad de la educación que ofrece la sociedad &nbsp;</span></div>
					<div class="stl_01" style="top: 11.4149em; left:4.72em;"><span class="stl_26" style="word-spacing:0.08em;">puede afectar significativamente</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;el número de casos</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;de corrupción. Cuando los</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;sistemas &nbsp;</span></div>
					<div class="stl_01" style="top: 13.2649em; left:4.72em;"><span class="stl_26" style="word-spacing:0.2em;">educativos son inadecuados, carecen de fondos suficientes o carecen de transparencia, &nbsp;</span></div>
					<div class="stl_01" style="top: 15.1049em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.03em;">pueden favorecer a pobl<span class="stl_09">aciones</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;con</span><span class="stl_26" style="word-spacing:-0.01em;">&nbsp;oportunidades</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;limitada<span class="stl_09">s.</span></span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;Esto puede</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;llevar</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;a</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;creer</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 16.9549em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.03em;">la corrupc<span class="stl_09">ión</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;es</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;un</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;medi<span class="stl_09">o</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;para</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;superar barreras</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;y</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;accede<span class="stl_09">r</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;a</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;servicio<span class="stl_09">s</span></span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;básicos.</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;Por</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;ejemplo<span class="stl_09">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.7949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.12em;">en países donde</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;las escuelas están mal equipadas</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;o</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;los maestros están mal pagados,</span><span class="stl_26" style="word-spacing:0.13em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.01em;">estudiantes pueden</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;crecer con creencias</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;más</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;bajas</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;sobre</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;el valor</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;de la</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;educación</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;y es</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;más &nbsp;</span></div>
					<div class="stl_01" style="top: 22.4949em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">probable que adopten prácticas corruptas para tener éxito. &nbsp;</span></div>
					<div class="stl_01" style="top: 24.3349em; left:7.67em;"><span class="stl_26" style="word-spacing:0.08em;">Otra brecha que refleja</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;la desigualdad en</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;los sistemas educativos</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;latinoamericanos &nbsp;</span></div>
					<div class="stl_01" style="top: 26.1849em; left:4.72em;"><span class="stl_26" style="word-spacing:0.04em;">debido a la</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;pandemia</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;de Covid-19 está relacionada con el desarrollo de</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;tecnología.</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;Una &nbsp;</span></div>
					<div class="stl_01" style="top: 28.0249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.02em;">buena conexión en el</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;aprendizaje</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;virtual</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;requiere</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;un buen acceso</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;a la red.</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;Tomando</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;como &nbsp;</span></div>
					<div class="stl_01" style="top: 29.8749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.16em;">ejemplo a América Latina, se puede establecer</span><span class="stl_26" style="word-spacing:0.18em;">&nbsp;que el número de</span><span class="stl_26" style="word-spacing:0.15em;">&nbsp;hogares conectados</span><span class="stl_26" style="word-spacing:0.18em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">Internet en los países latinoamericanos aún es insuficiente. &nbsp;</span></div>
					<div class="stl_01" style="top: 33.5649em; left:7.67em;"><span class="stl_26" style="word-spacing:-0.04em;">Hay brechas tecnológicas: algunas familias no tienen computadoras, otras solo tienen &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4149em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.04em;">radios y televisores. Los adultos no saben utilizar una computadora y es difícil explicar a los &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2549em; left:4.72em;"><span class="stl_26" style="word-spacing:0.09em;">jóvenes que no hay Internet en casa, por lo que tienen que visitar a</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;vecinos</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;o</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;familiares. &nbsp;</span></div>
					<div class="stl_01" style="top: 39.0949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.06em;">Continúan las</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;anomalías tecnológicas</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;de la conectividad Antoninis (2020) señala que,</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.11em;">mayo de 2020, según el</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;Banco</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;Interamericano de Desarrollo, 7</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;de 26 países de la</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;región &nbsp;</span></div>
					<div class="stl_01" style="top: 42.7949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.14em;">contaban con plataformas de</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;aprendizaje.</span><span class="stl_26" style="word-spacing:0.15em;">&nbsp;A mayo de 2020, 7 de 26 países de la</span><span class="stl_26" style="word-spacing:0.14em;">&nbsp;región &nbsp;</span></div>
					<div class="stl_01" style="top: 44.6349em; left:4.72em;"><span class="stl_26" style="word-spacing:0.26em;">contaban con plataformas de aprendizaje, 22 proporcionaban contenidos digitales, 13 &nbsp;</span></div>
					<div class="stl_01" style="top: 46.4849em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.04em;">utilizaban contenidos</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;de</span><span class="stl_26 stl_21" style="word-spacing:0.01em;">&nbsp;libro<span class="stl_09">s</span></span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;de</span><span class="stl_26 stl_21" style="word-spacing:0.01em;">&nbsp;text<span class="stl_09">o</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;y</span><span class="stl_26 stl_21" style="word-spacing:0em;">&nbsp;rede<span class="stl_09">s</span></span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;sociales<span class="stl_09">,</span></span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;y</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;20</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;impartí<span class="stl_09">an</span></span><span class="stl_26 stl_21" style="word-spacing:0.01em;">&nbsp;educación<span class="stl_09">&nbsp;a</span></span><span class="stl_26 stl_21" style="word-spacing:0.01em;">&nbsp;travé<span class="stl_09">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.3249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">de programas de radio o televisión. &nbsp;</span></div>
					<div class="stl_01" style="top: 50.1749em; left:7.6799em;"><span class="stl_26" style="word-spacing:0.14em;">El propósito de este</span><span class="stl_26" style="word-spacing:0.15em;">&nbsp;estudio fue </span><span class="stl_27" style="word-spacing:0.13em;">examinar la</span><span class="stl_27" style="word-spacing:0.14em;">&nbsp;corrupción en el</span><span class="stl_27" style="word-spacing:0.14em;">&nbsp;sector educativo</span><span class="stl_27" style="word-spacing:0.16em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0249em; left:4.72em;"><span class="stl_27" style="word-spacing:-0.02em;">proponer estrategias integradas para mejorar la calidad de la educación y prevenir prácticas &nbsp;</span></div>
					<div class="stl_01" style="top: 53.8649em; left:4.72em;"><span class="stl_27 stl_21">corruptas<span class="stl_09">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.7081em; left:6.22em;"><span class="stl_25">1</span></div>
					<div class="stl_01" style="top: 56.7081em; left:6.62em;"><span class="stl_25 stl_09" style="word-spacing:0.53em;">. Marco</span><span class="stl_25 stl_09" style="word-spacing:0.02em;">&nbsp;teórico &nbsp;</span></div>
					<div class="stl_01" style="top: 58.6949em; left:7.67em;"><span class="stl_26 stl_21" style="word-spacing:0.02em;">Los aportes teóricos señalan que la corrupción no solo genera p<span class="stl_09">erjuicios económicos &nbsp;</span></span></div>
					<div class="stl_01" style="top: 60.5449em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.02em;">al estado, sino que crea barreras en el derecho a la educación perjudicando a los estudiantes &nbsp;</span></div>
					<div class="stl_01" style="top: 62.3949em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">en el logro de sus competencias. &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">05 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_16">
			<div class="stl_03">
				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxkAAARhCAYAAABONUjdAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA2zSURBVHhe7dexDcAgEATBD10KISW4W5dASGfAB7RgyTIz0pZwwQUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwFbNkt6Qjqnv4AABvGk/WJR1Ry6Nx7fEDAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAP0QsERjz6vWHwSMAAAAASUVORK5CYII=" alt="" class="stl_32" />
			</div>
			<div class="stl_view">
				<div class="stl_18 stl_19">
					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8849em; left:7.67em;"><span class="stl_26" style="word-spacing:-0.03em;">CAF (2019) señala que la corrupción ha sido considerada durante mucho tiempo una &nbsp;</span></div>
					<div class="stl_01" style="top: 7.7249em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.02em;">de las mayores preocupaciones en América Latina debido a su prevale<span class="stl_09">ncia y consecuencias. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.5749em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.01em;">La corrupción reduce la capacidad de un país para proporcionar bienes y servicios públicos &nbsp;</span></div>
					<div class="stl_01" style="top: 11.4149em; left:4.72em;"><span class="stl_26" style="word-spacing:0.13em;">de alta calidad,</span><span class="stl_26" style="word-spacing:0.13em;">&nbsp;al tiempo</span><span class="stl_26" style="word-spacing:0.13em;">&nbsp;que perjudica la productividad y el crecimiento económico</span><span class="stl_26" style="word-spacing:0.15em;">&nbsp;al &nbsp;</span></div>
					<div class="stl_01" style="top: 13.2649em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.06em;">distorsionar la asignación de recursos. &nbsp;</span></div>
					<div class="stl_01" style="top: 15.1049em; left:7.67em;"><span class="stl_26" style="word-spacing:0.13em;">Malem (2017)</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;refiere</span><span class="stl_26" style="word-spacing:0.14em;">&nbsp;que la corrupción</span><span class="stl_26" style="word-spacing:0.14em;">&nbsp;es un fenómeno que tiende a</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;expandirse. &nbsp;</span></div>
					<div class="stl_01" style="top: 16.9549em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">Porque es un medio para obtener beneficios ilegales para quienes lo utilizan. &nbsp;</span></div>
					<div class="stl_01" style="top: 18.7949em; left:7.67em;"><span class="stl_26" style="word-spacing:0.17em;">El Programa de las Naciones Unidas para el Desarrollo (PNUD, 2004) define</span><span class="stl_26" style="word-spacing:0.19em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.04em;">corrupción como "el</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;abuso del</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;poder,</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;posición o</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;autoridad pública</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;para beneficio</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;privado &nbsp;</span></div>
					<div class="stl_01" style="top: 22.4949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.05em;">mediante soborno, extorsión,</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;tráfico</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;de influencias, nepotismo, fraude,</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;lavado</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;dinero</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 24.3349em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">malversación de fondos". Es un fenómeno complejo con consecuencias indiscutibles. &nbsp;</span></div>
					<div class="stl_01" style="top: 26.1849em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.02em;">Banco Mundial</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;(BM, 2020)</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;defin<span class="stl_09">e</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;corrupción c<span class="stl_09">omo</span></span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;el</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;uso indebido de</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;un</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;carg<span class="stl_09">o</span></span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;público &nbsp;</span></div>
					<div class="stl_01" style="top: 28.0249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.04em;">para beneficio privado,</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;abarcando una amplia gama de</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;comportamientos que van</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;desde</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 29.8749em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">soborno hasta el robo de fondos públicos. &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7249em; left:7.67em;"><span class="stl_26" style="word-spacing:0.03em;">La corrupción privada</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;comprende los</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;comportamientos que</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;desvían</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;los</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;recursos</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 33.5649em; left:4.72em;"><span class="stl_26" style="word-spacing:0.2em;">las empresas privadas en beneficio de los intereses personales y en detrimento de</span><span class="stl_26" style="word-spacing:0.21em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4149em; left:4.72em;"><span class="stl_26" style="word-spacing:0.08em;">intereses colectivos (Trasparencia</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;por</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;Colombia, 2020); es así que es</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;tipo</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;corrupción &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2549em; left:4.72em;"><span class="stl_26" style="word-spacing:0.3em;">puede ser atribuido a la apropiación indebida de recursos que son destinados para &nbsp;</span></div>
					<div class="stl_01" style="top: 39.0949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.24em;">actividades de desarrollo social en todas sus formas, por ejemplo, la construcción de &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.09em;">concesiones que duran años en terminar</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;debido a la ausencia de los recursos</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;que</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;fueron &nbsp;</span></div>
					<div class="stl_01" style="top: 42.7949em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">dispuestos en un principio para su desarrollo. &nbsp;</span></div>
					<div class="stl_01" style="top: 44.6349em; left:7.67em;"><span class="stl_26" style="word-spacing:0.43em;">La corrupción ha recibido mucha atención por parte de los medios y los &nbsp;</span></div>
					<div class="stl_01" style="top: 46.4849em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.04em;">investigadores<span class="stl_09">&nbsp;en</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;las</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;última<span class="stl_09">s</span></span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;décadas,</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;ha</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;habido</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;poca</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;investigaci<span class="stl_09">ón</span></span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;sobr<span class="stl_09">e</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;corrupci<span class="stl_09">ón</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 48.3249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.14em;">la educación. Sin embargo, esto está empezando a cambiar a medida que</span><span class="stl_26" style="word-spacing:0.15em;">&nbsp;cada vez</span><span class="stl_26" style="word-spacing:0.15em;">&nbsp;más &nbsp;</span></div>
					<div class="stl_01" style="top: 50.1749em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">investigaciones se centran en esta área. Huss y Keudel, 2020). &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0249em; left:7.67em;"><span class="stl_26" style="word-spacing:0.34em;">Estas infracciones perjudican al Estado por lo que se consideran "delitos de &nbsp;</span></div>
					<div class="stl_01" style="top: 53.8649em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.02em;">corrupción". Por ello, están tipificados en el título XVIII del Código Penal, desde el Artículo &nbsp;</span></div>
					<div class="stl_01" style="top: 55.7149em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">361 al 426. &nbsp;</span></div>
					<div class="stl_01" style="top: 57.5549em; left:7.67em;"><span class="stl_26" style="word-spacing:0.06em;">Tipos de</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;corrupción. Entre</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;los delitos</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;corrupción tenemos:</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;Abuso de</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;autoridad, &nbsp;</span></div>
					<div class="stl_01" style="top: 59.4049em; left:4.72em;"><span class="stl_26" style="word-spacing:0.19em;">Cobro indebido, cohecho, colusión, concusión,</span><span class="stl_26" style="word-spacing:0.19em;">&nbsp;enriquecimiento ilícito, malversación</span><span class="stl_26" style="word-spacing:0.21em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 61.2449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.08em;">fondos, negociación incompatible, nombramiento o aceptación ilegal de</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;cargo,</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;patrocinio &nbsp;</span></div>
					<div class="stl_01" style="top: 63.0949em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">ilegal, peculado y tráfico de influencias. (Gob.pe, 2014) &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">06 &nbsp;</span></div>
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				<img 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alt="" class="stl_35" />
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					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.06em;">&nbsp;Im</span><a href="https://search.coe.int/cm/pages/result_details.aspx?objectid=0900001680a73b8d" target="_blank"><span class="stl_23 stl_21" style="word-spacing:0.05em;">pacto<span class="stl_09">s</span></span></a><a href="https://search.coe.int/cm/pages/result_details.aspx?objectid=0900001680a73b8d" target="_blank"><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span></a><a href="https://search.coe.int/cm/pages/result_details.aspx?objectid=0900001680a73b8d" target="_blank"><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span></a><a href="https://search.coe.int/cm/pages/result_details.aspx?objectid=0900001680a73b8d" target="_blank"><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;corrupció</span></a><span class="stl_23" style="word-spacing:-0.05em;">n</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8849em; left:7.67em;"><span class="stl_26" style="word-spacing:-0.04em;">El Consejo de Europa (2022) establece </span><a href="https://search.coe.int/cm/pages/result_details.aspx?objectid=0900001680a73b8d" target="_blank"><span class="stl_26 stl_21" style="word-spacing:-0.04em;">recomendacione<span class="stl_09">s</span></span></a><span class="stl_26" style="word-spacing:-0.04em;">a 46 estados miembros &nbsp;</span></div>
					<div class="stl_01" style="top: 7.7249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.04em;">destinada a ayudarles aluchar contra el fraude en el área de la educación. Se basa en cuatro &nbsp;</span></div>
					<div class="stl_01" style="top: 9.5749em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.06em;">dimensiones: prevención, enjuiciamiento, cooperación internacional y vigilancia &nbsp;</span></div>
					<div class="stl_01" style="top: 11.6244em; left:6.22em;"><span class="stl_36 stl_09"></span></div>
					<div class="stl_01" style="top: 13.4643em; left:6.22em;"><span class="stl_36 stl_09"></span></div>
					<div class="stl_01" style="top: 11.4149em; left:7.72em;"><span class="stl_26" style="word-spacing:-0.05em;">Promover la calidad de la educación eliminando el fraude educativo; &nbsp;</span></div>
					<div class="stl_01" style="top: 13.2649em; left:7.72em;"><span class="stl_26" style="word-spacing:-0.05em;">Proteger a los alumnos, estudiantes, investigadores, y personal en todos los niveles &nbsp;</span></div>
					<div class="stl_01" style="top: 15.1049em; left:7.72em;"><span class="stl_26" style="word-spacing:-0.05em;">educativos de las organizaciones e individuos que venden (y anuncian) servicios &nbsp;</span></div>
					<div class="stl_01" style="top: 16.9549em; left:7.72em;"><span class="stl_26 stl_21">fraudulento<span class="stl_09">s; &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.0044em; left:6.22em;"><span class="stl_36 stl_09"></span></div>
					<div class="stl_01" style="top: 18.7949em; left:7.72em;"><span class="stl_26" style="word-spacing:-0.05em;">Apoyar la aplicación de medidas preventivas y protectoras, así como una cultura de &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6449em; left:7.72em;"><span class="stl_26" style="word-spacing:-0.05em;">igualdad de oportunidades en todos los niveles y sectores de la educación y la &nbsp;</span></div>
					<div class="stl_01" style="top: 22.4949em; left:7.72em;"><span class="stl_26" style="word-spacing:-0.05em;">formación y en la transición entre estos ámbitos; &nbsp;</span></div>
					<div class="stl_01" style="top: 24.5444em; left:6.22em;"><span class="stl_36 stl_09"></span></div>
					<div class="stl_01" style="top: 26.3844em; left:6.22em;"><span class="stl_36 stl_09"></span></div>
					<div class="stl_01" style="top: 28.2344em; left:6.22em;"><span class="stl_36 stl_09"></span></div>
					<div class="stl_01" style="top: 24.3349em; left:7.72em;"><span class="stl_26" style="word-spacing:-0.05em;">Vigilar las innovaciones tecnológicas que puedan favorecer nuevas formas de fraude; &nbsp;</span></div>
					<div class="stl_01" style="top: 26.1849em; left:7.72em;"><span class="stl_26" style="word-spacing:-0.05em;">Facilitar la cooperación internacional en este campo; &nbsp;</span></div>
					<div class="stl_01" style="top: 28.0249em; left:7.72em;"><span class="stl_26" style="word-spacing:-0.05em;">Apoyar una vasta difusión de la recomendación. &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7949em; left:6.22em;"><span class="stl_26">2</span></div>
					<div class="stl_01" style="top: 31.7181em; left:6.76em;"><span class="stl_26">.</span><span class="stl_26 stl_09" style="word-spacing:0.43em;">&nbsp;</span><span class="stl_25 stl_21" style="word-spacing:0.4em;">Materiale<span class="stl_09">s</span></span><span class="stl_25 stl_09" style="word-spacing:-0.03em;">&nbsp;y</span><span class="stl_25 stl_09" style="word-spacing:0.02em;">&nbsp;métodos &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7049em; left:7.67em;"><span class="stl_26" style="word-spacing:0.25em;">El enfoque explicativo de este estudio se centra en la corrupción en el sector &nbsp;</span></div>
					<div class="stl_01" style="top: 35.5549em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">educativo y la vincula con brechas de cobertura, calidad y desarrollo tecnológico (Batthyány &nbsp;</span></div>
					<div class="stl_01" style="top: 37.3949em; left:6.11em;"><span class="stl_26" style="word-spacing:0.15em;">Cabrera, 2021). Utiliza relaciones de causa y efecto para comprender mejor cómo la &nbsp;</span></div>
					<div class="stl_01" style="top: 37.3949em; left:4.72em;"><span class="stl_26 stl_09">&amp;</span></div>
					<div class="stl_01" style="top: 39.2449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.16em;">corrupción afecta estos problemas. Se realizó una recopilación bibliográfica sistemática &nbsp;</span></div>
					<div class="stl_01" style="top: 41.0849em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.04em;">utilizando difere<span class="stl_09">ntes</span></span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;bases</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;datos</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;y palabras clave.</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;El enfoque se divide en</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;cuatro</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;fases: &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9349em; left:4.72em;"><span class="stl_26" style="word-spacing:0.28em;">preparación, marco teórico, análisis de resultados, estrategia y discusión, seguido de &nbsp;</span></div>
					<div class="stl_01" style="top: 44.7749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.04em;">conclusiones y</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;recomendaciones. De</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;71 referencias se seleccionaron 50</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;fuentes, entre</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;ellas &nbsp;</span></div>
					<div class="stl_01" style="top: 46.6249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.01em;">organizaciones internacionales, revistas</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;científicas,</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;libros, artículos y</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;portales</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;de ONG.</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;Se &nbsp;</span></div>
					<div class="stl_01" style="top: 48.4749em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.03em;">aplica un enfoque de estudio de caso a 96 casos de corrupción en 10 países latinoamericanos &nbsp;</span></div>
					<div class="stl_01" style="top: 50.3149em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">que abarcan la educación primaria, secundaria y superior. &nbsp;</span></div>
					<div class="stl_01" style="top: 52.1649em; left:7.67em;"><span class="stl_26" style="word-spacing:0.4em;">El enfoque de la investigación es mixto y combina análisis cuantitativos y &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0049em; left:4.72em;"><span class="stl_26" style="word-spacing:0.23em;">cualitativos para lograr una comprensión más profunda de este fenómeno. El análisis &nbsp;</span></div>
					<div class="stl_01" style="top: 55.8549em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.02em;">cuantitativo se centró en la recopilación de datos y la cuantificación de casos de corrupción &nbsp;</span></div>
					<div class="stl_01" style="top: 57.6949em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.02em;">para compararlos. (Jiménez &amp; Meneses, 2020). Mientras que el análi<span class="stl_09">sis cualitativo exploró &nbsp;</span></span></div>
					<div class="stl_01" style="top: 59.5449em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">la calidad y la conectividad del sector educativo. (Abad, 2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">07 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_16">
			<div class="stl_03">
				<img src="data:image/png;base64,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" alt="" class="stl_37" />
			</div>
			<div class="stl_view">
				<div class="stl_18 stl_19">
					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:6.22em;"><span class="stl_25">3</span></div>
					<div class="stl_01" style="top: 7.8681em; left:6.22em;"><span class="stl_25">3</span></div>
					<div class="stl_01" style="top: 5.8781em; left:6.76em;"><span class="stl_25 stl_09" style="word-spacing:0.05em;">. Resultados &nbsp;</span></div>
					<div class="stl_01" style="top: 7.8681em; left:6.76em;"><span class="stl_25 stl_09" style="word-spacing:0.04em;">.1. Análisis cuantitativo de corrupción en la educación. Análisis cuantitativo de la &nbsp;</span></div>
					<div class="stl_01" style="top: 9.4481em; left:6.22em;"><span class="stl_25 stl_09" style="word-spacing:0.05em;">corrupción por países &nbsp;</span></div>
					<div class="stl_01" style="top: 11.5449em; left:7.67em;"><span class="stl_26" style="word-spacing:-0.04em;">Para el análisis cuantitativo, se seleccionaron 96 casos, de 14 países latinoamericanos, &nbsp;</span></div>
					<div class="stl_01" style="top: 13.3949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.1em;">de los cuales no existen cifras precisas para</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;Venezuela,</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;con el fin</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;establecer desde</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;lo &nbsp;</span></div>
					<div class="stl_01" style="top: 15.2449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.16em;">cuantitativo, en cuál, de los tres niveles educativos: primaria, secundaria y superior, se &nbsp;</span></div>
					<div class="stl_01" style="top: 17.0849em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.01em;">presentan más casos de corrupción. En la tabla 1, se muestran, los casos d<span class="stl_09">e corrupción para &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.9249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.06em;">algunos países latinoamericanos. &nbsp;</span></div>
					<div class="stl_01" style="top: 21.7849em; left:7.3em;"><span class="stl_38" style="word-spacing:-0.04em;">Figura 1. </span><span class="stl_26" style="word-spacing:-0.05em;">Análisis cuantitativo de casos de corrupción en la educación por países &nbsp;</span></div>
					<div class="stl_01" style="top: 23.6449em; left:10.8em;"><span class="stl_26" style="word-spacing:-0.05em;">Latinoamericanos en los niveles primario, secundario y superior. &nbsp;</span></div>
					<div class="stl_01" style="top: 41.6049em; left:7.1799em;"><span class="stl_26" style="word-spacing:-0.05em;">Nota. La figura presenta casos de corrupción en la educación en el nivel primario, &nbsp;</span></div>
					<div class="stl_01" style="top: 43.4549em; left:14em;"><span class="stl_26" style="word-spacing:-0.05em;">secundario y superior de países latinoamericanos. &nbsp;</span></div>
					<div class="stl_01" style="top: 46.2949em; left:7.6799em;"><span class="stl_26" style="word-spacing:0.25em;">La figura 1 proporciona un análisis cuantitativo de la corrupción educativa en &nbsp;</span></div>
					<div class="stl_01" style="top: 48.1449em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.04em;">instituciones<span class="stl_09">&nbsp;de</span></span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;educaci<span class="stl_09">ón</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;primaria,</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;secundar<span class="stl_09">ia</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;y</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;superior en</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;14 países</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;Améric<span class="stl_09">a</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;Latina. &nbsp;</span></div>
					<div class="stl_01" style="top: 49.9949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.23em;">Se observó que Ecuador registró el mayor número total de casos con 20, seguido de &nbsp;</span></div>
					<div class="stl_01" style="top: 51.8349em; left:4.72em;"><span class="stl_26" style="word-spacing:0.05em;">Colombia con</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;12 y México con</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;13. También en el nivel primario</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;Ecuador</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;ocupa</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;el</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;primer &nbsp;</span></div>
					<div class="stl_01" style="top: 53.6749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.01em;">lugar con</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;12</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;casos,</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;mientra<span class="stl_09">s</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;que</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;en</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;el</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;nivel</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;secundario Colo<span class="stl_09">mbia</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;tiene</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;mayor</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;incidenc<span class="stl_09">ia &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.5249em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.02em;">con 7 casos. Uruguay no ha reportado ningún caso grave y Venezuela ha<span class="stl_09">&nbsp;registrado solo un &nbsp;</span></span></div>
					<div class="stl_01" style="top: 57.3749em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">caso en una escuela primaria. Se analizaron un total de 96 casos de los 14 países evaluados</span><span class="stl_38" style="word-spacing:-0.03em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 60.2281em; left:6.22em;"><span class="stl_25">3</span></div>
					<div class="stl_01" style="top: 60.2281em; left:6.76em;"><span class="stl_25 stl_09" style="word-spacing:0.02em;">.2. Análisis cuantitativo de la corrupción por tipo de delito &nbsp;</span></div>
					<div class="stl_01" style="top: 62.2249em; left:7.6799em;"><span class="stl_26" style="word-spacing:0.11em;">El análisis cuantitativo también se centró en identificar y agrupar los delitos más &nbsp;</span></div>
					<div class="stl_01" style="top: 64.0749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.14em;">comunes en el sector educativo en tres amplias</span><span class="stl_26" style="word-spacing:0.14em;">&nbsp;categorías.</span><span class="stl_26" style="word-spacing:0.14em;">&nbsp;El primer grupo se refiere</span><span class="stl_26" style="word-spacing:0.15em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">08 &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
				</div>
			</div>
		</div>
		<div class="stl_16">
			<div class="stl_03">
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alt="" class="stl_39" />
			</div>
			<div class="stl_view">
				<div class="stl_18 stl_19">
					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8849em; left:4.72em;"><span class="stl_26" style="word-spacing:0.27em;">actividades ilegales graves relacionadas con la gestión de la educación, como tarifas, &nbsp;</span></div>
					<div class="stl_01" style="top: 7.7249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.02em;">condiciones de admisión y venta de entradas inadecuadas. El segundo grupo incluye delitos &nbsp;</span></div>
					<div class="stl_01" style="top: 9.5749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.13em;">administrativos, como el empleo ilegal, el nepotismo, etc. Por otro lado, el tercer grupo &nbsp;</span></div>
					<div class="stl_01" style="top: 11.4149em; left:4.72em;"><span class="stl_26" style="word-spacing:0.06em;">incluye fracasos o retrasos en</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;el</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;logro</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;objetivos educativos,</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;por ejemplo, retrasos</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;en</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 13.2649em; left:4.72em;"><span class="stl_26" style="word-spacing:0.05em;">calendario escolar. Finalmente,</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;el cuarto grupo, denominado "otros delitos", incluye</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;actos &nbsp;</span></div>
					<div class="stl_01" style="top: 15.1049em; left:4.72em;"><span class="stl_26" style="word-spacing:0.17em;">más graves que van más allá de las normas administrativas, como el acoso sexual y</span><span class="stl_26" style="word-spacing:0.18em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 16.9549em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0em;">violación. Estas acciones son reprobables y pueden dar lugar a demandas <span class="stl_09">por su gravedad e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.7949em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">impacto en la moral. &nbsp;</span></div>
					<div class="stl_01" style="top: 21.6549em; left:5.22em;"><span class="stl_38" style="word-spacing:-0.04em;">Figura 2. </span><span class="stl_26" style="word-spacing:-0.05em;">Tipología de delitos por corrupción en el sector educativo: Análisis por grupos y &nbsp;</span></div>
					<div class="stl_01" style="top: 23.5049em; left:22.27em;"><span class="stl_26 stl_21">porcentaj<span class="stl_09">es &nbsp;</span></span></div>
					<div class="stl_01" style="top: 39.5749em; left:8.97em;"><span class="stl_26 stl_21" style="word-spacing:-0.03em;">Not<span class="stl_09">a</span></span><span class="stl_40" style="word-spacing:-0.03em;">. </span><span class="stl_26" style="word-spacing:-0.05em;">La figura muestra los delitos por corrupción en el sector educativo. &nbsp;</span></div>
					<div class="stl_01" style="top: 42.4849em; left:7.6799em;"><span class="stl_26" style="word-spacing:0.25em;">La figura 2 muestra los tipos de delitos de corrupción en el sector educativo, &nbsp;</span></div>
					<div class="stl_01" style="top: 44.3249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.09em;">divididos en cuatro grupos. La primera categoría incluye</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;delitos</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;gestión</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;institucional, &nbsp;</span></div>
					<div class="stl_01" style="top: 46.1749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.08em;">donde la mayor</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;proporción</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;de casos</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;es el</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;31,25% del</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;total de</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;casos,</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;la segunda</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;categoría &nbsp;</span></div>
					<div class="stl_01" style="top: 48.0249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.06em;">incluye delitos de</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;gestión administrativa,</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;que representan el 28,12% del</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;total</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;casos.</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;El &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8649em; left:4.72em;"><span class="stl_26" style="word-spacing:0.03em;">tercer grupo</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;incluye</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;retrasos e</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;incumplimiento</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;objetivos,</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;que representan el</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;21,87%</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 51.7149em; left:4.72em;"><span class="stl_26" style="word-spacing:0.02em;">los casos,</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;y</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;el</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;cuart<span class="stl_09">o</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;grupo</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;incluye</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;otros</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;tipos</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;delitos, que representan</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;el</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;18,76<span class="stl_09">%</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 53.5549em; left:4.72em;"><span class="stl_26" style="word-spacing:0.29em;">casos. En resumen, la corrupción en la educación parece estar más relacionada con &nbsp;</span></div>
					<div class="stl_01" style="top: 55.4049em; left:4.72em;"><span class="stl_26" style="word-spacing:0.21em;">problemas institucionales y administrativos, seguidos de retrasos e incumplimiento de &nbsp;</span></div>
					<div class="stl_01" style="top: 57.2449em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">objetivos, con una menor proporción de "otros" casos. &nbsp;</span></div>
					<div class="stl_01" style="top: 60.0881em; left:6.22em;"><span class="stl_25">3</span></div>
					<div class="stl_01" style="top: 60.0881em; left:6.76em;"><span class="stl_25 stl_09" style="word-spacing:0.29em;">.3. Análisis cuantitativo de la cobertura educativa por países en los niveles &nbsp;</span></div>
					<div class="stl_01" style="top: 61.6781em; left:6.22em;"><span class="stl_25 stl_09" style="word-spacing:0.03em;">primario, secundario y superior en América Latina &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">09 &nbsp;</span></div>
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src="data:image/png;base64,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			<div class="stl_view">
				<div class="stl_18 stl_19">
					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8949em; left:6.41em;"><span class="stl_38" style="word-spacing:-0.04em;">Tabla 1. </span><span class="stl_26" style="word-spacing:-0.05em;">Cobertura para Latinoamérica en los niveles primaria, secundaria y superior &nbsp;</span></div>
					<div class="stl_01" style="top: 7.7776em; left:9.02em;"><span class="stl_20">País &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3875em; left:6.39em;"><span class="stl_23 stl_21">Argenti<span class="stl_09">na &nbsp;</span></span></div>
					<div class="stl_01" style="top: 7.7776em; left:15.6em;"><span class="stl_20 stl_21">Primar<span class="stl_09">ia &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.3875em; left:16.82em;"><span class="stl_23">99 &nbsp;</span></div>
					<div class="stl_01" style="top: 10.9576em; left:16.85em;"><span class="stl_23">97 &nbsp;</span></div>
					<div class="stl_01" style="top: 7.7776em; left:22.64em;"><span class="stl_20 stl_21">Secundari<span class="stl_09">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 7.7776em; left:30.64em;"><span class="stl_20 stl_21">Superio<span class="stl_09">r &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.3875em; left:31.94em;"><span class="stl_23">18 &nbsp;</span></div>
					<div class="stl_01" style="top: 7.7776em; left:38.75em;"><span class="stl_20">Meta &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3875em; left:24.37em;"><span class="stl_23 stl_09">70 &nbsp;</span></div>
					<div class="stl_01" style="top: 10.9576em; left:24.35em;"><span class="stl_23">56 &nbsp;</span></div>
					<div class="stl_01" style="top: 12.5176em; left:24.3299em;"><span class="stl_23">64 &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0776em; left:24.35em;"><span class="stl_23">86 &nbsp;</span></div>
					<div class="stl_01" style="top: 15.6375em; left:24.3799em;"><span class="stl_23 stl_09">75 &nbsp;</span></div>
					<div class="stl_01" style="top: 17.1976em; left:24.37em;"><span class="stl_23">63 &nbsp;</span></div>
					<div class="stl_01" style="top: 18.7576em; left:24.34em;"><span class="stl_23">84 &nbsp;</span></div>
					<div class="stl_01" style="top: 20.3276em; left:24.37em;"><span class="stl_23">63 &nbsp;</span></div>
					<div class="stl_01" style="top: 21.8875em; left:24.37em;"><span class="stl_23">35 &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4476em; left:24.3799em;"><span class="stl_23">33 &nbsp;</span></div>
					<div class="stl_01" style="top: 25.0076em; left:24.4em;"><span class="stl_23">14 &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5676em; left:24.35em;"><span class="stl_23">34 &nbsp;</span></div>
					<div class="stl_01" style="top: 28.1276em; left:24.42em;"><span class="stl_23">51 &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3875em; left:39.34em;"><span class="stl_23">39 &nbsp;</span></div>
					<div class="stl_01" style="top: 10.9576em; left:6.5799em;"><span class="stl_23">Bolivia &nbsp;</span></div>
					<div class="stl_01" style="top: 10.9576em; left:31.87em;"><span class="stl_23">25 &nbsp;</span></div>
					<div class="stl_01" style="top: 12.5176em; left:31.96em;"><span class="stl_23">17 &nbsp;</span></div>
					<div class="stl_01" style="top: 12.5176em; left:6.5799em;"><span class="stl_23 stl_21">Brasi<span class="stl_09">l &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.5176em; left:16.81em;"><span class="stl_23">94 &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0776em; left:16.82em;"><span class="stl_23">99 &nbsp;</span></div>
					<div class="stl_01" style="top: 15.6375em; left:16.8299em;"><span class="stl_23">98 &nbsp;</span></div>
					<div class="stl_01" style="top: 12.5176em; left:39.31em;"><span class="stl_23">45 &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0776em; left:39.39em;"><span class="stl_23">19 &nbsp;</span></div>
					<div class="stl_01" style="top: 15.6375em; left:39.32em;"><span class="stl_23">43 &nbsp;</span></div>
					<div class="stl_01" style="top: 17.1976em; left:39.3299em;"><span class="stl_23">30 &nbsp;</span></div>
					<div class="stl_01" style="top: 18.7576em; left:39.32em;"><span class="stl_23">—</span></div>
					<div class="stl_01" style="top: 20.3276em; left:39.32em;"><span class="stl_23">—</span></div>
					<div class="stl_01" style="top: 21.8875em; left:39.42em;"><span class="stl_23">17 &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0776em; left:6.5799em;"><span class="stl_23">Chile &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0776em; left:31.87em;"><span class="stl_23">30 &nbsp;</span></div>
					<div class="stl_01" style="top: 15.6375em; left:31.89em;"><span class="stl_23">35 &nbsp;</span></div>
					<div class="stl_01" style="top: 17.1976em; left:31.87em;"><span class="stl_23">28 &nbsp;</span></div>
					<div class="stl_01" style="top: 18.7576em; left:31.86em;"><span class="stl_23">—</span></div>
					<div class="stl_01" style="top: 20.3276em; left:31.86em;"><span class="stl_23">—</span></div>
					<div class="stl_01" style="top: 21.8875em; left:31.94em;"><span class="stl_23">15 &nbsp;</span></div>
					<div class="stl_01" style="top: 15.6375em; left:6.5799em;"><span class="stl_23 stl_21">Colombi<span class="stl_09">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 17.1976em; left:6.5799em;"><span class="stl_23 stl_09" style="word-spacing:0.04em;">Costa Rica &nbsp;</span></div>
					<div class="stl_01" style="top: 18.7576em; left:6.5799em;"><span class="stl_23">Cuba &nbsp;</span></div>
					<div class="stl_01" style="top: 17.1976em; left:16.8299em;"><span class="stl_23">98 &nbsp;</span></div>
					<div class="stl_01" style="top: 18.7576em; left:16.82em;"><span class="stl_23">99 &nbsp;</span></div>
					<div class="stl_01" style="top: 20.3276em; left:16.82em;"><span class="stl_23">96 &nbsp;</span></div>
					<div class="stl_01" style="top: 20.3276em; left:6.5799em;"><span class="stl_23 stl_21">Ecuado<span class="stl_09">r &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.8875em; left:6.5799em;"><span class="stl_23 stl_09" style="word-spacing:0.05em;">El Salvador &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4476em; left:6.5799em;"><span class="stl_23 stl_21">Guatemal<span class="stl_09">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.0076em; left:6.5799em;"><span class="stl_23 stl_21">Hait<span class="stl_09">í &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.8875em; left:16.86em;"><span class="stl_23">87 &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4476em; left:16.85em;"><span class="stl_23 stl_09">76 &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4476em; left:32.1em;"><span class="stl_23">8</span></div>
					<div class="stl_01" style="top: 23.4476em; left:39.55em;"><span class="stl_23">9</span></div>
					<div class="stl_01" style="top: 25.0076em; left:16.85em;"><span class="stl_23">63 &nbsp;</span></div>
					<div class="stl_01" style="top: 25.0076em; left:32.12em;"><span class="stl_23">7</span></div>
					<div class="stl_01" style="top: 25.0076em; left:39.56em;"><span class="stl_23">5</span></div>
					<div class="stl_01" style="top: 26.5676em; left:6.5799em;"><span class="stl_23 stl_21">Hondura<span class="stl_09">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.1276em; left:6.5799em;"><span class="stl_23 stl_21">Méxic<span class="stl_09">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.5676em; left:16.9em;"><span class="stl_23">81 &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5676em; left:32.1em;"><span class="stl_23">8</span></div>
					<div class="stl_01" style="top: 26.5676em; left:39.47em;"><span class="stl_23">11 &nbsp;</span></div>
					<div class="stl_01" style="top: 28.1276em; left:16.85em;"><span class="stl_23">97 &nbsp;</span></div>
					<div class="stl_01" style="top: 28.1276em; left:31.8799em;"><span class="stl_23">23 &nbsp;</span></div>
					<div class="stl_01" style="top: 29.6976em; left:31.86em;"><span class="stl_23">—</span></div>
					<div class="stl_01" style="top: 31.2576em; left:31.94em;"><span class="stl_23">18 &nbsp;</span></div>
					<div class="stl_01" style="top: 28.1276em; left:39.32em;"><span class="stl_23">22 &nbsp;</span></div>
					<div class="stl_01" style="top: 29.6976em; left:39.4099em;"><span class="stl_23">13 &nbsp;</span></div>
					<div class="stl_01" style="top: 29.6976em; left:6.5799em;"><span class="stl_23 stl_21">Nicaragu<span class="stl_09">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.2576em; left:6.5799em;"><span class="stl_23">Panamá &nbsp;</span></div>
					<div class="stl_01" style="top: 32.8175em; left:6.5799em;"><span class="stl_23">Paraguay &nbsp;</span></div>
					<div class="stl_01" style="top: 34.3776em; left:6.5799em;"><span class="stl_23">Perú &nbsp;</span></div>
					<div class="stl_01" style="top: 29.6976em; left:16.86em;"><span class="stl_23 stl_09">75 &nbsp;</span></div>
					<div class="stl_01" style="top: 29.6976em; left:24.44em;"><span class="stl_23">17 &nbsp;</span></div>
					<div class="stl_01" style="top: 31.2576em; left:16.82em;"><span class="stl_23">96 &nbsp;</span></div>
					<div class="stl_01" style="top: 31.2576em; left:24.42em;"><span class="stl_23">61 &nbsp;</span></div>
					<div class="stl_01" style="top: 31.2576em; left:39.3599em;"><span class="stl_23">33 &nbsp;</span></div>
					<div class="stl_01" style="top: 32.8175em; left:39.32em;"><span class="stl_23">—</span></div>
					<div class="stl_01" style="top: 34.3776em; left:39.32em;"><span class="stl_23">29 &nbsp;</span></div>
					<div class="stl_01" style="top: 35.9375em; left:39.32em;"><span class="stl_23">—</span></div>
					<div class="stl_01" style="top: 37.5076em; left:39.32em;"><span class="stl_23">20 &nbsp;</span></div>
					<div class="stl_01" style="top: 39.0576em; left:39.32em;"><span class="stl_23">20 &nbsp;</span></div>
					<div class="stl_01" style="top: 32.8175em; left:16.82em;"><span class="stl_23">96 &nbsp;</span></div>
					<div class="stl_01" style="top: 32.8175em; left:24.34em;"><span class="stl_23">—</span></div>
					<div class="stl_01" style="top: 34.3776em; left:24.37em;"><span class="stl_23 stl_09">72 &nbsp;</span></div>
					<div class="stl_01" style="top: 35.9375em; left:24.34em;"><span class="stl_23">—</span></div>
					<div class="stl_01" style="top: 37.5076em; left:24.35em;"><span class="stl_23">56 &nbsp;</span></div>
					<div class="stl_01" style="top: 39.0576em; left:24.37em;"><span class="stl_23">35 &nbsp;</span></div>
					<div class="stl_01" style="top: 32.8175em; left:31.86em;"><span class="stl_23">22 &nbsp;</span></div>
					<div class="stl_01" style="top: 34.3776em; left:31.94em;"><span class="stl_23">15 &nbsp;</span></div>
					<div class="stl_01" style="top: 34.3776em; left:16.8299em;"><span class="stl_23">95 &nbsp;</span></div>
					<div class="stl_01" style="top: 35.9375em; left:6.5799em;"><span class="stl_23 stl_09" style="word-spacing:0.05em;">Puerto Rico &nbsp;</span></div>
					<div class="stl_01" style="top: 37.5076em; left:6.5799em;"><span class="stl_23 stl_09" style="word-spacing:0.03em;">R. Dc/ana &nbsp;</span></div>
					<div class="stl_01" style="top: 39.0576em; left:6.5799em;"><span class="stl_23">Uruguay &nbsp;</span></div>
					<div class="stl_01" style="top: 35.9375em; left:16.82em;"><span class="stl_23">—</span></div>
					<div class="stl_01" style="top: 37.5076em; left:16.82em;"><span class="stl_23">92 &nbsp;</span></div>
					<div class="stl_01" style="top: 39.0576em; left:16.85em;"><span class="stl_23">97 &nbsp;</span></div>
					<div class="stl_01" style="top: 35.9375em; left:31.86em;"><span class="stl_23">—</span></div>
					<div class="stl_01" style="top: 37.5076em; left:31.94em;"><span class="stl_23">15 &nbsp;</span></div>
					<div class="stl_01" style="top: 39.0576em; left:31.94em;"><span class="stl_23">16 &nbsp;</span></div>
					<div class="stl_01" style="top: 41.2749em; left:5.05em;"><span class="stl_26 stl_21">Not<span class="stl_09">a</span></span><span class="stl_40">.</span><span class="stl_40" style="word-spacing:0.18em;">&nbsp;</span><span class="stl_26" style="word-spacing:0.18em;">La</span><span class="stl_26" style="word-spacing:-0.04em;">&nbsp;tabla</span><span class="stl_26" style="word-spacing:-0.06em;">&nbsp;muestra</span><span class="stl_26" style="word-spacing:-0.03em;">&nbsp;la</span><span class="stl_26" style="word-spacing:-0.06em;">&nbsp;cobertura</span><span class="stl_26" style="word-spacing:-0.05em;">&nbsp;para</span><span class="stl_26" style="word-spacing:-0.07em;">&nbsp;Latinoamérica</span><span class="stl_26" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_26" style="word-spacing:-0.04em;">&nbsp;los</span><span class="stl_26" style="word-spacing:-0.05em;">&nbsp;niveles</span><span class="stl_26" style="word-spacing:-0.05em;">&nbsp;primaria,</span><span class="stl_26" style="word-spacing:-0.06em;">&nbsp;secundaria &nbsp;</span></div>
					<div class="stl_01" style="top: 42.7849em; left:22.6em;"><span class="stl_26" style="word-spacing:-0.06em;">y superior &nbsp;</span></div>
					<div class="stl_01" style="top: 45.2649em; left:7.67em;"><span class="stl_26" style="word-spacing:0.12em;">La tabla 1 muestra el análisis cuantitativo de la cobertura educativa en</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;diferentes &nbsp;</span></div>
					<div class="stl_01" style="top: 47.1049em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.04em;">países muestra que Argentina está cerca de lograr la educación primaria universal y es capaz &nbsp;</span></div>
					<div class="stl_01" style="top: 48.9549em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.04em;">de satisfacer las necesidades de ingresos de casi todos los niños. Además, cabe señalar que la &nbsp;</span></div>
					<div class="stl_01" style="top: 50.7949em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.01em;">proporción de</span><span class="stl_26 stl_21" style="word-spacing:0.01em;">&nbsp;niño<span class="stl_09">s</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;que</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;termin<span class="stl_09">an</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;escuela primaria y</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;pasan a la educación sec<span class="stl_09">undaria</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;es &nbsp;</span></div>
					<div class="stl_01" style="top: 52.6449em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.02em;">alta, aunque sólo una pequeña proporción llega a la educación superior. El objetivo en 2040 &nbsp;</span></div>
					<div class="stl_01" style="top: 54.4949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.08em;">es aumentar este número a</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;39 estudiantes. Otros países que están cerca o han logrado</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 56.3349em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">cobertura universal de la educación primaria son Chile, Cuba, Colombia, Costa Rica, Bolivia, &nbsp;</span></div>
					<div class="stl_01" style="top: 58.1749em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.01em;">México y Ecuador. La tasa de cobertura en estos países supera el 90%. Por otro lado, países &nbsp;</span></div>
					<div class="stl_01" style="top: 60.0249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.21em;">como El Salvador y Honduras están desarrollando planes para aumentar la cobertura, &nbsp;</span></div>
					<div class="stl_01" style="top: 61.8749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.08em;">mientras que</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;Guatemala y</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;Haití enfrentan desafíos importantes en este</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;sentido y</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;tienen &nbsp;</span></div>
					<div class="stl_01" style="top: 63.7149em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">tasas de cobertura más bajas. &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">10 &nbsp;</span></div>
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src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxkAAARhCAYAAABONUjdAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA80SURBVHhe7dghTkNBAEXRSpaBRHYJLAFT3yWwhJpqLA5ZVC2y7ISdtEyTLxANyU/6As07J3k7mEnmzgIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD4L04PY49mVrHldPEBAJKOu7GDmVXsY4TG3XT5AQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgGs6Ho+7sYOZmZmZ1e1lehLCdY3D9XUCAKDOOTSmJyFcl8gAAOgkMogRGQAAnUQGMSIDAKCTyCBGZAAAdBIZxIgMAIBOIoMYkQEA0ElkECMyAAA6iQxiRAYAQCeRQYzIAADoJDKIERkAAJ1EBjEiAwCgk8ggRmQAAHQSGcSIDACATiKDGJEBANBJZBAjMgAAOokMYkQGAEAnkUGMyAAA6CQyiBEZAACdRAYxIgMAoJPIIEZkAAB0EhnEiAwAgE4igxiRAQDQSWQQIzIAADqJDGJEBgBAJ5FBjMgAAOgkMogRGQAAnUQGMSIDAKCTyCBGZAAAdBIZxIgMAIBOIoMYkQEA0ElkECMyAAA6iQxiRAYAQCeRQYzIAADoJDKIERkAAJ1EBjEiAwCgk8ggRmQAAHQSGcSIDACATiKDGJEBANBJZBAjMgAAOokMYkQGAEAnkUGMyAAA6CQyiBEZAACdRAYxIgMAoJPIIEZkAAB0EhnEiAwAgE4igxiRAQDQSWQQIzIAADqJDGJEBgBAJ5FBjMgAAOgkMogRGQAAnUQGMSIDAKCTyCBGZAAAdBIZxIgMAIBOIoMYkQEA0ElkECMyAAA6iQxiRAYAQCeRQYzIAADoJDKIGYfreZyxTWrb7fZ9tVp9mpmZmdm87ff710vvqytuPT0J4eY8jW3MzMzMbPaWYwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADcosexjZmZmZnN3v0YcMF67NKlMTMzM7Pfd/6sBQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgL/yNnYyMzMzs9lbjwEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:6.22em;"><span class="stl_25">3</span></div>
					<div class="stl_01" style="top: 5.8781em; left:6.76em;"><span class="stl_25 stl_09" style="word-spacing:0.15em;">.4. Análisis cualitativo</span><span class="stl_25 stl_09" style="word-spacing:0.11em;">&nbsp;de la situación actual de la educación.</span><span class="stl_43 stl_09" style="word-spacing:0.17em;">&nbsp;Diagnóstico</span><span class="stl_43 stl_09" style="word-spacing:0.08em;">&nbsp;de</span><span class="stl_43 stl_09" style="word-spacing:0.08em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 7.4681em; left:6.22em;"><span class="stl_43 stl_09" style="word-spacing:0.08em;">educación en países latinoamericanos: ritmo de crecimiento y situación educativa &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0581em; left:6.22em;"><span class="stl_43">actual &nbsp;</span></div>
					<div class="stl_01" style="top: 12.1549em; left:7.84em;"><span class="stl_38" style="word-spacing:-0.04em;">Tabla 2. </span><span class="stl_26" style="word-spacing:-0.05em;">Grupos por países del diagnóstico de la educción para algunos países &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0149em; left:21.04em;"><span class="stl_26 stl_21">latinoamerica<span class="stl_09">nos &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.8976em; left:27.1em;"><span class="stl_20 stl_09" style="word-spacing:0.07em;">Situación educativa actual &nbsp;</span></div>
					<div class="stl_01" style="top: 17.4776em; left:21.54em;"><span class="stl_20">Alto &nbsp;</span></div>
					<div class="stl_01" style="top: 17.4776em; left:28.96em;"><span class="stl_20">Medio &nbsp;</span></div>
					<div class="stl_01" style="top: 17.4776em; left:36.3799em;"><span class="stl_20 stl_09">Baj<span class="stl_21">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.0875em; left:28.96em;"><span class="stl_23 stl_09" style="word-spacing:0.03em;">Costa Rica &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6476em; left:28.96em;"><span class="stl_23 stl_21">Méxic<span class="stl_09">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.8676em; left:36.3799em;"><span class="stl_23 stl_21">Hondura<span class="stl_09">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.4276em; left:36.3799em;"><span class="stl_23 stl_21">Nicaragu<span class="stl_09">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.6476em; left:14.12em;"><span class="stl_23">Alto &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6476em; left:21.54em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Bolivia Bras<span class="stl_09">il &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.2076em; left:28.96em;"><span class="stl_23 stl_21">Paragua<span class="stl_09">y &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.7676em; left:6.7em;"><span class="stl_23 stl_09" style="word-spacing:0.01em;">Ritmo de &nbsp;</span></div>
					<div class="stl_01" style="top: 23.7676em; left:28.96em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Colombia y R<span class="stl_09">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.3276em; left:28.96em;"><span class="stl_23 stl_21">Dominica<span class="stl_09">na &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.7676em; left:36.3799em;"><span class="stl_23 stl_09" style="word-spacing:0.05em;">El Salvador &nbsp;</span></div>
					<div class="stl_01" style="top: 25.3276em; left:36.3799em;"><span class="stl_23 stl_21">Guatemal<span class="stl_09">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.5476em; left:14.12em;"><span class="stl_23 stl_21">Medi<span class="stl_09">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.4576em; left:14.12em;"><span class="stl_23">Bajo &nbsp;</span></div>
					<div class="stl_01" style="top: 24.5476em; left:21.54em;"><span class="stl_23 stl_21">Ecuado<span class="stl_09">r &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.3276em; left:6.7em;"><span class="stl_23 stl_21">crecimien<span class="stl_09">to &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.8976em; left:21.54em;"><span class="stl_23 stl_21">Argenti<span class="stl_09">na &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.4576em; left:21.54em;"><span class="stl_23">Chile &nbsp;</span></div>
					<div class="stl_01" style="top: 27.6776em; left:28.96em;"><span class="stl_23 stl_21">Panam<span class="stl_09">á &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.2276em; left:28.96em;"><span class="stl_23">Uruguay &nbsp;</span></div>
					<div class="stl_01" style="top: 30.0176em; left:21.54em;"><span class="stl_23">Perú &nbsp;</span></div>
					<div class="stl_01" style="top: 32.2249em; left:5.55em;"><span class="stl_26 stl_21" style="word-spacing:-0.04em;">Not<span class="stl_09">a</span></span><span class="stl_40" style="word-spacing:-0.04em;">. </span><span class="stl_26" style="word-spacing:-0.06em;">La tabla describe Diagnóstico de la educación en países latinoamericanos: ritmo de &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7349em; left:15.9em;"><span class="stl_26" style="word-spacing:-0.06em;">crecimiento y situación educativa actual. &nbsp;</span></div>
					<div class="stl_01" style="top: 36.2149em; left:7.67em;"><span class="stl_26" style="word-spacing:0.62em;">Esta tabla 2 diagnostica la situación educativa actual en varios países &nbsp;</span></div>
					<div class="stl_01" style="top: 38.0649em; left:4.72em;"><span class="stl_26" style="word-spacing:0.05em;">latinoamericanos y los agrupa</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;según</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;tasas</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;de crecimiento</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;y</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;niveles educativos.</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;Los</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;países &nbsp;</span></div>
					<div class="stl_01" style="top: 39.9049em; left:4.72em;"><span class="stl_26" style="word-spacing:0.06em;">con mayores tasas de</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;crecimiento</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;son Bolivia, Brasil, Costa Rica, México y</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;Paraguay.</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;Los &nbsp;</span></div>
					<div class="stl_01" style="top: 41.7449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.23em;">avances en educación fueron notables en Bolivia y Brasil, pero Costa Rica, México y &nbsp;</span></div>
					<div class="stl_01" style="top: 43.5949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.46em;">Paraguay también experimentaron avances significativos. El grupo de crecimiento &nbsp;</span></div>
					<div class="stl_01" style="top: 45.4449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.33em;">moderado incluye países como Ecuador, Colombia y República Dominicana, que se &nbsp;</span></div>
					<div class="stl_01" style="top: 47.2849em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">encuentran en el medio en términos de crecimiento educativo. Finalmente, Argentina, Chile, &nbsp;</span></div>
					<div class="stl_01" style="top: 49.1349em; left:4.72em;"><span class="stl_26" style="word-spacing:0.01em;">Perú, Panamá</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;y</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;Uruguay</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;se encuentran entre</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;los</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;países</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;con menores</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;tasas</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;crecimient<span class="stl_09">o, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.9749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.15em;">lo que muestra los desafíos que enfrentan estos países en el desarrollo de sus sistemas &nbsp;</span></div>
					<div class="stl_01" style="top: 52.8249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.07em;">educativos. Vale</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;la pena señalar</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;que</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;estos grupos no</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;solo reflejan la</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;tasa de</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;crecimiento, &nbsp;</span></div>
					<div class="stl_01" style="top: 54.6749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.11em;">sino que también reflejan el estado educativo actual</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;de cada</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;país,</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;que se divide en</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;alto, &nbsp;</span></div>
					<div class="stl_01" style="top: 56.5149em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">medio y bajo. &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">11 &nbsp;</span></div>
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			<div class="stl_03">
				<img 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			<div class="stl_view">
				<div class="stl_18 stl_19">
					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8849em; left:5.8em;"><span class="stl_38" style="word-spacing:-0.04em;">Tabla 3.</span><span class="stl_26" style="word-spacing:-0.04em;">Tendencias de desempeño estudiantil y resultados de PISA 2018: un análisis en &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3749em; left:19.44em;"><span class="stl_26" style="word-spacing:-0.09em;">países Latinoamericanos &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3875em; left:6.85em;"><span class="stl_20 stl_09">Paí<span class="stl_21">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.3875em; left:31.32em;"><span class="stl_20 stl_21">Punta<span class="stl_09">je &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.9976em; left:32.11em;"><span class="stl_23">452 &nbsp;</span></div>
					<div class="stl_01" style="top: 12.5576em; left:32.1299em;"><span class="stl_23">427 &nbsp;</span></div>
					<div class="stl_01" style="top: 14.1276em; left:32.1em;"><span class="stl_23">426 &nbsp;</span></div>
					<div class="stl_01" style="top: 15.6776em; left:32.1em;"><span class="stl_23">420 &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2476em; left:32.19em;"><span class="stl_23">413 &nbsp;</span></div>
					<div class="stl_01" style="top: 10.9976em; left:6.85em;"><span class="stl_23">Chile &nbsp;</span></div>
					<div class="stl_01" style="top: 12.5576em; left:6.85em;"><span class="stl_23 stl_21">Urugua<span class="stl_09">y &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.1276em; left:6.85em;"><span class="stl_23 stl_09" style="word-spacing:0.03em;">Costa Rica &nbsp;</span></div>
					<div class="stl_01" style="top: 15.6776em; left:6.85em;"><span class="stl_23 stl_21">Méxic<span class="stl_09">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 17.2476em; left:6.85em;"><span class="stl_23 stl_21">Brasi<span class="stl_09">l &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.8076em; left:6.85em;"><span class="stl_23 stl_21">Colomb<span class="stl_09">ia &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.3676em; left:6.85em;"><span class="stl_23 stl_21">Argenti<span class="stl_09">na &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.9276em; left:6.85em;"><span class="stl_23 stl_09">Perú &nbsp;</span></div>
					<div class="stl_01" style="top: 18.8076em; left:32.17em;"><span class="stl_23">412 &nbsp;</span></div>
					<div class="stl_01" style="top: 20.3676em; left:32.1em;"><span class="stl_23">402 &nbsp;</span></div>
					<div class="stl_01" style="top: 21.9276em; left:32.17em;"><span class="stl_23">401 &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4875em; left:6.85em;"><span class="stl_23 stl_21">Panam<span class="stl_09">á &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.0576em; left:6.85em;"><span class="stl_23 stl_09" style="word-spacing:0.05em;">R. Dominicana &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4875em; left:32.19em;"><span class="stl_23">377 &nbsp;</span></div>
					<div class="stl_01" style="top: 25.0576em; left:32.07em;"><span class="stl_23">342 &nbsp;</span></div>
					<div class="stl_01" style="top: 26.7749em; left:8.47em;"><span class="stl_26 stl_21" style="word-spacing:-0.03em;">Not<span class="stl_09">a</span></span><span class="stl_40" style="word-spacing:-0.03em;">. </span><span class="stl_26" style="word-spacing:-0.05em;">La tabla describe los puntajes de las pruebas Pisa para algunos países &nbsp;</span></div>
					<div class="stl_01" style="top: 28.2749em; left:20.9299em;"><span class="stl_26 stl_21">latinoamerican<span class="stl_09">os. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.7549em; left:7.6799em;"><span class="stl_26" style="word-spacing:0.03em;">Los resultados de</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;la tabla 3 muestran</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;que</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;Chile</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;obtuvo</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;la puntuación más alta</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5949em; left:5.29em;"><span class="stl_26" style="word-spacing:0.15em;">52 puntos y un desempeño por debajo del promedio. En otros países, como</span><span class="stl_26" style="word-spacing:0.15em;">&nbsp;Uruguay, &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5949em; left:4.72em;"><span class="stl_26">4</span></div>
					<div class="stl_01" style="top: 34.4449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.12em;">Costa Rica y México, el puntaje promedio</span><span class="stl_26" style="word-spacing:0.14em;">&nbsp;está</span><span class="stl_26" style="word-spacing:0.13em;">&nbsp;entre 420 y 427 puntos.</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;Los que</span><span class="stl_26" style="word-spacing:0.13em;">&nbsp;tienen &nbsp;</span></div>
					<div class="stl_01" style="top: 36.2949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.29em;">puntuaciones superiores a 400 son Brasil, Colombia y Perú. Países como Panamá y &nbsp;</span></div>
					<div class="stl_01" style="top: 38.1349em; left:4.72em;"><span class="stl_26" style="word-spacing:0.1em;">República Dominicana tienen puntajes promedio inferiores a 400</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;puntos.</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;Generalmente, &nbsp;</span></div>
					<div class="stl_01" style="top: 39.9849em; left:4.72em;"><span class="stl_26" style="word-spacing:0.18em;">estos puntajes reflejan estudiantes que obtuvieron malos resultados en el examen, con &nbsp;</span></div>
					<div class="stl_01" style="top: 41.8249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.02em;">porcentajes de no más del 50 por ciento en lectura y ciencias y del 65 por ciento o menos en &nbsp;</span></div>
					<div class="stl_01" style="top: 43.6749em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.02em;">matemáticas. Según</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;el</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;Boletín</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;OCDE</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;(2018),</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;alrededo<span class="stl_09">r</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;del 50%</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;los</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;estudiantes</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 45.5249em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.01em;">Colombia alcanzan al menos el nivel 2 en lectura y ciencias, mientra<span class="stl_09">s que el 35% alcanza al &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.3649em; left:4.72em;"><span class="stl_26" style="word-spacing:0.16em;">menos este nivel en matemáticas y casi el 40% logra niveles inferiores en general. tres &nbsp;</span></div>
					<div class="stl_01" style="top: 49.2149em; left:4.72em;"><span class="stl_26" style="word-spacing:0.02em;">sujetos. Los</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;datos</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;provien<span class="stl_09">en</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;del</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;anuncio del</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;Progra<span class="stl_09">ma</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;para la</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;Evaluación Internac<span class="stl_09">ional</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 51.0549em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">Estudiantes (PISA) de notas nacionales sobre los resultados de PISA 2018. &nbsp;</span></div>
					<div class="stl_01" style="top: 53.8981em; left:6.22em;"><span class="stl_25">3</span></div>
					<div class="stl_01" style="top: 53.8981em; left:6.76em;"><span class="stl_25 stl_09" style="word-spacing:0.04em;">.5. Análisis del desarrollo tecnológico y conectividad &nbsp;</span></div>
					<div class="stl_01" style="top: 55.8849em; left:7.6799em;"><span class="stl_26" style="word-spacing:0.12em;">La tabla 4 proporciona información</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;sobre el número de usuarios conectados y</span><span class="stl_26" style="word-spacing:0.13em;">&nbsp;su &nbsp;</span></div>
					<div class="stl_01" style="top: 57.7349em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.04em;">porcentaje sobre la población total en ciertos países de América Latina en el período de 2010 &nbsp;</span></div>
					<div class="stl_01" style="top: 59.5749em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.01em;">a 2019. Los datos muestran que el número de usuarios conectados a<span class="stl_09">&nbsp;Internet ha aumentado &nbsp;</span></span></div>
					<div class="stl_01" style="top: 61.4249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">gradualmente a lo largo de los años, lo que refleja la tecnología y la mejora de la conectividad &nbsp;</span></div>
					<div class="stl_01" style="top: 63.2749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.22em;">en la región. En 2010, el número de usuarios conectados era de 209 millones, lo que &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">12 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_16">
			<div class="stl_03">
				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxkAAARhCAYAAABONUjdAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABjySURBVHhe7d2xiWXZGYXRMcecMGQqBIWgUBSCMlACZQrGLHNATlUGbbbZISiDV7oNzxIDo4ba6Fy+tWBncB78X12jfgIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABO8fGna38xs8T+/PzhAwAsPX699mZmif12hcbPzx8/AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD/D4/H49sHAAA51x349jwJ4XOJDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcxcj+v1emPvZmZmZtbadQe+PE9C+Fy+ZAAANPmSwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMXI/r9Xpj72ZmZmbW2nUHvjxPQvhcvmQAADT5ksGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzIgMAIAmkcGMyAAAaBIZzFyP6/V6Y+9mZmZm1tp1B748T0L4XL5kAAA0+ZLBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBjMgAAGgSGcyIDACAJpHBzPW4Xq839m5mZmZmrV134MvzJITP5UsGAECTLxnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwYzIAABoEhnMiAwAgCaRwcw6Mr58+fLx9vZmZmZmZj+4r1+/Pi+qDZHBXf187bdr3x+wmZmZmf3Yfr0GAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQN7frv3dzMzMzH54f70G/Jdfrv3eD8bMzMzM/njf/1gLAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwNov1/597cPMzMzMfnhv1wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD4PY/H49sHAAA51x3on/2xITIAAJpEBjMiAwCgSWQwIzIAAJpEBjMiAwCgSWQwIzIAAJpEBjMiAwCgSWQwIzIAAJpEBjMiAwCgSWQwIzIAAJpEBjMiAwCgSWQwIzIAAJpEBjMiAwCgSWQwIzIAAJpEBjMiAwCgSWQwIzIAAJpEBjMiAwCgSWQwIzIAAJpEBjMiAwCgSWQwIzIAAJpEBjMiAwCgSWQwIzIAAJpEBjMiAwCgSWQwIzIAAJpEBjMiAwCgSWQwIzIAAJpEBjMiAwCgSWQwIzIAAJpEBjMiAwCgSWQwIzIAAJpEBjMiAwCgSWQwIzIAAJpEBgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAwOPx+PYBAMBxrjvt7Xmywb2IDACAM4kMbktkAACcSWRwWyIDAOBMIoPbEhkAAGcSGdyWyAAAOJPI4LZEBgDAmUQGtyUyAADOJDK4LZEBAHAmkcFtiQwAgDOJDG5LZAAAnElkcFsiAwDgTCKD2xIZAABnEhnclsgAADiTyOC2RAYAwJlEBrclMgAAziQyuC2RAQBwJpHBbYkMAIAziQxuS2QAAJxJZHBbI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alt="" class="stl_45" />
			</div>
			<div class="stl_view">
				<div class="stl_18 stl_19">
					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8849em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.02em;">corresponde al 34,70% de la población total. Esta cifra ha ido aumentando constantemente, &nbsp;</span></div>
					<div class="stl_01" style="top: 7.7249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.08em;">llegando a 431</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;millones de usuarios en</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;2019,</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;lo</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;que</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;representa</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;el 66,70% de la</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;población &nbsp;</span></div>
					<div class="stl_01" style="top: 9.5749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.24em;">total. El aumento en el número de</span><span class="stl_26" style="word-spacing:0.23em;">&nbsp;usuarios conectados indica un mayor acceso a</span><span class="stl_26" style="word-spacing:0.25em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 11.4149em; left:4.72em;"><span class="stl_26" style="word-spacing:0.09em;">tecnología y a Internet en la región, lo que</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;puede afectar significativamente el</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;desarrollo &nbsp;</span></div>
					<div class="stl_01" style="top: 13.2649em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">económico, social y educativo de los países latinoamericanos. &nbsp;</span></div>
					<div class="stl_01" style="top: 16.1149em; left:5.07em;"><span class="stl_38" style="word-spacing:-0.04em;">Tabla 4.</span><span class="stl_26" style="word-spacing:-0.04em;">Análisis del desarrollo tecnológico y conectividad: Usuarios conectados a internet &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9749em; left:13.2em;"><span class="stl_26" style="word-spacing:-0.06em;">en países latinoamericanos (2010-2019) (en millones) &nbsp;</span></div>
					<div class="stl_01" style="top: 19.8576em; left:22.8299em;"><span class="stl_20 stl_21">Usuario<span class="stl_09">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.6576em; left:11.35em;"><span class="stl_20 stl_09">Año &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6576em; left:35.1299em;"><span class="stl_20 stl_21">Porcenta<span class="stl_09">je &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.4776em; left:22.25em;"><span class="stl_20 stl_21">Conectad<span class="stl_09">os &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.0776em; left:23.87em;"><span class="stl_23">209 &nbsp;</span></div>
					<div class="stl_01" style="top: 23.0776em; left:11.32em;"><span class="stl_23">2</span></div>
					<div class="stl_01" style="top: 23.0776em; left:11.78em;"><span class="stl_23">010 &nbsp;</span></div>
					<div class="stl_01" style="top: 24.6476em; left:11.86em;"><span class="stl_23">011 &nbsp;</span></div>
					<div class="stl_01" style="top: 23.0776em; left:36.21em;"><span class="stl_23">34,70 &nbsp;</span></div>
					<div class="stl_01" style="top: 24.6476em; left:36.45em;"><span class="stl_23">39,3 &nbsp;</span></div>
					<div class="stl_01" style="top: 24.6476em; left:11.4em;"><span class="stl_23">2</span></div>
					<div class="stl_01" style="top: 24.6476em; left:23.9em;"><span class="stl_23">235 &nbsp;</span></div>
					<div class="stl_01" style="top: 26.2076em; left:11.32em;"><span class="stl_23">2</span></div>
					<div class="stl_01" style="top: 26.2076em; left:11.78em;"><span class="stl_23">012 &nbsp;</span></div>
					<div class="stl_01" style="top: 27.7676em; left:11.8em;"><span class="stl_23">013 &nbsp;</span></div>
					<div class="stl_01" style="top: 26.2076em; left:23.87em;"><span class="stl_23">260 &nbsp;</span></div>
					<div class="stl_01" style="top: 26.2076em; left:36.24em;"><span class="stl_23">42,10 &nbsp;</span></div>
					<div class="stl_01" style="top: 27.7676em; left:36.1799em;"><span class="stl_23">46,26 &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3276em; left:36.19em;"><span class="stl_23">48,30 &nbsp;</span></div>
					<div class="stl_01" style="top: 30.8875em; left:36.19em;"><span class="stl_23">56,60 &nbsp;</span></div>
					<div class="stl_01" style="top: 32.4576em; left:36.2em;"><span class="stl_23">59,30 &nbsp;</span></div>
					<div class="stl_01" style="top: 34.0176em; left:36.17em;"><span class="stl_23">62,40 &nbsp;</span></div>
					<div class="stl_01" style="top: 35.5776em; left:36.22em;"><span class="stl_23 stl_21">65,7<span class="stl_09">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.1375em; left:36.21em;"><span class="stl_23 stl_21">66,7<span class="stl_09">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.7676em; left:11.34em;"><span class="stl_23">2</span></div>
					<div class="stl_01" style="top: 27.7676em; left:23.9em;"><span class="stl_23">232 &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3276em; left:11.31em;"><span class="stl_23">2014 &nbsp;</span></div>
					<div class="stl_01" style="top: 30.8875em; left:11.3299em;"><span class="stl_23">2015 &nbsp;</span></div>
					<div class="stl_01" style="top: 32.4576em; left:11.32em;"><span class="stl_23">2016 &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3276em; left:23.89em;"><span class="stl_23">298 &nbsp;</span></div>
					<div class="stl_01" style="top: 30.8875em; left:23.8799em;"><span class="stl_23">340 &nbsp;</span></div>
					<div class="stl_01" style="top: 32.4576em; left:23.97em;"><span class="stl_23">361 &nbsp;</span></div>
					<div class="stl_01" style="top: 34.0176em; left:11.35em;"><span class="stl_23">2</span></div>
					<div class="stl_01" style="top: 34.0176em; left:11.81em;"><span class="stl_23">017 &nbsp;</span></div>
					<div class="stl_01" style="top: 35.5776em; left:11.7899em;"><span class="stl_23">018 &nbsp;</span></div>
					<div class="stl_01" style="top: 34.0176em; left:23.9em;"><span class="stl_23">396 &nbsp;</span></div>
					<div class="stl_01" style="top: 35.5776em; left:11.3299em;"><span class="stl_23">2</span></div>
					<div class="stl_01" style="top: 35.5776em; left:23.94em;"><span class="stl_23">421 &nbsp;</span></div>
					<div class="stl_01" style="top: 37.1375em; left:11.32em;"><span class="stl_23">2</span></div>
					<div class="stl_01" style="top: 37.1375em; left:11.78em;"><span class="stl_23">019 &nbsp;</span></div>
					<div class="stl_01" style="top: 37.1375em; left:23.96em;"><span class="stl_23">431 &nbsp;</span></div>
					<div class="stl_01" style="top: 39.3449em; left:6.39em;"><span class="stl_26" style="word-spacing:-0.03em;">Nota</span><span class="stl_40" style="word-spacing:-0.03em;">. </span><span class="stl_26" style="word-spacing:-0.05em;">La tabla describe el análisis cuantitativo de los usuarios conectados por países. &nbsp;</span></div>
					<div class="stl_01" style="top: 42.7581em; left:6.22em;"><span class="stl_25">3</span></div>
					<div class="stl_01" style="top: 42.7581em; left:6.76em;"><span class="stl_25 stl_09" style="word-spacing:0.16em;">.6. Brechas</span><span class="stl_25 stl_09" style="word-spacing:0.08em;">&nbsp;en</span><span class="stl_25 stl_09" style="word-spacing:0.13em;">&nbsp;la conectividad: Análisis comparativo del acceso a internet</span><span class="stl_25 stl_09" style="word-spacing:0.11em;">&nbsp;entre &nbsp;</span></div>
					<div class="stl_01" style="top: 44.3481em; left:6.22em;"><span class="stl_25 stl_09" style="word-spacing:0.02em;">zonas urbanas y rurales en países Latinoamericanos y del Caribe &nbsp;</span></div>
					<div class="stl_01" style="top: 46.9449em; left:7.6799em;"><span class="stl_26" style="word-spacing:0.22em;">La tabla 5 presenta datos sobre la conectividad urbano-rural en algunos países &nbsp;</span></div>
					<div class="stl_01" style="top: 48.7849em; left:4.72em;"><span class="stl_26" style="word-spacing:0.21em;">latinoamericanos, lo que permite analizar las diferencias y diferencias en el desarrollo &nbsp;</span></div>
					<div class="stl_01" style="top: 50.6349em; left:4.72em;"><span class="stl_26" style="word-spacing:0.02em;">tecnológico entre ambos</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;entornos.</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;Los</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;datos muestran</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;que,</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;en general,</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;existen</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;diferencias &nbsp;</span></div>
					<div class="stl_01" style="top: 52.4749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.08em;">significativas entre las zonas urbanas y rurales de estos países. Por</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;ejemplo,</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;en</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;Uruguay, &nbsp;</span></div>
					<div class="stl_01" style="top: 54.3249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.02em;">Costa Rica y Argentina, la proporción de usuarios conectados es mucho mayor en las zonas &nbsp;</span></div>
					<div class="stl_01" style="top: 56.1749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.11em;">urbanas que en las rurales. Esta diferencia existe en otros países como Chile,</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;Colombia, &nbsp;</span></div>
					<div class="stl_01" style="top: 58.0149em; left:4.72em;"><span class="stl_26" style="word-spacing:0.16em;">México y República Dominicana.</span><span class="stl_26" style="word-spacing:0.17em;">&nbsp;Sin</span><span class="stl_26" style="word-spacing:0.18em;">&nbsp;embargo, en países como Brasil y Perú ocurre</span><span class="stl_26" style="word-spacing:0.19em;">&nbsp;lo &nbsp;</span></div>
					<div class="stl_01" style="top: 59.8649em; left:4.72em;"><span class="stl_26" style="word-spacing:0.09em;">contrario: las zonas rurales tienen una mayor proporción de</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;usuarios</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;conectados que</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 61.7049em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.04em;">urbanas. Estas diferencias resaltan la complejidad de las brechas tecnológicas y la necesidad &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">13 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_16">
			<div class="stl_03">
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				<div class="stl_18 stl_19">
					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8849em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.01em;">de políticas que aborden específicamente estas brechas para garantizar <span class="stl_09">el acceso equitativo &nbsp;</span></span></div>
					<div class="stl_01" style="top: 7.7249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">a la tecnología y la información en todas las regiones geográficas y clases socioeconómicas. &nbsp;</span></div>
					<div class="stl_01" style="top: 10.5749em; left:8.2299em;"><span class="stl_38" style="word-spacing:-0.04em;">Tabla 5.</span><span class="stl_26" style="word-spacing:-0.04em;">Usuarios conectados a internet, en algunos países latinoamericanos &nbsp;</span></div>
					<div class="stl_01" style="top: 12.4776em; left:6.37em;"><span class="stl_20">País &nbsp;</span></div>
					<div class="stl_01" style="top: 12.4776em; left:16.85em;"><span class="stl_20 stl_09" style="word-spacing:0.05em;">Zona Urbana &nbsp;</span></div>
					<div class="stl_01" style="top: 12.4776em; left:30.5em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">Zona Rural &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0875em; left:6.37em;"><span class="stl_23 stl_21">Urugua<span class="stl_09">y &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.6476em; left:6.37em;"><span class="stl_23 stl_09" style="word-spacing:0.03em;">Costa Rica &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2076em; left:6.37em;"><span class="stl_23 stl_21">Argenti<span class="stl_09">na &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.7676em; left:6.37em;"><span class="stl_23">Chile &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0875em; left:22.17em;"><span class="stl_23 stl_21">81,3<span class="stl_09">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.6476em; left:22.17em;"><span class="stl_23">78,1% &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2076em; left:22.12em;"><span class="stl_23 stl_21">77,6<span class="stl_09">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.7676em; left:22.17em;"><span class="stl_23 stl_21">76,1<span class="stl_09">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.3276em; left:22.0799em;"><span class="stl_23">72,4% &nbsp;</span></div>
					<div class="stl_01" style="top: 21.8976em; left:22.17em;"><span class="stl_23">71,2% &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4576em; left:22.16em;"><span class="stl_23">71,0% &nbsp;</span></div>
					<div class="stl_01" style="top: 25.0176em; left:22.11em;"><span class="stl_23">70,3% &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5776em; left:22.0799em;"><span class="stl_23">65,6% &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0875em; left:35.75em;"><span class="stl_23">70,3% &nbsp;</span></div>
					<div class="stl_01" style="top: 15.6476em; left:35.86em;"><span class="stl_23">61,1% &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2076em; left:36.0799em;"><span class="stl_23">N/R &nbsp;</span></div>
					<div class="stl_01" style="top: 18.7676em; left:35.7em;"><span class="stl_23">49,6% &nbsp;</span></div>
					<div class="stl_01" style="top: 20.3276em; left:35.75em;"><span class="stl_23 stl_21">35.8<span class="stl_09">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.8976em; left:35.7299em;"><span class="stl_23">39,2% &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4576em; left:35.81em;"><span class="stl_23">53,1% &nbsp;</span></div>
					<div class="stl_01" style="top: 25.0176em; left:35.82em;"><span class="stl_23 stl_21">71,6<span class="stl_09">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.5776em; left:35.8em;"><span class="stl_23">39,1% &nbsp;</span></div>
					<div class="stl_01" style="top: 20.3276em; left:6.37em;"><span class="stl_23 stl_21">Colomb<span class="stl_09">ia &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.8976em; left:6.37em;"><span class="stl_23 stl_21">Méxic<span class="stl_09">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.4576em; left:6.37em;"><span class="stl_23 stl_09" style="word-spacing:0.05em;">R. Dominicana &nbsp;</span></div>
					<div class="stl_01" style="top: 25.0176em; left:6.37em;"><span class="stl_23 stl_21">Brasi<span class="stl_09">l &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.5776em; left:6.37em;"><span class="stl_23 stl_21">Ecuado<span class="stl_09">r &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.1375em; left:6.37em;"><span class="stl_23">Perú &nbsp;</span></div>
					<div class="stl_01" style="top: 28.1375em; left:21.3299em;"><span class="stl_23">58,9% &nbsp;</span></div>
					<div class="stl_01" style="top: 28.1375em; left:34.81em;"><span class="stl_23">58,9% &nbsp;</span></div>
					<div class="stl_01" style="top: 29.7076em; left:6.37em;"><span class="stl_23">Bolivia &nbsp;</span></div>
					<div class="stl_01" style="top: 29.7076em; left:21.3299em;"><span class="stl_23">55,3% &nbsp;</span></div>
					<div class="stl_01" style="top: 31.2676em; left:21.3299em;"><span class="stl_23">49,5% &nbsp;</span></div>
					<div class="stl_01" style="top: 29.7076em; left:34.81em;"><span class="stl_23">19,1% &nbsp;</span></div>
					<div class="stl_01" style="top: 31.2676em; left:6.37em;"><span class="stl_23 stl_09" style="word-spacing:0.04em;">El Salvador &nbsp;</span></div>
					<div class="stl_01" style="top: 31.2676em; left:34.81em;"><span class="stl_23">25,4% &nbsp;</span></div>
					<div class="stl_01" style="top: 33.4849em; left:5.81em;"><span class="stl_26">Nota</span><span class="stl_40">.</span><span class="stl_40" style="word-spacing:0.12em;">&nbsp;</span><span class="stl_26" style="word-spacing:0.12em;">La</span><span class="stl_26" style="word-spacing:-0.04em;">&nbsp;tabla</span><span class="stl_26" style="word-spacing:-0.05em;">&nbsp;describe</span><span class="stl_26" style="word-spacing:-0.04em;">&nbsp;la</span><span class="stl_26" style="word-spacing:-0.06em;">&nbsp;conexión</span><span class="stl_26" style="word-spacing:-0.06em;">&nbsp;tecnológica</span><span class="stl_26" style="word-spacing:-0.05em;">&nbsp;existente</span><span class="stl_26" style="word-spacing:-0.04em;">&nbsp;entre</span><span class="stl_26" style="word-spacing:-0.04em;">&nbsp;las</span><span class="stl_26" style="word-spacing:-0.06em;">&nbsp;ciudades</span><span class="stl_26" style="word-spacing:-0.04em;">&nbsp;y</span><span class="stl_26" style="word-spacing:-0.05em;">&nbsp;poblados &nbsp;</span></div>
					<div class="stl_01" style="top: 34.9949em; left:5.02em;"><span class="stl_26" style="word-spacing:-0.05em;">urbanos de américa latina en comparación con los de la zona rural, se evidencian, brechas y &nbsp;</span></div>
					<div class="stl_01" style="top: 36.4649em; left:21.61em;"><span class="stl_26 stl_21">desigualdade<span class="stl_09">s. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.9381em; left:6.22em;"><span class="stl_43">3</span></div>
					<div class="stl_01" style="top: 38.9381em; left:6.76em;"><span class="stl_43 stl_21" style="word-spacing:0.09em;">.7. Estrategi<span class="stl_09">as</span></span><span class="stl_43 stl_09" style="word-spacing:0.16em;">&nbsp;integrales</span><span class="stl_43 stl_09" style="word-spacing:0.12em;">&nbsp;para mejorar la</span><span class="stl_43 stl_09" style="word-spacing:0.16em;">&nbsp;educación</span><span class="stl_43 stl_09" style="word-spacing:0.08em;">&nbsp;y</span><span class="stl_43 stl_09" style="word-spacing:0.14em;">&nbsp;prevenir la corrupción</span><span class="stl_43 stl_09" style="word-spacing:0.1em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 40.5281em; left:6.22em;"><span class="stl_43 stl_21" style="word-spacing:-0.04em;">América Latin<span class="stl_09">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.1249em; left:7.67em;"><span class="stl_27" style="word-spacing:-0.01em;">La corrupción en el sector educativo en América Latina es un obstáculo que afecta el &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9749em; left:4.72em;"><span class="stl_27" style="word-spacing:0.14em;">desarrollo y la calidad de la educación. Este fenómeno afecta</span><span class="stl_27" style="word-spacing:0.16em;">&nbsp;el alcance, la</span><span class="stl_27" style="word-spacing:0.15em;">&nbsp;calidad y</span><span class="stl_27" style="word-spacing:0.15em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8149em; left:4.72em;"><span class="stl_27" style="word-spacing:-0.06em;">conectividad tecnológica de los sistemas educativos. &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6649em; left:7.67em;"><span class="stl_27" style="word-spacing:0.23em;">Las siguientes estrategias integrales tienen como objetivo cerrar las brechas de &nbsp;</span></div>
					<div class="stl_01" style="top: 50.5049em; left:4.72em;"><span class="stl_27" style="word-spacing:0.33em;">cobertura educativa, reducir las desigualdades de calidad y mejorar la conectividad &nbsp;</span></div>
					<div class="stl_01" style="top: 52.3449em; left:4.72em;"><span class="stl_27" style="word-spacing:0.12em;">tecnológica, al</span><span class="stl_27" style="word-spacing:0.12em;">&nbsp;tiempo</span><span class="stl_27" style="word-spacing:0.14em;">&nbsp;que luchan contra la corrupción en todos los niveles del</span><span class="stl_27" style="word-spacing:0.14em;">&nbsp;sistema &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1949em; left:4.72em;"><span class="stl_27 stl_21">educativ<span class="stl_09">o. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.0449em; left:5.91em;"><span class="stl_26 stl_21" style="word-spacing:0.02em;">Las estrategias para mejorar la educación y prevenir la corrupción <span class="stl_09">en el sector educativo &nbsp;</span></span></div>
					<div class="stl_01" style="top: 57.8849em; left:4.72em;"><span class="stl_26" style="word-spacing:0.23em;">se basan en teorías y filosofías educativas que promueven la equidad, la calidad y la &nbsp;</span></div>
					<div class="stl_01" style="top: 59.7349em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">transparencia. La base teórica y filosófica de estas estrategias es la siguiente: &nbsp;</span></div>
					<div class="stl_01" style="top: 62.5681em; left:6.22em;"><span class="stl_25">3</span></div>
					<div class="stl_01" style="top: 62.5681em; left:6.76em;"><span class="stl_25 stl_09" style="word-spacing:0.03em;">.7.1. Teoría del capital humano &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">14 &nbsp;</span></div>
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			<div class="stl_03">
				<img 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RXVqKiuQ21Do6nvdPU76EtTQ5qNwb68rXfMK8s5H/gVa/iLD/N7od9ROmZWrbbhzPYkL5ubHW1C8wV/Rywsl1scp0lavyzH6ZDW9mf9fhynRdJfIr9TJhnUtuzb1mWwfrjmdAlt+NFoTptokEZWT2s4UlyDjPwqJB+sQOKBciTmsrBcxeXASSRLyTpSibyiKpRW1KK+Tn4TTY7TifTiYw2O/zZNnLS5plnVJtVqdu2/U73QWudDGmQT9GlArI1zswR+jc2oMclENQpKT+FQQQVSD5YgLPk4dgYfxKqdqZi9PhqjF0sCMcsXPafuRw+nPeg1fQ+GLfDFZJdgzHeNwdo9GdgRcgABcUcRm1kC25GTOFpciRMVNThZ0yCBuAaZVmN/KSUx6wQmuURK0qFJhgbwGjhIj3MckHmduS4aLu4JaHQEtfK9rYDjl+PT5WKK/NHQ1CIJVL185xoUllaZ8STmliA4+Rj2RByEu3c2nD2SMXNtlHzvEAyY6Y+ek33Qc5I3+k71xdC5IXBaEYslW1Kx2TsHfrF5SMg+gZz8ChwvPoXSyhpU1dSjXurFRt0WzGlXuuy17pQ5lO9iAnFTdO4c83nunGpwZL9G5HdNv1OT2Z7M9nW6QbavetTUN8q6r5XtqUYSs1PyW6lAgvxWLvg7YmG5zJIk21RaXiUOnqhGSWUt6upl+2t23FxCitbD8juyfm90IUwyqM3Zt61WOxO0NElj2CQNaEsVSqqrkHCwHG7+BzF5dSIGzEnAT9OS8NP0OPw0I1q69uJ4faHuxfpp92L9LnWYi/XT7sX6afdi/bR7sX7avVg/7V6sn3Yv1k+7F+un3Yv1u9RhLtZPuxfrp92L9dPuxfpp92L9tHuxftq9WD/tXqyfds9/PT3G/N1nbhRGro7Hyv0HEZtRhpKKajQ2agLuSMbbv4HT0NrcnclMTYt5R/5JAKi/W93rJ7/bOkmCKiqrUVSi1z9I0CfBsXfUYazdnY5Z62PNEYde04Lww+QA9JuyH2MW+GPOhgis3J2EHeHZiEjPR7Z8rkgCyEoZV12zHrGUclqTiCbrmoYW+e7yvXXqjvmwki0Nmi9NUiuTjCbdc6nDmGmdN+AFWEcYrGDECpJlfnVve3OjdBvNhed6pKpakrCy6jocO1GJ1JxiBMQexWafXCzako6Jy+MxaGYgek3ahz5OPhg0KwCTV4Rj+bYEbA/MQoQkLZmHypFXeArFJ2sl8WhEQ6N8F1lmeuqZzq1V9J/Oty4fx3LSPn/9e/y96bfQNa1Ft7G6+iYcK61GYHIxlmzPxshlCeg9OxY9Z8RLkTbB/pv51W/r/O7F+mn3Yv20e7F+2r1YP+1erJ92L9ZPuxfrd6nDXKyfdi/WT7sX66fdi/XT7sX6afdi/bR7sX7avVg/7V6sn3Z1W5I4o69sX2Ml6V+zNxNRWcUolCS/QWKT0y118nOS35D8rq3fFV0Ikwxqc/Ztq9W0QdHzo09LQ9zYUIO84nJsCczDoPnx6DsrElPXJmP1nmy4B+bCI+QwPIKPsrBcnSUoHx6Bx+EeUIC1e/Mxa1Mmfp4Xgz5z4rDCKxtZEojXNjTIb0WDX/sPqD3pLnq9NZM0qCZoRr0EzPWoqatHcXkNDhdVIflQGXzj87F+b4bZSz90rq85XejHKfsweI4vZq2LwsZ9afCPO4L0w6U4IYGx7pF2nBKmQaS58Nv8kzfMqQkaqGuR1/a92WZetGsCZR1Ol4G9XJLT7Z5kKHNUwXw3+YSZZ0dXxnPme8h7+p3lO2qi1IIGqQPr0XC6ATXNkoDUNuCgLNuo9CJsDzqARVuTMGZZEHpP24MfnPagz3Q/+TsMiz0S4BmSjUhbgUnSCkqrUFFdby5et6450SNOuu70O1za/P8uyKzqMtO9xxV1dYjLKcOCLTb0lUBw2OI4LNiag40+R7At6DA8g49c+LfEwnKZZWtAHtbtPYg5rukYODcc/WdHYJXXAXPjiJqmKvkZax3s+F3RhTDJoDZn37ZaTdtx3Tvb0FyHA4UVWOFpQ78ZoZglP3Dv+FIkZJ9CevZJZGaVIiO7BOk5xSwsV2k5gYycQqTlFiFVAqvk7CoEJVVg0Y6D6DszCdPW2pB2uAINTRqAt3/QqG1oc+NpVNc0ouhktQS+empKMfaFHYHzlmRMWBSJvpMD8f0kP/SeG4QpG+Ow2c+GqJRj5u5OJ+ubUGvOnZegW/e066lUEvhKiiFhu/2YhExEm2pHGKzBvCYb5kiJCcC1a4bUhss+oAbpOpQ19KVq/yRD50n3wDfK/7U0yN+SQOgpoPL/84v+00+YpEMTR91Dql2TjGiCoEdw9FQNvTC+GcUVdUg7WIb9kYfgvD0BY5f6o58kHb0n+mHozHDMWRuDzfvTEJqSj8z8kzhaUo2KqgY0Nuiys+ZPv4u1EH/HZDZ1eZyS7S4wrRCjnWMxeF48NuzPR2RmGVIOnJTfSSmybGXI0nYhh+0CS1sVrYMLkCndlNxKBCVXYOn2gxggicb0tUlIkd9fXVOt/J701Cn79kq/wiSD2px922o90542Ib+8Ci67D2HA9His2n0AMVllSJcGxJZdbJKL1OwypEnglSHdDOlniuP1hboX66fdi/W71GEu1k+7F+un3Yv10+7F+mn3Yv20e7F+2r1YP+1erN+lDHOxfpc6zMX6afdi/bR7sX7avVg/7V6sn3Yv1k+7F+un3V+8luBJizR2mbmF0tAVIiv7BNIzS+ARcNwc3Zu5Ph2HCqslLtVIzP4buqzWzvqM/l+DdUcQr+Otb2wxt2M9WqzXQhVjb9QBLHaPw4hFQfjBaR9+nLoXo5cEY+XOZPjHH8GB4xWoloRCT3GyHn5nnSqk1wtowGxOG5JG2bwv/c9cS6CnHJgjF2fn35of+9zp/+wvrJRC+2jXEaRbScil+lscyTAjNOOV+bQvTy0mQTqvmOWj82H+6XexToPTaeleUp0/c7qVLDe9wNksO31fPqd3pKqXQPxERQPis4rh4Z+FaTLf/WZ644dJ2zFg5h5MXxuBLd4ZiEkpMLfxPSF1bFVdrYxLT+dyzIY1LZ2uflN5R4r1na2ufX7k1d+OpGbNDYiRRGL0ymSMXJosiVUh0rPLkZlVboLB1AMSBB4oNcm4+f04yoV+Y47uxfpp92L9tHuxftq9WD/tXqyfdi/WT7sX63epw/DzZ19foKvbWGpOpbWtSfKaKfFHQlYJNoccwdAFCZizLkfqiCpz+qP+fujCmGRQm7NvW60nP9T6hib4xB9F/wVxWOF+CMkZpUjLLZEfvv3ohTmCYXWt91hYrvai27pu86XmKF6yNHQb/Y5i4LxkbNiXg1N1TeaUYA1UNdC2glj7b+pX7D1MRwNGK1jVIN+661MjTtVU40RppXk+RHDiMazelYFxzhH4aZo3fnTajbFLguS9NIQmHUXhiVPyGXvwbAJjmRETkP6lGdD3f2uoao3D4nh97nt/XWuSjJWXnWRcrr/0XazldrHpax9NBRokYSutqUfKoWLsCMnBrI0x6DfbD99JYjh4rj/mb4zFruADSJa6NU/WYakkkubUNXMtnHVcxVzDIUmNFutmHPq+lf6YOWj3yEq/STOOlVZhqWcOBi5Iwa6w41L/l5kEQ38b+pvQ9iDNHMFgm8DStsVsX/Zi/pZkN0nq4C0+RzF4QRI27jtgju7qQUe6MCYZ1Obs21araROed6IKi9xTMWZFEkITJaiy6Q+8/Bc/dhaWjlhSTTCliUYZotJKsMA9B+OXxyL1QJm59tBKMqy9zVYUeJb+ae2LtkI3/Vv/r8lBY1OTJBaVOHbCCtT2hh7FAtckDJnjg5+meGHQ/AAs3poI/5hDOFRYiepGvRDb2rPeIq2ric/N9BxT+P372xzJ+DvR2dP1IvmBrh+9DWedrKui6lrE5RRgs08mpqyIQ7+pwegzNVCWg14rk4HwlOM4kF+B4pN1qGvQC9Q1+ZTvrBtXsxYZpywHXQrWEmj/5aC3EQ1KzsfwRRFYuf0QUvV0WfkNZGRXXPA3wsLSvkWPcJQhOq0U86X+nbw8DukHys3d5+jCmGRQm7NvW62m+0DD009gzJIErN19BKm5J2DLKoaeNqLBFQtLRy6pucVIyS1FliQZtuwSbA/Ox+jlyfAIOIiGZisg1KbONHe/avT0b+mvAbUEjXrrU30i9dHiU0iUcXkGHsDUtbHoPTMAP04LxHiXGLj5ZiPlQLF5VkNjS5M0pHpRsuPUJxmfTs8E3udP6/fub3Ph99+NtWpMMevHZKB6NEJPXZN1f7oZ1U0NOFJSAb/4PCzZnIIRM4PRf6IPRi8IgfP2VAQk5sN2rBzFladQ21ApCUeNfH1rHDLCM9NpHzpi3bZOo7yqCeu8D2DEkhiExpyQbd86ZTZNko0L/UZYWNq1ZOsRtDKkHTgBz+A8jF2ajK0Bh9Gg9SFdEJMManP2bavV6ppPY2d4HobOj4N3eCHSc/Xc2xJzisiF9yqwsHScoo2bdUpIsSTfpQiKK4DT2lQs2ppqbvdqBYEaommD98tGT99r1Dv01NQhTxKLeBmHu38WJq0OQ68ZPhgw3R9z18VhX8RBHDx+EjV6CoBJXMwhEhOEW7ew1SBbn4vhKNLfFA08tVwZje3VnGToXOopTVqsNWMdgZAvKd9BuzKEbAun9QnjzY2ob6rHicpqRNsKsXZ3JkYvCkdvJx8Mnx+IZR4J5m5g2fnlOFFRJQlHnYxGT6Gyj7M9yHI2CZFsf4fyqzDXLQMz1qcjzVZuzou/0KksLCx/myIJhnZzixASd1zq3wypf9NRU6+/OroQJhnU5uzbVqtVVDdio3cORi2NQ2SCdZ5taq42KMUX+LH/xpJzgfdaVaxz5K3Dp9Z7v274rGtHfvnexcqvh79wg3ruMJcyjfOH1z0y1mFfa9yO7+AY7ty/z372zDUx9r8vXC7U//zxX+g7sfy1kmnTi8H1N3FCuhWITS3FvM0ZmL4hCQUnq6Uy1wsQrct2ze1KNciUgE0fVFd0shbJh0qwLTQT09YFoc+Mveg7yw/zXOMREHvE3H2ozv7sDT1NpkkSfr2g2Dpq4RifFbqapMIE5RpkOoo2so6Eo52CzzZ0VR/JEI41YrYFs07s683Mv3XhuK5fc7pbowzZrKe+Nct6b8HJ6nokS927aV8axi4JQB+nfRg1PwSrPNMRllyAI0WVqKypNUe3zLLQidkTjl8umV/+dckcy1nmL0Pq/+mrErHMPVvqDA3w9NRZvei7HdqEq6b8sp51XM914aL9HOXs+xeuny91OEf55bBafj38+eP89Wd+WRzDnzvc2Tb44uXsZ6z5+GvTulCxYhK98UxM8gnMdkvH9I1JKDupO1zoQphkUJuzb1utVn6qDmv2ZmH08iT5AUvFkVNs7q5z4R/75Zc0c0cSKaaysN7Tilj3kmklYh0a1TtY/fqzVimR+Soy3XQ9lUsqOa209Fz5jCyrAtPxmTsDZUtAqOO1j1MbSms4q2I0w+neOWnUdfrWnjp75SfD26SbJYGljlM/n5or86dHeGR4axgd/wn5nH5e5sF0dTzatcZt3Y7PGj4zW2+JWixBhN4KuAzZprHWu2jIfOl4zLxVSFeH1fFq0e9m3d3LzJ99XBdaPub76vLN1fFZw+upDek6Xpm2Wc5Z5bCZ72T/DiyXWDTI0u2yxJwulZhejoV6XvCaeOSXVEpcprc5bUKDlLqGepRWVpn7uXvH5mHuplj0n+GHvtP2Yta6YHjH5CCvtMrclciKD/V/GtxZIbT1yk5fmIGssNW8Yd6T8gsXfPN36fd94Xdb0/l1rFGd+3P/nXn7nCLvS9HbDZfXNEpdcQLrdqVi2IIQ9Jzig1HLQrDZNwNJ8r4+GE8fAthknkKviYskNfbk1CxX+WclOWZKf5UOZeZUPyvjSJRpTFoVhxXbc2X7L5e6yUoy2qNduBKLaXe0/clxXLeo7dcJaSOkntZ61qbth+6UkH5m2Z37ea1/tT6XevnM8tRhtI2y6nyrLbPaKattOtuWaFtm+0VbZu8vwzraM2t4q+3SdkTbMh2v1mOp+n6utKMyv1aioJ9ztGXnF/2eOq86PqtdzZRxmfmVtswsB51f0844ijWP2qZZbZF93DKctj9n5k/ea91ORx2+BHGpZVi4xYbJ65NQUFpntl/6NSYZ1Obs21arnZtkRJ9JMhwV0IV+7JdfrERCA+ACJKYeQkzCASRmFJn3z/b/9ee0UkvLlAom6TDC4w8gLO4wwuJzEZlwEPGpBUjV/qai1orPqli1WMmEFFMJWud1Wu/ZK+VzKketFM20ZPqaZOipMVphppuGRJeLNCJmGtrYOpIA+7S063htLzpOTYZ0eE0y9FBvmlS4cbEZ2L8vCL5haUjQ4XR5m/FWmorYqpi16Dgd82zNi6Ocv3z0+2gQnCLzmpGRj4iwROzeH4eIhAJpUGSZ6nB6a1adJ62sz/s8y8XLmSQjpxAJGSVY4JGBiWsjkSdJht4dqqa2AcdLKxFtK8DaXWkYOS8IvZz2YKxzEHYE5+BgQSVqGvVIhZ6f3yAtgAaAHc/VfiTjN9NEQ8L9Zuk2SKlraURpdRViMwuwfGs8Bs70Rb8pvpi+Nhq7og4h49hJSWqr0dBYL4mGbFP6nA/zNGQ92iHbmUkd/jprqjp5TVqaES/128TVkmTsyJU6Q+oUqdvMUVgNNi/w++h4Ret0WR6pxxATmQH/oGR4h6YjLOEQUjKt9sBm37lzoXY0LbMI8cl5iIg7gPC4g9KeHUJE/BEJoAtNG+MoJvEwxdGuaNul7cq57YIVfOtrna55X9oRq82yPqdtmbYtJjnQ9017ofWaXshvtYe/aMMc3XOKbgPW+K32wyZtWUJclrRl4fANTkNypo5Td/5pm2ftTDvbluk4dZ7PzveZ8Uo5f/lcqFjTLUF8WjkWb8nCJEkyjpfVWhsw/QqTDGpz9m2r1f5SkuE4qtBWRYN1rVA0ufD2C8aCRcswafoibPdOkP5a8VmV14Wmq3tAIoMSsWjOYgwZOgaDhozHQOmOGD8L6z0CkCyfSTUVnFaaFcjQ84htEnSn5iEkNBXBkTYJcKy9KGavv6lYpcgw5jO6V8bs7bGSB90bpUUreL0IPl4aD7+gJGkQjiJNjzjIZ21SYVqVvj0hsCc4WrFr1+ov78n31gcLZWQXIt2Wj+WLl+Gee+/HV72HI1waKbO8TSVqTU8biLMVsPxtlpuOXyt5a77PXz4mATLJWymiI5IxoFc/3Pvgc1i42gfJudKwmEbICpRT7Z/XIzbnj4fl18Xa22YtO31uRqytGPO3ZmG8SzxS8mTbPFaKfVFHMX1NAnpO98eAef5YtSsZaQeKzTnDeicpDfb0OosWc293LZcW/F1drvILv9uCfkV7omH+2YP+08363IoWHDlZiz3RBzB1VTB6TdmLIfNCsNYrXbbJAhwtrUB1XZ3kFw1o0WRWltulLrHWJBkX+o10tKL1aVLKIbi7eaJvz154+eU38dKbH2PY+NnYF5CKVGl/rCPdmpT9sp7V9iIqLBnOC1wwZPBYacvGSRmDYaNnYJWbn/xG9Ai3JBm52ibqsrcC9vSMQsTEZCEgJAVRycekXZC6x7Qrjh1m2n6elM9K+2cSAivAN22LPSnR9iolJR/B0iYGReQgOePsTjlHe2aKPSFwtGU6fe2fpcNIu6Hjzc46hjUr1uKB+x7DJ98OlATriNnJlabTdyQZpk3VcTsSHyvJ0XHqjjydrs77ucvnLxXrSA6TjEvFJIPanH3bajVNMlZrkuGcjJgUrVja50iGVnYa9G9y88B777+PP/3Pn9Dl9ocxZYE7UnP1FomOJEMrql9OO9tWCPdVG/HIPV3xh3/7d9x4wy3o0vku3Pdwd4ydsgwpUuklZxxDdNwBRMYcRLxWwpnH4eXli2+//Qk/9B8N36hspNmOS2V3XLqFSE0/jvikQ1Jh55tnIGi/hMQcRERnIyo+H0kZVoOQmX4ELstX47U3PsbUWetNxZyeqRW4fuYYYhOzZJpZiEvKl/mwKkRtYFLTjyI2PgdRMk9JqUeRItNMkiRj7boNeOud9zF88kLEZBTJ/BQgWRKvqNhsGU8uEpIk8cjUylkvNC5EStphGYf0k/HEpxWYw93nLhstGTLvSckHESXzHuIXgb4/9MQdXR/HbOd91ilU0j9RvmtEtA0xibq3TZIS0yj9elwsFyr2QEHWeVhaGWa42dBnRggWbE7AqAUB6D3FG9NXRyIg9qi5DkP3QDfJP90jbT3LQkNG6wSWSz+J5erDJOOvMN/X3pXvrP/02ewa/OvdqkwSIP2qG1qQnleONbtSMWR2IPpNDsDsNfHYH30IOQUlKK8+KUlJrYxKl91fdybJ0O1UlrcmGRNWxfJIxl8oemTa2zsYPb79Affdez8efOABXHvNn/Gf/30tvu8zAdHJ1k4fbT/O31OvRwA8XT3wQreH8Yd//ndcd11ndL75Ntzd9TEMHj0PibYTSMnSIx0HERGTg+j4PKRlFCAuPhPTps7GOx98hSXrdiNZ2pNMbcsypU2Q1ylpeYhKPIw4PTNAfmcpkgRpUhIZewjxKdKeyzrMyDyGvbt88H2P3ujZZywCQg/K56X90J1X8pmkVGk/YzNlmoeQJG2c1dbIOpckNjHxoIwvG/GJ0pbJ/KTbjmKz2za8+95nGDRqFqJTjso2Uiz9jiEuQeZd2ttYmfeUNFkGJtnQeTwibXQWImJzpC07ZsafcV5b/5cKj2S0DpMManP2bavVfnuS4RhOgm77e8npBQiLzMB+v1gEhmciMb3I7LUIDU3CyJFj8cbrr+GZJx6XJKMbnBZ6IEWTDKmgzJ52CYrPTzKypNLdvHojHujaFQ89+izmL3WD+/YgbPOKQHCkBPgJOabCGzlyPPr0G40FSzbBxy8cM6ZOQ9c778b9jz6PaYs2YL9/NMIiUrBlqzfcNu/BrNlLMH3+WpnHVOzYsR+TJ89Grz4jMWzkXKxz9Zdk4wCC/ILR85uv8N9/vBZvvd8Tru4hkgwcQkLyIbh77sLoCZPQ9+fhmDl3NfbpYWP5Dgkp2fDYtgPjJk7ByNFTsHDxOris342d/nEIi07A5q07sMMvAfES7AcHRmLpYmf8PGgM+vUfgznzN8AvKEMq8SLERCVhlctqDBw8Gv0GT8ByGYc2ImeXjSxzSaaCgyKxYM5iDB44HlPHT8dnH3yA27s+iTnL98q6yIfv/kDMmLZAls0wTJg8H9v3RJp1YgKHc5Zzxyu/TLSsgMDaW+tI5rRxS80qRWx6KQJjjmP9ngP4eUE0Ph65F0Nn+2K9HrU4VIqahno4nrKtd+gxe6HRaIVvJnDUit962VExybgY/X76faWjX1mvsTDbkD6J3J4E6PLQZEO2M93W6pubkV9ejX3m6EYo+kzdj1FLw7DVLxu2gyUoq6hDY5N+2vHvLOu1/t/qY8Yv/+/YSYbWh+fWiSUmoA6PypS2LE6C8gwkpBWYtio6Kh2e2wPMkYXw4Gj07fEt/ukf/xWvvv0d/COPSP2hR6Gto+bnTkMTFA9JMp55pBvuuf9xTJnjIu2IPzx2BSMwIhOpkgj4+krbNX0+evcZhrHjF2D7zgBs37YT7771Fq698RZ81Xsk3L2CJJBPw07pum3Zh1WrXTHOaQHcd8p4gmOwZJELBg4cg779J0mb4ga/4HREx6Ri1tSp0ibeifsf7o4Zc92w3ycZqdJe+wVGyXALpS0bgtHjZsLNMxgxaZIY2PIREBiKedJv6NDxmD59OZxXb8MWmSffoGi4eezFTu84qSMLERuXDjc3D4wdOxU/9hqOsePmw2N7OJJS8hEXm4YNazdg6JCR6PfzKCxe7YlIWZbnt/V/qTDJaB0mGdTm7NtWq/22JEMPg+o5mPo8Ab24WQIyWyH2ePnhp+964uGHH8eHX/TCBs8wJGdXSsB7HFGxNnjv8UGPLz5C51sfgtOCzaai0YvW9HkE+lwCTTbOnY7u1XddvQkP330Xuj3+Gpau3oNd+6PhE5KOxLQ8uK7bgCcffgh/+vMN6Hzb/Xjr3S8xYeIsvPDMk/jXf/pn/N9/+W/c2OVeDBoxCQsWuuDeO+/B3Xc+iDtvfxCffPkzli1ag4/ffAM3dboDnbt0xZ//pxMeeug5LFjmiunTZuD6P/4X/vn//DP+9d+vxTMvvI9V6/ZizWo3PPXEY/jTDdfhxs634sYbbsVn3w6Fb0QuXDdsxPPPPIXbut6Phx98BP/zn/+N//jjzeg5eAoWL16Ju26/FZ/+MAT+EWkYP2oYbul0G7rcci9uur4Trr+uC37oNxkRsQewePZc3HXLrbj2hlvQ6db78UmPgQiIO2CWlx7x0VO/okKi0P+nH/E//3MdbrjxTtx129248c/X4Nau3TFnmRf27N6LD99/B//z55vQpfPtuOHam/DCKx/CzSvSXIiulff5DWHHKPKdZTuzDsXrKQB6YbweytfnYhQj8UCJbLOSXKQVwTvqKFy2Z2Hk/HD0mrwfE5aFYl/IIRQU691+zMlQ8ksykaF5Zf5nD47N+1Ys98vSAbUmybjyL/y+HOd8R31p/rTes/7U/zuOiemyk7RAit5j52RdI+Kk3l7mEYdBM7wxbFYQVu/IQFzmCZyQRKSmodE8INDkKVJ0ierNkfXT5oJvM/6OnmRUID1LT/eRekHboexC+HoH4ufeffFIt2fw7kc9sXqLLxLMjTu0ztQdPsWIi07D0AH98K//9h9475PeCIs9JuOpNHXJ+RfL61Fud7dteE7axvseehozlq6XtiwC+0OTEJd2BOGBEejz7ff405+uwc233oX7pR36eeB4DB04EP/1b/+G//OP/4Y//Of1eOvDb7DYeRPef/s9dL7pNjzy8JN4/Om3MdlpMSaOGInbutyOzrfcI+3J7VJuRa/+Y7F6gzteknbp3//xn6RN/C/ccMuDGDx8Bnz94vF9jx649vprccOtt+L662/G40+8hmUb/REYEot+P/aQ9ucOPProU7j95i74l//7H+j++ucYPNIJd911P977vD+ikw+aJOLpxx7DTTffgS7Sll7zx+vw7IsfwGNbEFYuWYR777kd1157vbSxd+O9z/piT4hNYgY9hercdXDhwiSjdZhkUJuzb1ut9luPZGgDpF1NDPRcy7i4dIwcMhj//n//Cf/7H/4P/vFf/wcffDUYEYl6Nw1JGGT8oVKR9vjiA0kyHsSU+W7yeQ3uypGSU2EFfaZCOTsNDabdVq/HY3fdhj9IoK+nWd11z4P4qEcf7PALx9Rps3DTdZ3w6Zf9sWrTfrhtD4LXnlBMGjMSd3TugrvvfQJDx86G2w5fLF6wHJ2vvQ633/0Exjgth3dIJjy9wuE0eRpmzV+GFSvX4cvPvsKN19+KfpIU7N7tg88/eA9/+n//g+defR8Lnd3g6eGLfj2+x803344fBk3GkhUb8d5rr+Ke+5/GrEWbMXncZDzY9TFMm7VRht2N117ojvseeRlLZd6WLnTGnV0646PvhsA36gBWr1iJCaOnYtXqrRg7apQkCbfLdL6Gm0cIhvQaiDs6dZX5mIaVrvvgtjMQMen5Zhlp5awXF26S5fJg1654+LEXsGCJG6Y7zcb9d9yB2+/tjmmSwE2ZNAk33dAZ73/YB+tWe+InacA6db4LA8fMQYIsdz3EbZ3Xe3Z5d4yi1/BUmq6eg5yl51FLYJCeVYXMzFLEJxdgd+QRLNyWjsGzQ9DfyRvz1kYhPCnf/GbOPnXbCv/or+ORjHaiy8gc3WhEtSQTuUcrsNk7CwMXBaHPLF8s2pKIiORjkhSfQo0kI7rc9bbIepREj5VYCYeuCh7JMNcLmJ0NZUhKzoHT2NH4f//yz/iH//W/8L//7x/wxsffwy/6AFJz7RdnZx6Dh/tWvPz8C7i5870YN2U5kmxl9puRXKgNLcJWN3e80O0h/Mcf/hM33XYn7rjrAbz9aU9s2ROFLVt34Jknn8IjTzyPBSs2Yf1mb3jsDMPmja54rXt3XPPnTpLI9ITzuu3Y5L4HH7z+Gv7rv27Ex18PxFavaOwLTMWKFesxdpwTXNa5YuSIcdLe3IkXX/0Mrh7emDxmNLp26oQ7730Eg8bNhvtWbyyduwx3droFz7/xGRat3Y4hA35Glxu74Jte47B2/Ta88PjT+OyLQQgMSMSYIYNwS+d70GfYDMyYu1Daq3vwzicDEJ54HDukfZ04egIWL15j2rl3XnsdnW5/CGMnLMHooSNwgyQoPfuMxNpNPnDfFmpOpzr/dLK/VJhktA6TDGpz9m2r1f5SkmHtLbeuMbh4sfYI692LbFK5hodEovf3X+Of//c/4B/+4R/wv/7x3/H6ez8gMOKQSTJ0z05ogD3JuO1BOC3QJKNcAj0J+kyQ50hazhY9PK2nSz1+1+249ro78NJrn0rQ/LkkDtPgE5qM5cvWousdXXHv/U9g0Mhp2Lo7FgnpBfBw24xnH3kUL0kFuzc0GynZBVg6fynuvPFmvPvFAAQn5kvlVYTY5EPYslkq12Fj8NU33+GZJ57CNf9zM37oNwXJaXmY7TQJN1x7A3oNnSyJUBl2eHrjreefxe233Yee/Sdh8pS5eP+t16WRuRujxs+D07hxeOjebhg72RlrV2/CK6+8iNfe+wn+0VlYtnAJ7pLE56MegxCSehwB/kGYPX0Bvu85GG+99iY633Ajnuj+EVy3BmPGBCfcJpX/I8+8gfHTl2JvQBKSbY7TeaTxtxVg4ax5uP6aG/Bpj2FIyChDRGgs+vb4Gnd0fQajJ69Ar54/4rprb8QHn/XGjOmL8d2XX+Omm27DNz8NR5ye/2uWsbVHv2MVvfZHjwYVm2RNt/kU6UalFmBP8DEs2piB/jOD0He6P5ZuTkGCLKPKhgY068XbjjtEabBmgmAGwH8dL/xuN7qMJMmAbJe6bZonjDc143hpNbxCD2H00nD0me6DmZui4ZeUh7xSSTZkW9Zt9+xtb3VV/PUk48K/pauj6JF4/Y5ZWXob2krERaVgWN8f8c//8L/wv/73/xf/v3/8Rzz/2sfYHZBq2gG9nsHfNxw/SHt3/XW34PNvh8E3IgcpB/SIvI7TSjTOnUZ6jpVkvPjwQ7juzzfh2Zfexfvvf4Ofh07FHr8k7N3vh48/+kDakjvw4Sc/YPmanQiJPYqY6GQM6fWTtDkPwGneJiTLuHbvCcLHr72C+7s9j8Wu/tJunpD2oQA+fhFS18/F9z/1xRuvv4XO192EZ57/CDu9E+HpthXPPfIQnnv1A9k2MpGQmIuxw0bgz//vj3jlra8xeYaztBk90fnGTnj7ox+wetUGvPTU0/jgkz7YuSMIg/v3xQMPvYB5yzzgstIFd97WFe9+3BvhyfmIjM3A+lXr8PPPo/HVZz3w+IMP4rpOXTFizGJp4+ahS6fb8NCjL2GkJB1e+5OQkq47M88um4sVXvjdOkwyqM3Zt61Wa5trMiRIldd6R4m0lBzMmzVbKp/b8V//9Sfc1OVeDBwxB4np2kidl2To6VLzN5u9RllZUjGnFyIh6TCS0o/LsNqwWdPQu1S4rnbDI3fdjWdf+ARevpkSGJYgU8and6+IiUjCrEkT8fgjD+M6qVCfe+UzuO4IxRY3DzzT7VG8+MrnkmQckPEVYZkkGXd36oLPvh+GmPQiZNvy4LZ+I5555EncfufD5kK2Zx57AtdKkvFdv2lITDsu43bCddfciJ+GzpCGqBIeHnvw4jNP4A9/+E906nIX7rzrPtxx9wPo/tIHWLhkA5YtmIV77rgF93V7Gt2fexX3PfgUho5bIg1APpYvXITbO3fCJ9/3x07/aPT68VvcfPMdeOal9/H6q6+j8/XX48nnP8SOfQkI9A/GwIF9cfe9XXHd9TfjI0mMvENyTcNlDjNnHse86bNx43Wd8HWfiUjMrkREeBz6/fA17uz6FEaNW47vv+6Bf/2Xf8G1N98i792Pu+++Hw91ew4jx89HYqZel2GvxO3LuqMUk1jlnjB3jEqV7SI8rRA7Q/Mwb0Miekti0Xd2AFx2pSEjrxS1jXVoPi3BGxol3NV/eq2FPmjt3ARDuwyEL4ZJRvvQJaNLySq6pOSfXtPR1IIGSTaOVVbDJ/YwpjhHoN+U/Zi+JhL+8Xk4VlyB2rpTsh7q7VvyX08yLvRbulqKXqytSYB5npDe1Sk9D84LFkpdfif+67//Bzd0vhO9B09CZPIxc3F1aHAcBvYdIPV3Z7zzUU947k2QOkXvVijjyipCQsoRxCXrBdEyfmnPrDvVFcFd2qXuDz+Bx556B5t2xUobVmF2wOlF4enpudiyyQ0fvPOeBPqdcesdD2H0lJUIiUzBoN4/4Y5bH5Qkw83U/3tNkvEyHn3yVazbEQVbTgHCgiLQ97sf0Omm26U9eg+vv/ImOl97I556/mN4eqfCw9XTJBnPvvoRdoccQHx8DoYNGoR/+b//hGuuvcm0ZXdKG9H1vsfRd+AkeG7bjk/efgk33Xonnn/hTTzy4BN4/9N+khDFYfWKZdLO34X3JBkKi8vAwoWLce/dd+OeB57Bh+99gcceuB/XdroLYyevkmUVg9HDhuKB++7Hn6+9Ga9/8D126J249O6H562HCxUeyWgdJhnU5uzbVqu1yTUZUoFa12RoZVCMuLhMuKxYj779RmD2/DWIiM2T4U4hNbMQkbE2uG/ywEfvvIYbO92LIeMXIzg8E8kph+HtHYK5c5dgs4cfUvT2svY7IOnpUhvXbsDDXe9At6fegPNGf+wPSoRPSJJUbgcRHZuDIL9wbNvqiY8++Ag3db5HKuYlcNuywyQMz3V/H1u8EhAvCcyy+UtwZ+dbTJIRmXkSqVkFmDtlMm7RayH6T4J/SDzGDB+Jm2+4BT0GTEGCJD5zJk/FtX++XgL5cYhIOI5d2/fhwzdexb0PPYNZy9zgK/PiGxgnn01GWEQ6Jo4YjjtvuR3PvfwB3nv3a4yftATeoTakZx3F8gWLcWuXzvisx89Yt2EHXnjqCUmc3oebVzjWrFqJpx99GE91/xBbvWIREZUFf/9YrFmxAs/LcPc8+DwWr90vjaGVZOgdO5YvWGoaI6209walYou7J9594wXcfu8TmDDNRRrBfrily20YOHI6vAOTZD7j4WNux3vEJHfmVrn25Xw1lF8ffrdOfdCulVBZjZUWvRtYdEoxvEKOYdbGZPSa5oefZ/lh3e4k5BwrR50EaM16Ebe5oLvB2lN8Wk8zOSfo1Y45ZcoK0+gvY5LRfkxiYV9KWmTpylJrMg/q01P79Enj5VX1CE08iukuoeg7dQ+mrY5AYJwkG6VVkkjLNq4XmttvYTtBH8YnSYbjOUFWkmHteb6ai+4Ey5REQ58vZG5Vm5CFdavc0H/AWEybvRaBkdnm/bg4GyaOHoWb/vRnPPLo85jrvAX7AhMQFJaJhOQCREXZ4LJyPZau2ISIuMNWoqFFxr15szueeeQx3NftZcxZtUvq5RR4ByfKcLkmKQmSdsTXNxBjRw7DzTd1wlsf/wQvvyipy/vgls73YtSkFYhJOoZdO/3wwWuv4NEnNMmIRcqBMnhs2YaXH3sc3V94T9q8CKxauQ5PPfwIntRrI3xSsc1tJ55/rBue6P62JDjxiI7KhNPYMbhJ2pBv+ozC3oA4BAQlmHYiTL7DpnWuMvwjuPfhZ0xb1qfXSKzfGoqkjCNY47wcd97RFe9/0huBgbEYPmAg7ritK0Y7LYOfTzj6/vAdru98N0ZOcEFETLZ8z2isX7cer7/8Eu685zHMXLLV3Pb2/HVwocIko3WYZFCbs29brdY2RzKkK58zhzbl7wy9R7dNH0ak5/vrMHqPbQnoIlMwedIUPCEV7M3X3YA//OGPuOOeR/F971HYsTsMkyZOwzV/vg5ffT8E0anWnSfMUY7sQrit24RH778P//On6/DQI8/gqedewstvfYhJs5Zi1nwXvPbae/jpx9549rnu6PrAE5i5aBO2SyX81iuv4LYud+KLHiPgsm4PFi1egrtuvwNf/jAKERmnkGY7gSVz5+OWGzvhkcefx1c9euHhhx7Btdd2wg8DJyPRVoCl8+aj07XX4cGHn8XYac5w9diPMcOGSsXcBU89+zoGDBiFH3sNxsARTpIg7cPYwYNxzX9fY+4e8tKLb0ri8y0mTV8Jf6nQly2xpv9Fz2HmHNl3Zf5uveUefPzFT3jn7bdxzZ+uxXMvfIL1G/ZhwrhpeP/dz9Hz2+/R7aHH8MRz72O9R4hJ5lJyJUGQBmvX1h145bnncMNNt+Ct977AG29/iGuuuVYSkqcxZ6k7Fi5cirtvuw0PyLz82Hs4+gwYiZ+kwXSW8eu6sp7CenUkGbqtmSNcWfq3Bka6F1ZPfbDuB6/LTW8soEcuYtMKsDv8KGa7paPX9EAMmOGLdV5pOFB4Co3mAlkJbs9cKCvBm8a6Jo/Q/zmOYpzLEd7RX8ILv9uLLhuzcf5ieeqRCbMdS9HlZxIPeV1Z04AwCVKnLA9Hnyk+mLE+FiHJ+SgqPYXqugbESP09YWUCnCXJSDan/miCUWrqmwv97q62Yq5Rs7dlejqlljPPeZCgWE+v3L5FdxA9hT/887+gS5c78ORzL+Kp7i/js6/6wnVrADa57sLjjz6Ox59+BRu2BVt77KU9M3eX2uyB5554FH/8459x/8NPSBvyMl547X1pI5Zi02YvfPPNj+jR40d88JHeHOUOfPXjcASEp0nSMQY3SPv4zHPvYvo8V6x33W5O033ymdexfmeCtAmV2L1jH9556WXcfmtXaVN+wBtvvIs//fEaPP3SB9jul4jdu3ykzXkJnTvfjs96DMaK9V5Ys3o9HnngQdzZ9WF8810/DPh5lLTJQzF32UasW7kW3e6+GzfefAee7/4K3nrzc/QeMBVbpG11XuGMe7reh48+H4DQ4DSMHzkaN9x4I7q/9C6+/bIn7rvzHtx82wMYNHwOpkyeg9ff/Ajffd8LTzz2JLo9/jKc1+sOM+vGMX+tMMloHSYZ1Obs21ar/fYk49KKTSrqyIgUjBkzAY8++gQeeeRpPPLoc+j22PP4+vsR2LEvFi4urnjv3U8wceYKxOu1B1Ixa3CYnVWEvTt90eOr7/HYY0+j26NPyeeewXMvvovJUjEvW+GKxx7vjltvvRv3P/g4BgybjMCoA+a5EVPGTcYDXe/HfQ++iDFOztjk5olPPvoS45xWIC6jwtweN2B/EH76vjfuvOshSWC648OPvsbnX/2EibNXITGrEF47vfHFJ1/ijtvvw2vvfgvX7UHY7x2IH77/CV27PmDulqGHtT/68mdskcRhyqiR6HTDrbirq3zPh54w57fe2Pk+jJq2Aq6bt8v0v8IIp6UIjcnCwllzzZ1Bbr3zYbzx5jv48pue6Nl7AnbvicLMaXPx4H0P4za9s8cTL2L81BUSHBfKOioxRzK0IUxOzMaiuYvNcrnt9gfx6usfo8f3ffHVdwOwwSMYYRHJmDh2PLo9/Ci63HY3brnjXmnQPsaSNTtlHNroXV1JhqNY5/Lqd9MjYfrMkSLkZBYjKbUEe6KOY8G2NAyY5Yv+0/dg9c4k5B4rR6N5IrcGZgxo2wOPZPz9maUo/9MjHMVV9fBLPIKJK0LQZ6o/ZromITCjEPvjjmL8iigs35WJtAPW7cczsyqltG2bcKUWPbK+18sP30ky8Ji0Q1Z7JO3ZY93x/qc/Yd1mH+zeH45eP/ZHzz7DsSc4/UySoe2gz/4Q9O7ZW5IQbQP1890lQXkH46cshpeXvxmvtjW33XEf3v7wa6xzD0CK1F2b1rvjtRdexG23PYhPvxmBje57MWzwcHzXcxh2+dlk3sqRHG/DvFnz0K3bU7j9rm54861P8NXXP+H7vqOwPyzdXDcxZcIU3H/PQ7jvoWcxeuoyRMVnYfaMeea7dJE2tMut9+DxZ97GjHlrsXn9JnR//ElJMu41d9i664578J//dS3ele+5fI07Pv60B4aPWYDkpAJ4bt2Bd99/D7fd+SCefvpVfC79Pv1mAOYt2YKF85bgwQcexS0y/m6PPotRE+YjQhLd1EuMM5hktA6TDGpz9m2r1X77hd+XVhwXfWfkHEfGgQJkmPPhdY+R7lkuR6peOC6BoC37uAS/JdaFdfbKRc9VtfoVyueL5LNFSJfPaxBpHuZjO4GwyEzs2BUEv6AEJGUWyTgrTKOYlnwAAX6R8PKJRaRUajYJdLJleL1QXW9ZaMZtO4b4pIPY4xMP36A0pElDq3uzdA+eHjHQ17Fx2RL4h0r/FPOgIv0+yWnH4BMUj607/bDXOxLRcUdkmGB8+ObrJoFaIYG8v08I+vfti2tvvA0/j54n3+mkOdKTIl3T6GToU8mTsdM7GjGSMKTnFJhby+pFg+np0i84Djt3+yNIEjTz0EDdu2a6sszMnnqpfNPzESrj2L0vyjy0L0vWnzaE1oXNMv/pxxEWnoJtkqjt2BOIkGibuXDQOlJkVd4XWmdXdJHtw2wr+t1kWSdmliMoNg+rd6Ri4Nxg9J7hj6XbEpFxpMyct66nQ51uqTd7fjXJYKLR1njh9++BLkWzjUNvaduAOkmsT5yqx76YPAxfFoKfZvpj8MJI9JkTgUXbbFLH2I8OmrqmbduEK7VofWkelipd06blSh2a6+haT+zWNsOWVSDDSl0vf+tyNEeD9P1sve5Dkzeto+R9aWM0CTE7feT9+IQc7N0vbZaUqMRD8r7eVlfas8zjiIpIxE5ph/wi9Nq8UmRnFcq49AJz6S9/Z8nf6RlHERCaKp+PR2zCEdhkHrWtTJFp6Pwnp+TBzy8We/ZHISrpqGmHtE0Ki8rENq8Aq40Iz0R8ch6cxk9Al5s6o+9AJwQFJkuysAD33t8VL7/1LbxD9HbqJfLdTiLTpjvsChATnwEvaQt1+hnyXZJlmsny/dIyjyIkLBE7ZPyBoUlI1Z2IMs+aZJy/fC9UeOF36zDJoDZn37Za7W+VZJwtGtBap1ZZF8LJe1rRaDCslbYUs/dCpq+Vip4HrPcWN691WPt4rLt3WPOoR10ce7DPBsz6np4OpJX6CRm+xFR2ertSxx45a3ryfe2f0Upe9wadvS2vvqcVs2P8jvmzKnUNXs305fuYhkOm4x8YhV7f98BdXe/Hm+99ji++/BaPPvEsur/8Pla7+kpyUWmSA/2+5nvqtKVoUqXLQ/d06XfT5MYm/XX+dRmY+7ZLfzMf5hoKa5lpsqGNiw5nvr8MY45O6OfM+HVa2ujJe7oszbrVhx5ay+jMPMjnro5iLUezzOR7JtrKEZxQgnX7D2Pwkij0nO6NBZtjkSTbQ02j3s5Tz0XX00g0lKX2wyTj7886aUqLWfC6SPWhGS3NaG5sQXFpLbxCcjBwQTA+GeuLscsSsDf8BKIzrWvurLrjQr+5jla03pS20l63mqI7hcx72l/bLUd7pHWRo07SOlrbM33/15/XcWtdbLVJ1mf1PatdsnYu6U4yTWz0mVKmfbM56nD9Wz+n9b7W5zpe3ZFmtYPWuPSUUWtcph0x09K/9Xbe2p5pe2q1E9qWpUmysmj+fNzbtSsef/Y1fNujH1579W3c+8AjGDxmHmLT5TtoAqHTl3ZV200z/TNtvHZlvJqAmTbS+m5mWch3tp6xZbXhf60wyWgdJhnU5uzbVqv9rU6XsoqVKJz7t6mQTcXjSDysCtA6jUcr1CJ5r8he2VgV5NmilbmjMjtbIVkP9HMkJjI+qfxSZThtKM2pQTJ8aq70P/M5reis8Z2tHM+Zz1+M33ptJQpWQ6FJS5YE9XotQFrmCfjuDcLIkZPw/sdf4t0PP0XfwZOxZVuY9LO+owb4ZhnrPMl09Tay+p4mQNmaHOQWmunobX21EdAERBsVa1npqVKO19ZyM42FTlve0++pw+i8aKOk3zP5gDVdvVOM1bDpd7W+m75/5nte0cWx3VjfO02WY2RqMTwC8jDZJQq9nfbAaWUEwtOKcEqfFdDUiNPNmmTo3aL0bHU9gqHBF7UXJhl/byarMF19pf83F3vrzQyaZftvakZDUwMOFlVgw75UDJyxHwNnBmHxDhv8YwuRnKF1jtYjVjlbD5/7O7TqqF++d/UVqy04/31dFlon6ymtWufqzh1rJ5Bpy7K1LXP0++Wys5IDq54+t+jOMeuuV9pfh5PPmPd1fNpG6mtt2xyftdoy67W+p0XH4Vgn1mvH+HVc2o6l6tFz6ZrExSQzVgISE5WGJQtX4ItveuHt9z7Gl9/2x8LFbgiPP2w/yi/jNe2zjlPHofOn82vt5NFr4jJy9IiOzLu0Z1ZCpUfz9Zb3VmLiWAYXK2Y6UphkXBomGdTm7NtWq/0tkwxrz4l2HcXRIJ2tRM8mGfb+psLSfjqcYzxWOfNZez9HxWkq1DOf0z0tUolKZZ2aK5WdSVqsCtB8xhTHd7U+56iErWmdncaZillfm+Edw2hgq11ZflKp2mxa+Vt3KcmUhMFxhMRckKzj18Pq9vkzFyPb51mTFT0CYY7caAWt49P5tx9NsRqEc5IM8/10PNZytebRmldrGVl/OxognQertP26/VsX8/2kIdTXVoMty12TPVsxkiSR2B+Rh7mbEtB3qg/GLgyBd+ghlFbUSeWrzxPQIgGWxFtmR64JufQ4hhYGs+2FF37/fpgEw2z5erc069bMjhscnG4+be42lX64DIvdY9Fr6m6MWBgB132HEZFcaG7fqkdcrR0W5+6Ntuok3Wtt6tJzfq9XZ9HvqHWtVaz3tD62diBZ7YoG7tJfkwvdeSTJgaPtcYzj7BEIa7mdbWfOqefNMtX3rLpb6/UM00/bNavNMu87hpG/tZ05u150nqx605qGVaxxOsbrSDK0PZN1KolApk1fa1um09ObschnpI0z7aa+55h3HZ/jyIm8NtuAdM3OLk2u7OPX7pnkS6Zhzc9fL9byZZJxqZhkUJuzb1ut9rc9kvH3KvpdtFKVCt4cwXC8d/5wLFdS0UbcJFzSyGqjliYJRlh8AdZuP4DhM6IwcKof1u1JwuGiU2hqlJBKn9JtglYtDFr/1ngk4wphko1mNEkpra1HcGq+rLcQ9HLaj6mr47BTEvaY9GMSbBZJoGgFktZODa1TNXBk3Xq2WG2P2bF1ztGGCw/btsUc0bAH/mYHlQT3F2r3dH1ZO/V+Wc4f7kJFh/vlZy89cWhNYZLROkwyqM3Zt61W+9tfk/G3L1rp6d4Zq6LSStZx2PbCw7NcCcU6v9i8lvUalVYC98A8jHOORa/Jvpi/Xm/pWI7apkbzlO4WPXLhiFO1y5j1b4zXZFw5NMnQU6gazMXhDbIOCipqsSMkC4Pn+qDv9EAs9shBYPwxJNuOmQQ/U49u6FFY3QPOuvVXRQNkE8xnOfbmX3i4tiomMJd1oV0r0dCLxzXZOZvoONp46wiHHn23bhhiPtOK9l8vXtfP6XWJjjb2QsP9lqJHRZhkXDomGdTm7NtWq3WMJMM6nG0O3dqKkZKaj5iEg+Zp3qny/oU+w/L7Lro+9bzhlPRy+EYXY/6WDPw4zRfDFgdiX3weSusbJDRtktq2WWtc2dLtQarjJWPWvzEmGVcUXdy66M060KTjNOqbmpB9rAzLtyXipyn7MXxxJDb55yE87YTUoxqgHpe2o+CcPfYs1qlK2v5YN+dITclHbLy0Pel66tGFhm+bonddzLAVIS7pAKKTjiI1QxKNjHzEJeciVv5OsTl2tEn7Z44ES3KRkWfubBWbnIeUVrSL5kiNjDs+IVumd0S2BXnfJCptV5hktA6TDGpz9m2r1a6e06XOn9+zf1vnn1qHddNTj2CrmycmTpwNT69w0z/DHEY+97OtLSVItZ1ASqYkZ+aCuQsP8+v3zi1WJWq91nm/0pZ/exZZf79YNqVIlYQxMrkIm/bnYvjCYPSdtgdrvJJxuLgKDRIQNeuFrBKgnr2bjhZhYtVz/qa/GSYZVxpd5roO7B35TTU3N6Oyrh6hqXkYuywYP07xM0/L3x9ZiMQMfXCdXpDsuH6go5Vf19lWkqFtTwkyM45ih+deTJw0F+7bQ6WtkP5Szv/Mhcq51wBa5dftybntjp7GFhOdjsXLXDBt3kqEROQiNDQGc+YtxvwlmxGdUGiOcOj86TUdeoOVwMAoTJ++CItWuCM+Q6+j+OX4f1ns9bApxQgOjsOc2UuxaLkbYlKPy3jbtv2yjpAwybhUTDKozdm3rVa7EpIMrTyti6Id53s69rLo39ZhaL1Xt3WhWbFU3HoqjSYO0k8TDHMBnP5dgbi4NAwf0A+dO9+D8bNcpIKV8WfpMzV0fNaF2DpspnR1Wqnm8L82Blalbip7Gc6aB52+Hhk5gn37Q7F5eyAi4g4hS95zXLiuw6RIJZ5uDiXrZ3Uc1ukE1oV21kV0elco67kOMv/yXaxD6zpd67QgXSdWRfv7WS/tV+zL2qwLa9mYu4Fpv6xyJGSUYF/EMczcmIBe07wwZWUQYjKLUNcooaheu22u5tao6Nz04mywxCTj74NJxpXEkaBbS94Uszrk75YWNEo3v6wabj4Z6D/DG0PmB2LDvoOISZS6L1N/w1a99uu6+2ot2k5o0K6vz7YV2p5oe6Gnk6UkH8CkcRPRuVNXDBm7xDw/Q290os+Fctym3VwsbnZU6YXT1ri1XUrRG5dofajj1vHpkSPTJsmylfd1eL0Y35yuJkVvdbt/ty/efuN1PPLUa3D1DMemTVvwzFPP4q13e2C3X6pMX9rMXJmeaXsKsXHDVjz4wGN47Z0eCI3Ls687mS/TNlr1sPVdT8pra/2m229UstltG5545Am89NZX8I88aPVrw8Iko3WYZFCbs29brXalJBl6TYV1XYX9fd1DZCtETJwN3v4x2OUTh6DIbKRkSKAuFV9Sap55+M8en3Ap0QgLz5IKqkyGT8eo/r3RSZKMoU7z4S3D7POOR2i4DfE263kaqVlFiEvIgV9AHHb7xMA3NBXxqcfNdBNkvJGxmYiKzYK/vO8fnIidO/fho/c+RNcHn8LcJa4yjYNISitAbEw2wuIPIUEbjKzjSEw6hJBYm3lqd0J6PqJichATnQu/kBT4RtiQnFGI5KRcBIYkYq93GPbvj5DvlIO4TG1wrIc3aYJy7rK5Kosmho6iCZppRMuRkl2IiNSjWL8nB0PnhqD/TG+4SpBTKMGOuQVni+PUKPo9YpJx9altaEKsrQBOqyPQy8kPs9fEwyci3xzV0IudM+Q3q7/pMxcgn/9bv2qKBt3WkQHr1B5tS0uQnHkEYZEJ8PaOhI93BMYMG4Uune/Fz+NcrIfUZRxHmLQn3j6R2CftVEi4tmH60Fk95cwKrE2SISU+9TACQuKlPYtAQFACYpOOmZ1fSZK8BAXLNPZFSJsRJ+PIQVr6cezftR/vvvoKHn7ydWzYEYXQ0AjMnTkTcxZvRGTKcaTI7zE2PhfeATHwDozC0iUr8cB93fDqOz2lncpDcsphhIbEYd/+aHjJvPlFpEq7peu0UqZbhNgEaQP9ouHjH40VzivwZLdueOHt7+AblX/OcmmbwiSjdZhkUJuzb1ut9hevyTB7Zqy9MX/vorf209vg6W1hTWWjyYY0bMF+4Rg1cgyeeOZZPPDI0/iuz3jsDkhBcnIWNq9bhy8+/RwPPPgEHnr4aXz1VR+s2+IvFX4qRvXrg+uv7YRX3/4Yr7/7Hu578DF8+e0guO9LlOkVITw8BlOcpuPZ7i/jngcex1sffIOla3YgQRKHHTv2YcTwMVLG4+OPv8G7H36D3r364I5bb8F//+k6PPvKB5g0ew127ovClPFTMXbyEgTFHUWyNBCrV21E34GjsXFbADZ77sGwYaNlPBPx9rtfokff8fAOTsPq5S54/623cf8DD+PBBx/Hl98NhJtXpDlHVvcY/Z7WS3sVx94/va+8tceuDCnpJ7E/8hhmbUiUYMYX09ZEIiarEDVNTRKsNgItDVKzauERit8nXpNxVWppQVNTMwpKa+Dhm40Bs/wwaF4wNu6zITK5QH7P+swfDZKt3/WFfu9XQzGBsNkJdsIkFybhsB3Drp270OPbb/DgQ0/i7Tc+wJsvv4abOt2LQeOcpX8+AvYGYMDPQ/HII8/goYeexrff/Qz3naFIluQhzYxLg/oyJMRlw2X5Srzzzju49/5H8fIbn2P+yl2ITjqIlctc8M7bH+C++6Wte+BpfPPdEGzbFYk9Xj54+zV7krE9AkEBQZg0bjQmTFuOyPh8RIUmSBs1GY8/1R1PPfcy3n3rPdze5W68+m4v+IZlYu2a9fjwg4+kHXpCxv04Pv6yNzZ4hCE1swQxkbGYPtkJTz7RHU8+8xLelfnqevsdeOGtH+Abqeu9bdsp6+gQk4xLxSSD2px922q1K+PC72KkmyfO2i/elmAlIS4dY4cPx5+vuR5dH3wUL738Ft547zssWbMdHlvc8cozT+HGG29F95fewbNPd8f1f74eL0jFvMXDV5KMvviXf/o33HDzXXj62Rfx4AMP4k9/6oyve01CRGw25kybgi5duqDr/d3w4otvoMutMtwL72HrjggsWrgQt9zcGddfdyseeewFfPFtX3z43of4n//8D/zzv/4nbrjlAXzfbxxc1mzBy089iWde+ADbfTMRG5+FoQMG4ubO92CcVPLTZs/HjTLvN9x4Bx594mUMnzALm3d6o3/Pnnii25N48/WP8ejDT+JPf+6Er3uPQ5zuGZRK9sLL5+oqGozoNmiO3NjKEJ5ago0+BzBsXix+nhoOd59sFJ2sRbMEOCYI1a4pGpTaN2z6nWGScTXStaMPtGyRBL+6oQFx8ruduiYCP03dh9kbk+AXVYSUdD1dyrFX/sK/+Su9aJKh39HsCJK/9cLr8LB49Pnhe/z3H6/Bg926o/tTL+D6P/4Zf77+TgwetwyREbEY1qsvrr32Zjz6eHc8+8zz6HRjZ7z/RT8ExR61Ams9mmErxubVrnjywW644abb0P3Ft/BU93fRZ+hM7PWPRu8feuKxR57E629+IG3Go/jznzqhR59x8Ny5H29pkvHE69i4PRLubu548tFueOG1L+Djl4xls+bhlhtuRqfb7sEzz7+Ku267E//2T/+B197rDY89kRgw4Gd06/YI3nrzfTz+6FP4459uxsdfj0Rk3CE4L1iA2zt1Rqcu9+C5F95E17u64g//99/sScZxWQZtGz9YR4eYZFwqJhnU5uzbVqtdERd+654hc8cS+8OCsguwx8vLVKBdH34eS9ftQ0pqHoIiUuETHIOpE8bjxus64cteYxCZfAT++3zwyXtvo8td3TBx8hKM7NvfVPzf9pb+MblYvWwF7rn1Vjzz8udYuno7vv74I9x6e1eMcVqIXTt88MO3PdD5tocxado6LFq0AJ2uvxFPPvsuNm0PQXJGHrx378Nn77yNe+57ErOXbkZs8kF4bN2Jl55+HE9JcuLpa0NcXCaG9++PTjffh7FTXTBj9jxcJ/Pw3MufwmNvHFJtBUhMyob3Lm+4b94Nr53+mDx2PDrffBtee/8nhCaerbgvuIyu6GI1IPpav6OesqbbYXJmCfyjizDfLRU/TfHGpBXh5tqL2sYGtDRL4OlIKs4t9LvFJOPqI2tR/sn6kfWkpys2NzdK8FeFTd7p5mYMwxaGwt33COJSis0R6F/+7q+u06e0bdL6Wa+hy5Jkw9NtK7o//ji6PfMm1m0LRYhvGH74/HNcd1NXDBm3RIL+LejerRu6PdEdy9e4Y+O6dXjzpZfw4JNvYo1HpIxPr90rQ7y0J04jR+Hm67rg+wFOiEk+hrDwTPgEpiA26aC0hfulzdiJHV6+mDR2DLrc1BlvftQTm9x34a3XrSMZmzwj4eG6FU91exTdJcnw2OGLwT/+IO3kbRgyfgGiE7Mwy2kGbrr2Jrzy7k/wDc/G3n1B2LjZEztlvNOcpuKuO+7BC2/0wLY9ERjSvx+uv7YLBg6fg9jEXMyaPRddJGF54a3vJMng6VJ/b0wyqM3Zt61WuyKSDC1mj0aFdE9KBX4MWza54tGHu+HZ17+EV/BBc8FbZm4homOSMLh3L9zUqSuGzdiA5NyTSI9LxKhBfXHtjXdj8KBpGNF/ADrfchfGzl6H1OwK7JaK9PWnHsOjT72LCU4r8Obzz+Paazrh2Rc/wofvfo6nH3sMd3R9HOOdVmPh4kW4vfMt+OzbYYhMK0FmTiGC/ELwzUcf4/4HXsKKdfthyzkGT48dePHpR/HkS5pkZCJWk4wBfdCp8wMYM3WVqZRvubELvuo9ETEZlcjWC/Zis+A8fzlefPl93HdfN9x64434t3/5T6n0eyIw/rhpvMyTWy+0fK7Yons3i+wXdus2Vy7fswSx6UXY4X8YE5aEo++UvVjrlY6jpdVoPN2EFg1mWqwgVUNPszfVhKH6f/2Lfo+YZFyFzI9P1o7+Lk83yOrSZOM0auqbEZ5RiDHOQegzYx+WbU1FWFwRkm0ShOt1VrojQa/TsD83Qot1obEGlBeqJ37vxaq7dEdYqrRRNlshNjq74KE778IrH/4In7jjyEzJxrSxkix0vhfDJMlY5eKCrrd2xo3mFKVP8c6bb+Phex/AY8++DxfXYFkWejOTcoRFp2LQTz1x260PYNw8D6RknUK2rQRZ8nvSnVeLFizESy+/iXvufRy3SqD/h3/5D7z+wQ+SIOw8cyTDVZIMz03ueEaTjNc/xxpXD2mzPpB2pjsWrvWWtrMIW9ZtxmMPdMOr7/WET2gGnJ3X4pU338HdDzyCLjd3wX/+63+aBGWduw9++Opr3Nn1Ccx23gO9lbi7qzuefOQRk2T4ROWbZOvCy+nyCpOM1mGSQW3Ovm212pVx4bdek2EdydC7WmRlFWCbVJhPdnsCz7zwEXb4ZkAviNYL5iIjkjGs7wDcfOOdGDLJGcnyPZIi4zCkz/e4qcsDGDF8LoZJknHTTbdhmJMzErKK4bnRDc89+hAefe49OM1chbdffgnXX38b3nz3O/TqNRg/9u6PQaOnYvO2UCxeuAR3du6Cz78diqg0665PAf5h+OqTDyTJ6I5l6/ZJA1oAD4/deOnZx/DkC29j2/5EREYmYsBPX6Nzl/sxdtpKzJk9B7fe1Alf9xmPaJs0StkF8HTdjBefeBwPPPICJk9biuGDhuHmm27BK+/8gIC4QqTk6vQK7BXuhZfVlVasixvltXYl8NCLu8OSjmPFjgPoOyMEoxYFIDghDzUNureUgeaVjElGByLrTXcEHC48Becd1nM1JjvHYm9YHpIyC6U+d5z6WiZ1tx4BkLpN74okSYi+f349cSUUkyRpu6lJRnYRXFeuwsN3340X3vkWe8MPIzU+A+OHDUYnSTJGjFmGlSvX4J7bb8ftt3bDp1/+hJ96DsCPPX/GuCnLJMjPlHFqm1eKiJhUDOn9E7p06YrRM9YhTZOPDEnY0o9hiyQLzz7+CB5+9DlMm7oMw38egk43dcEb7/0IV9dd5pqMbk+8BtdtEZJkbMbT3bqZJGO92058/+mnuLvrk5IoeCI16yjWr1iLB+66H6+99wNc1m3Fq927494Hn8BYpwUYNWIMut5yB55/9XNsdPdFr6+/xR13dsOUxVthyyyA69oNeOiBB/HiGz/Ax5wudeFldLmFSUbrMMmgNmfftlrtykgyrFv6acWljZEtqxDeXj748M23cdedD2OC0zLs2hMJV48geEp3xpRZ6Hz9zXjnox+weUcoVi5bjVeeewYPPPkmFi7bhuEDfsZ//8cf8c4nP2Lj1n0YM2o0brzxerz2cQ+s27YPX3/9OW6/62GMnrgEe3yisMsnEDv9Is3taZcsXITbO3XBpz2GI0IqPL0gPTgwEj2++Bh33nk/xk1djsBwG7Zt98ZbrzyHu+5/BFPnrsXSxSvx/BOPonNnPV1qBWbNmm8Oa3/TZxxibLKsc49Ko+OCe6VReuXtL7BJvsvo0ZNxvQzz6nvfITCuQBKsyqsswZCunlogjaZNSqIEod6xhzF7bQJ+cgrAzC1JSD1WiuamRpxubkaL7iVlonHFYpLRUTjWWRMaW5pxoroBu2Ly0G9eIIbM8ceWPTmIS9ELmvUp0dq17kRlBaa/n3an1SVH2ymtn8vMTrFdW7fjlWeeQdcHnsH0eZuwZsVGvPXyS7juhjsxbNwybNnqhRefeR5PPPIGljpvhc/+SOz2CoSXXyziMo9Lm2Atk6SUA5g2dhxuuvZGfPjFT9i+Kxiubnvhts0Hzs7rcN9dd+PNN7+X8QVgrLZlN3TCm+//hE1uO8yRjG5PvAxXz2Bsdd2Mpx55BN1f/QLbd4ZiZL+BuOGam9Cj9xBs9vTCgL598af/92e8LgnK/CVr8Oj99+PlF7/AZvcwTJk0Dbd36YLur32ObXvCMGrIEFx/3U344vuB8PDch0EDB+GPf7xGkoye8I08Zl+XbVeYZLQOkwxqc/Ztq9WuhAu/rVuYWsG1/q2NUlJCJmY7OeG2LrfgxptvwT33PoynX3wPC1zcJcD3wrtvvIabbrgZt9/9EO66637cftt9+HHYLHiHpmPiyLG4pfNNuPv++6T/vbj+xltw291PYvz0NUhMO4qlixbjvnvuxc03d8EDDz2Kux98FK++8wU2bgmA83IXPPLwY/iuvxMiM3TPVRFiYzMweugQXPfna9Hl9ofRb9B07N4fgcED+uNP19yAG27uiocffhoP3vMAHn/iVWlwNmCBJB0PyXj7DZ2G+ExrPLt37Mc7r7+B6667AXfdfR+6yvA3d7kbH33VH6Hx0uhknZLv/vtZL7+96F4/aZhzCpCQUYBt/kcwelEc+s8IhEdgOkqqqtAsQaaJRe0xJpOMKxUv/O5IzM/UrL/Tsp6BuqYWJOaWYurqOPw0LQALtiQjJKEIKXokQ9ocvaufHtXUU0J/T21Pa4q2nZo06dEMraejI5Mx2gTjN+DmznfggQe6STt0m7Qp3TFuyjpERKdjnCQFt3TqhM633o6Hpa3peteD+PSrQQiIPCzLpELGW47MrEJsc/PEK89LgnJdJ9xx18O48+7H0bPvaBPgv/PGK/J+Z9wh7UXXe+8xz4D69Kth2LJtv7nD4ktvfIwtu8Pg6bELr7/8Bt77pA8CgzOxfvlaPNj1PlxzfWfcLm3kXXfdg9tuuRuffDkMm9x98PlHH+FGSSTulDb0vnsfQudOd+KdT3vBJzwNa9duMKcrX3N9J9P/7nvuR5db78EHnw1CYPRRc13dhZbR5RZe+N06TDKozdm3rVa7Yq7JsBdHpaN3HoqOSsbsOYvw3vuf4b33PsPEKUvgH5kpDddReO32xqABQ/D6mx/ig096YMbsNQiMy0NyxjHslMp3/uLlWOKyGt/90BvvfPgNpsxxRWTCcWkkSpGQaMMal/X45qvv8Mpr7+Kd97/EeKfFCAw7CB//KMxZ4Iy17oFIyCpHljSOGRI87dntg34/DcBb736JyTNXIy4lH957Q9F/wAi8Ke+NnzQfbm57sGCJG7x8ErDXJwKz5y2H67ZACb50WUulLAmOm6unTLcHPvnsG0yfvQzLVnlgxfpd5v7k6VknzakEV+Y5y1qshsLxtzk6JSUstRArvdLx80wfjF0UgpDkAtQ0NJknDOv53SYgZZB5xWOS0VHoenMU+VNXYUsLmpqbzBP5V3llou9UX0xcEQmviALE2cqlzXEcBXBco3F+3fH7LqZdytUkoxD6PCe9ha0mB0H+YRgzcjzefe9jDBw6ASvWbMaipRuxbXeMfO4EosLjMWvWbLz30ed45dU38ekn32DOIn1qtj6vSa/J0KMiZUhNO44tW3bju+964bU3PsSPvUdK2xGMxLR8bN7khq+lzfjoc23nlsHZZStc1u9GqCQx61e7Y+HyzQiKO4CI8FQ4L9kkbcpOxEr7lJBgg/Oy1fjwo2/wxdf9MX/hBqxwcYPLmn2m/dKkpOf33+ODT7/G1JlL4LJqK5av2YFomZe4lANwWbkOH0nb+tlX/TFv8Wo4y7Sc1+xBbKqVMF5oOV1u4ZGM1mGSQW3Ovm212pWSZJi9GfraVF46b3oOrxVw66HprCw9x7dS3q80F95p/2wJasxtUPWhR7pXSBqwzKwic6GavmduiZtTKK8L5TNWI2GeLi1Fb0dozhk2CU2RBPgSEGedsipPWT66x02vD9EnjKea8RYiJ6vAXEBnXaSu09cGQitcPTIkjaieayyfSc/VRlWXs0xbKk4zLp22uSBSnwshw0sCk6oPPdK9euZuS9Y5y44jOldmke0qR5aPvDYNp60IQTH5mLNB7x7ljzmusbAdLUdzk6QUzXo9qaYWDbKV8iF7VwMmGR2Ftc60a92IQXcSSJIh67K5pRGVVbXwiTyMwbMDMWReENx9cpEgQXWmJBuOut1cFH4FJRyOJEPre207NMnQtilL2qYcaSO0HUqV91Ll+2h7pfV4hu6kssnf0l93IOlTum3Shmh9bx0JkPdlHHqXqfScCtNmZGUfh03ajUwzTW3vypBjK5DxWG1GelaFjE/mybRDhfK+3vpd25dy0+5l2eRz8hmrrdHnEEl7KPOmR17SbfpZbV/KzTxYbaWOR/+WNk7bLJmutnt6/Zwtp0CKxgo6f9pG6Wlv1h2xzJPJZdi2KkwyWodJBrU5+7bValfakYz2KZdaIV58mbT9EYarZx1oI6ENrTkVT/5OzCjF3pCjcHKOwoCpe7HJOxOFFXUSeFrByVkMLq8WTDI6Ml1/+ttuMuu0ob4FSbZiOLmEY+BUH6zeloWIFOvJ1maHikkyrERDA+Ar9+jtpZbfQ13/+21vmGS0DpMManP2bavVmGSw/C2KSTJsJ5GRWYPY9FJs8svG0PkhGDXbH/7RB1BZXydBZb1JMhhQXp2YZJC1wmVtSqel+TSO5Fdi2ZZk/DjVDzM3JSAo/hhSdQ+6HhEwe/y1/tC2iO1RRy5MMlqHSQa1Ofu21WpXwoXfLFd+sU5zK0ZUcjHW7MhCvxl+mLAyGLFZBahvkkDS3D2qybrQ275t0tWEF37TuetQ132j/OYbUHSyGlt8bOg3xRfjlkVjb8RRJNus25brrW41wWB71LELL/xuHSYZ1Obs21ar8UgGy9+ipGaVITipEAu2xKP35D1YtCkOOQXlqJcgw9yatlkCEH2ol/0fXX2YZHRkuv70dCnHemyWNKNB/l8vq7gFVdUN8Is+hMGz/TB8XjC2+x9FggSU+hwNrT9MoHlencLScQqPZLQOkwxqc/Ztq9WYZLC0R3GcQ60XL+pTfv2jCjBzdQJ6TfGR7S0dBRVVaGlqMHeQ0iSj5XSThB+8wPtqxiSjI9P12GTvKl2fLRoMmdIspaaxBbG24xi/JACDpvvBdc8BxKZqXeJok6yjGmybOl5hktE6TDKozdm3rVZjksHS9sVxO8piJGYdx57QIxi/NAb9ZvhgV0gWTtVJQqEBpN5A/0zsqC/O/EFXodYkGSuZZFyF/vo6bJY6IetwCWatCUfvaX5Yvs2G6CS9Tbi0S1K3mDstZenF4Beqd1iu1sIko3WYZFCbs29brcYkg6Wti54/rd3UtALs9s3ByIUhGDjfHz5xR3CqsVkCCQ0uNYC0b4TUIfBIBv01usobm5txuKgcKzzi0N/JB/M3pSIkqRx6G/KMHPttV/V23nrL1vPqHparszDJaB0mGdTm7NtWq/HCb5a2LObhUdL4J6QVwdU7E0NmR2L04kiEZx5DvTk1So9i6G0sNYC0b4TUAfDCb7oUuk00yLbRjMKyGqzfk44+U30xY3USAmJPINncBrsQWfoMI32ewwXqIJarr/DC79ZhkkFtzr5ttRqPZLC0VdGHPukzMOJSTmD9ziz0mRGE8aujkHiwFE3NetGno2jgyKCxo2GSQX+dru9Gs96bJdEoqqyFp38OBk7di0nOodgfdRxJ+gA7aZ/0gXQXqodYrr7CIxmtwySD2px922o1Jhksv71Y24o+5TVSEgznbZnoPTUAszfEwnb8JBpaGiVm0IBSg0bZ6Ey8qP9jstGRMMmgv0pXuRZZ5y16RKO5BRXVDdgXdRA/z9yHcYtCsDe8QLYlve5Lr9Owrv36dZ3EcjUVJhmtwySD2px922o1Jhksv6Vk5FinLejrsNR8LPZIMneQWrQ5AYdPVKFZT40yT/m1trdfYuDYkfDCb7p0ur6tdS4BE6rrGhEYn49BswMwYkEwdoceRnJGibk+Iz2nQOqfCqTpE8Kl/Tq/jmK58guTjNZhkkFtzr5ttRqTDJbLLyWwmb2IxQhJLcAC9zj0mbwXzh5pOFpWg8ZmCQ3NEQwNFBkkdnQ8kkGXR28WUY+q+nqEJ+dj9DxvDJ8XAM+QI0iQbSrDVgFbRi3SsyqRZs7dv1BdxXIlFyYZrcMkg9qcfdtqNV74zXLZRRNR20mEJRzHXNc49J4chLW7bDhRVWmCAn0GhnVGlD7F+9wHcVHHwwu/6XLpzoomtDQ3oL6xAXG2AoxaEoABcwOwNSAfiRknkZllHcFgu3V1Fl743TpMMqjN2betVuORDJbLKWlZJUiVbnDCCczbkIz+k/2xaW8OSqpq0NJySraseitAtCcZGihqsEAdF5MMumy6+ltaTLJR19SEWGmnxi8Px5BZIdjqn4P47GNSL+nzNNhuXY2FRzJah0kGtTn7ttVqTDJYLr3oxZZlUsqRKklGcNxxzN4Qhz7T9sF1fzrKqmvNU7zRpMGjBoj2jcy8YJDY0THJoMuj6163AyktpyXXaEFD82kkHSzBpOWhGDgrCK5+R5CYWQKbuSBc6yq2X1dTYZLROkwyqM3Zt61WY5LBcmnFuptLpq0C6bZKBCUew6yNsegnCcZmnzSU19RL+693kZKAUOMBovPwwm+6PI4k45xtQLYNfWhfsiQaE1dGSKIRAnfvg0jKPAGb1Fe6M0TbML2ldrqebvOLuozlSitMMlqHSQa1Ofu21WpMMlgupejTdTNtJ5EqgWJg4lHM3RCPn6fvhbtfOsqqGtHcpAGhhoKnTThAdD4eyaC2I1vE6UbUNzUg6WAxpq4Mx+BZQdjsdwRxWYXIzJFiO4V0W61116kL1GksV05hktE6TDKozdm3rVbjhd8sf6049gTqdRjBifmYtSkO/af6w93bhvKaWnP6wmlNMpq1ctOLvJlm0Pl44Te1Ma1rWurR2FSHFEk0JrpEYMCcEGwOPIgkWxFsWVXI0DtO5RZfsF5juXIKL/xuHSYZ1Obs21ar8UgGy18respBqlTwIUlHMc81Hv2d/OG6LxtlVZJgnK6XrchkF1Yx4SADQvo1JhnUliSQsi4Gb25AfVMt4g8UYaJzCIbOCcK2gHwkZJ2UtqxIij5HQ4PUC9dvLL//wiMZrcMkg9qcfdtqNSYZLBcuVqNs7taSVYrwpGLMd0tBb6e9cN2bhtKqOjQ31UsM2Azr2IV27cEg48Grgq5GK7hvmyNTTDKorVg1ToNsQ01nEo3G5kYkS9s1YWkoBs0JxbawQ0jOLoYtS9q1M0kG27UrsTDJaB0mGdTm7NtWqzHJYDm/mApdtgM9TK3XYSQkncCyrenoNdUPa3drglEjjXutxH96obcV/un/zwSCrYgHrc9ommI/yUoCS8eYzozGHCHRvlqsd8/0++WQdhcapm2ZOZQAWE8Ps+ZKp9G20zkzRvOiPabwl+nUmuW7Ncq/ltN1UuQdsx4uHy/8prajdYZuF9Y2ZLZN2VYampsQl12EkYuCMHR+APaGH0WKzarPzJ3xJOGwTgV2JB0sV0JhktE6TDKozdm3rVZjksFyftFbQGZmnUSmbAPR6UexwjMJfZ32w9kzEQUVdWhq0dOjmkyj/ltjPyu1sJIMHZXGCtY79lGb4MFerCH0Xfv/1dn3LH9pmDZmD2o0uLHm9ex028qZMZoX7TGFC7Mmp0lAs4RxmmTUS8Ih0zfr4PLxSAa1N92mqpsaEZaejxHz/TBqYTD2RGqiUSb1md7itli6Ws+xfbuSCpOM1mGSQW3Ovm21Gi/8Zvl10Qa4DIlpJ7B6dxp+nOWDxe5xKCitlARDn7wrAd+ZLOC30NDR+ldXU4XyslLUNjScDdo1EG1qQENdLRoaNNg1lae8LcFvcwPqG+rR0KyB8C9nxYxRA2QJNpqaZH7t77eVluZG1FZXoaqm1oS/jiD4chaHXjSv89gs3+PXNPnSREZempFf7lRax0xOln1zQx2qqytRXSeJ5W9OMnjhN7U/PeKmdVRVQy2Cko5i0Bx/jF0aBb+oIqRqgpFzHFnSzcg6eYF6j+X3Wnjhd+swyaA2Z9+2Wo1JBsv5JVVKnO0ENu/PwMDpIZixMRkHTpyUBrxOtphGrcHOJBm/LfiTQFP+NUkgmWtLg+eWTUhOzzSjtkbehLLiY4gMD0F8QhJq6hpNMN7cWIvDh3MQGBqCrEN5aLSfsmV9Sv+1oL6uCnlHDuDQ4cMSdPyWefy1qooyRMk8hUbHoMEEyo1mmq2digbtlZWVOHToEAoLC+3vOpxGowRKp05VoLau3ixya6Gfn1K1PR27Jj+lBXkIDw2UbSHHJHOaeFw+JhnU3nQrsbbTluYmVNTXYH9sHgbN9MeUFREISpB2zewVt8qF6j6W32dhktE6TDKozdm3rVbj6VIsjmIdki5FQmYZ3P0PYvC8AExbGYHsIxVoatIjCZJg2INpR7kcGsDW19ehqqoCVXXVqDvdjIqyAnhsWgeX1evRaEYuwWVLA2LCA/DpB+/gp179kHMo35yqVXGyECuWL8DzL7+G5Ws2yfCnzfzV1NSgRsbbJOMrLy2C977d2OvtLZ9pMUc1amuqUVNbh2a9UFTGr5+pq6tDXX09Ghoa0CDd6qoqCeqtYVpkWo2NDdJfhpH3dL5VSWE+NqxZiZUbN6OuRY+WVKOqpgrVtbWSBOm4JeVoaZJEp06mWYsmDdDtS0z76ThrZF50ukeOHMbOXTsRGR1tjtDocqmRzzTK/Bw5nIv9+/YgITlFvpd1kWtDQw2q5bMNjbI+ZIxNEkzpvNfLuGpra8xREf27VubFTPfMsqkyy6dBj+yY+bOmpcOZoyjynuOfGb66GlmJEuwvX4jtASFolO/VJPNdK+Mwy8I+fGu2grZPMqx50ARPh9Pvag3neP+Xf+kr6y/HK6tYfvnXL187XOi9y+OYp1+O0TEPF5vO+Z/7y8NaYzo7PscnreX0i3fOeW13zvZw1rl/n9vHet/6Z/19ec5++pfjOfvOxekw1m/7tO6MaK5HhfyWvMJz0H/GXsxem4Cw5JNIlbbNauOs+o7l9194ulTryG+cSQa1Lfu21WpMMlj0ORh6nrKer5ycVYqdYfkYuSgM45aGICm3SAJuCfI06LYHJ1a5lEb/HOZDVhhScVIai7hICaB3Iyg8BIcLCyWwrceebVswdco0VDY0mUBIjxBEh/piRP+eGDx4GDZu3Y16CapTEyMxZfIY/NhvMJatcpNkpRxZthQEBQUjNDISh44fQ0VlGWzpSUi1ZaPyVLm8ToCf7374BQYh88BBSTZO4eDBDPj4+yFcAvzU9DSkJcXDZ/8+BISG4uDRfFRWlCEtJRG+AYGIjY1B+ckKE9iXFORhoyQZqze6o7K6HNkZMm4/H/jJcLbsAzglAX3B8YMIDwtCeHgkDhcUSiKkF8k34NTJk0hLTEBQoD/Ss2w4UVyAtMwUSeSOoqToGKLCwxAUGo7s3AMI9N2Ln/v3xYwFy5Bx4BBKio/LfESa+YlLTUXxqQocO5aHqIhwRIZHIcjXB3Hx8YiOi0NQgB9submSnNQjP+8Agv33wsfHB9GpeuF+FYqOH0FEWDDCIyKQf7zQnALWrKeB1VXgYFYyAuX7eLhuwMyZ07EjIBRVpyqRnZmK4CA/hMlnDstnGmVdSDRnVu+laNsLvzWYlEBSEi9Jl1BbfVKWZRFOSnLUIolfs+nXLElVI6rMqW1VJug015nIOPX0u6qqalRr8tYiacrpBhlfg9lGTcIiy6K+rl4SQXlfJ2fet+ZD+pp/hn14fU/n1P6u0FfWX2f/L0WG1yC4qqoSZSdLZbuwJ0imny5PTeb1Tm32937htCSKlSgtL5XfgQwhv0szrP3zZ4aWFy0SZFfKOjsp28hpPcVRE23519CoiWUl6iRhrJZ5KC0vR21Draz3SlmfDebaG7M8JBk9VXVS5rFcPmXNo6SZZhzWumuWv+Rted3c1IBK+Q2WVlTYE1v9Ho75kXkz86cDO4r1wlqS1jagw+j4zfikv5406ZhvnXNJp6W0go5Tj3DKfJaeqsYW3yz0nRaI+VtSEZVWiMysIqn7HM/PsNo6x04Wlt9fYZLROkwyqM3Zt61WY5LR0UuJqcD1No9pkmD4xORjgnMERszzQ2TaMTRogmEaeHugcLnsjb4GKIdyM7BxnQtmzZqBfgMHYdGq9aiXoCZo/27MnDYVh4rKTRyiwUpMmC8WTpuIqdNmYNK0WSgoKYbXjq0YO3YU5i9cguUuGxAlw4weMQzTpP/QUcMwfcE8HDiQhdXOS7HYZY0E4P4YMWwwJk+fhUnjRmPc+PFIzkyD26aVeOu9DzB93nzs2LUDnps3YuG8eeg7cDCmzV2E3Gwbpk+agE+/+A6bXN2Ql3fMBFmlBYfMkQyXjR6IiQ3BuJFDMWnqNEyaNBbjxoxBVEIyPDatRb8+fbFmkztC4pMkKKyXAKwB0SHBGDd0OObMXYh9fv5IkMRm9QpneO7ci93btqLPD33gsmYNfP0DsH+XB3r27IEx0+chMiYW7hvWok/f/pg2ayaGyXQ89u5GoP8+9OzxrSyPiRg9ZBA+eP8jTJo+E2NHDpd5mo78okJZPiFYMn+uLKOh+Fnej4xNlARiI3r/NABrN7khPDYejRKM60PNcjJiMGfKOIwaKctp1HB8//0P2OUbiJjwQIwdNRRTp0/F8JEjMWP+QiuglyDuUrXpkQz5U4NhDdIbJRg9mJ0Kt41rEBgWZW5l2ijbbaMkGyeK8uHrvQfegcEyv1UyvKxBWReHctLhtX27LH+bOWrVBElM7NPRQLdekpIcWwbSMzK1wbbmQ7ZHR8h7Zn6knxUgm3DZ8a6d9dfZ9/TVaZl+E6KjIrB1mweqJdnRQNgk8HqkzCQZOh0N1M9dPvqiGQlxEXD3cEdZtT4EU5IC+Z56uqHOwzkDo7qyBIGSaO71DUGTDKdH93SZlEhSm5oai8P5RxEdEYYtHp44cPgQkpNiUVZx0pxa2NQspb5WktBAeHruQL3WATJ+TSt0KenRRE3kdLp6WlKNJCPBwX7YsWc/6hs1mdYjno4lpF3rn/5nit3Z9635N0tQ14WMX9JBMw1NpPSffvfLpYnKsbJqrNqdgn7TvLFqeyYSMvUC8BNS90l7J8VRD164jmT5excmGa3DJIPanH3bajVek9GxS0Z2OWw2STCkIg9MOIEZaxIxaKYv/GIOo0YChuYWfdhekyMc+E00WNOAqrK8EImxUdixYwdGjR6DSTPmoVamFey3D05TnJByMN+KryR41CRj8eyZ2ChB/pzZ06W7GatXOWP1mrVY7eKMxcuXw3XDcnz71Q9w2+KJ6bOnYPKM6YiLi8JKl6WY67wKrm4bMMFpMk7W1SI3MwVLFi2AmwR47pvXYIIE4uU11eaoRXpqAvbs3oMxY8dizISpyEhLhcuypVi/eacE4BJY6d5jNEiSkYX1a1Zg2ToPbPXYhImTp6L4VDWOHIiH85LZcJH3923bgomjx8EnPEKSpiJJovQ+/k1IjI7EnMmTsHGzBzIPHkJWRgrWODvDY4cPfPbuwGhJAvz9gnH0WAFsqdFYumIBvILCcUjme/bEsRg8YjzcNrth4pRJWOS8DIHeXpKYOcm4DsPXZw+cnCbBduQogvz2YpYsh8zsQ8g/cgD+gfuxZPFCjBw9Hl579mH3DleMHjMWgSHhyCsqQZ3EcE0tNfDbswmTJk9E7rEi2FJisWzxAuzcvw9uG1bg62++waat2zBz5kxMmTETB/OPm6D00rTdNRl6ele1JDilZWU4WXVKlm0zak6VwtN9AxYuWY4aSVhNMiFBalJMCH747AN89s2PCE/JNKe3VZ0sxEaXhej+3MuSqK41e+31SFqljKtcAu3a+nqcqihFWMBeePt4m/lsbJD+0q+yskIC6Sb70ZBanJLPVNTUoKpWT8Wzbl6g19k0yjg1eWkwpwWekuGqzKlq+hvQ09F2SYIzY9pMSXxqpX8FSsrLUSHfSRMBPeJVJ+OqOCnzUlNrPmMtqCbs37MdU52m4GhhsfQvRl1doxmvDl9ertOuQIPMX1lxHjatXY0Fzq6ybZ5AZbXOUzPyDmZhzx5PxKckY6enu6zH2YhJTJDf4jYcLThhTuWrPFWF0hPHsdl1LaZJYl4r262ealgi4y+T8ddpIiGJkC6zavmuBceOYMOG1Zgvy17npb6+BidlWemREv0+5ohSfbUs23KckkSvWbcZ+1fS33htfSVOyrhrTtWYBKyhsRbVdbJMq0/h5Mky1Mjr37KLw5yeqYllUTGWuiVgwPQgbPQ9iORMveNUMWzZRSaITctmm/d7Lbwmo3WYZFCbs29brcYko2MXvctKhq1CArBCLHBNxs9OAdgemItqCSSsUxS0a9/DqxvMb6Bj0L2vgb67MHhAP7isWImxY8dh0vS55q5Sgb77MHXaNNiOFkklqRVlE2IlyVgydzbCo2OwduVSvP3O+5g2axYSJTBa67Ici5Y5w3WjM77/pic8tu2SAHqnOf3p0CEbXFwWY87yldji7opJTk44VlKClPhoLJYkw3O3Fzy2bsKU2fNxSoLK6LAgjBk+BAsXLcHE8WMwZtxkpEuSscZlBbbs8LUCIwlW9ESOsoJsk2QsXesOz21ucJo8BXknTkiSEoWli+bCzXOfDJMHXy/5noMGYeGKVWaPdbMEVHo9RVpSDJwmjsDwMSPhH+SPFStXwcMrQILEYwgK9sbQQcMxfeYiJCdGYtnSedi2LwC5qYmYO3ksho0Zj90y7/u8vZFssyFIEovZs2YgK78AAZKkzZk5HYeLShER7It5s6YhMiYOq5YuwMCff8aSJUsxbPRE7PYLRGnRMfhJUjN8YH8sXqbz1yxBaA18d7ti/LhxSMk5gvjIMMydNRM79u3D5o0r8f3338F9u5dMfzciouNwUq9vMQHwpWibJEMD7jJJLsLCQuHmtgm7du9F9qEj5jSdfTt3YMqUyThRWW2SAN33niJJxtSRA9H352FYtGYTKiXYTU0Ix8wZU/HDz8MxZ+lqNEggfyQnG/v37pT1uQVRCQkoKj2OlIRQhMdEo0KC4xTZ3jw9tkv/7UhMSpWEoEoSxGTZ5rbCyz8AkZLUxsdESGC+EZ6enkjLyDSn1yXERsvn3OHjHyiJwQmTeGggvXvHdkybMh2H8mWdB/phk6srvPbtx4GjR3FSph0VHgzPHbsQH58oiYRe+K/fvwnekmSMGDwEO7z2yXg9ZF7SUSbJSHJCDLZs3gQPj21ISU1H8fE8rHVejsGyHW+Xz+zb64MjMq0TBYcREROG9AO52LltM5ymzUZqlg0hESHILy7F0SO52CtJqOdWN8yYPhGTp89GyalTSIyLM8ntNvluiWkZqJblmHfAJt9jJ9zdNsqwkzF/8TKUlJXLPMdi+87t8N6/GzlHDqG8sgxJCRFw37ZNphMlSUy1td5lOZQWFyE0MhTbJOkP8PHHkaP5OH78CEJCAmV5eMNdfqMhocGyvB3J1uXQ360mhk3IOlqGaWvCMHh2AHYF5yNFd7JkF5qjGWnymu3e77MwyWgdJhnU5uzbVqvxdKmOW6y7rBQjLr0ELtty0c/JH+t3JeNklXXuutU4O9KLy23gz6WnitQhyNcLUyZOgJeXF2bMmI65i5abC5s1SJw6dQaKquqkkpShJShPig7GquVLkXkwzwTFn378IZavdUNR4VG4bdyAdZu2IzzEH5PGj5YAcCf8A4Ik4EtA/tEcrHRZhEWr1krAov1HwW2rB1ZJYjJ3wSLYJMjy8vLE/KUrUVWv134EYfa0KfDc6YW5M6ZgytSZsNkyZBrrsX1/kDmFQ2ZeZqoR5UVHsFUCuo0euxAZGYBpk8Zg0+bNWLVqNebOW4j41FSkJ0fDZ/8eLF24DMtc1pnv19DciIOHchDo54WN61dgzvy52Ofri40bN2HHbl9kZMZhv89urFi6FAsWrkBaajLWLluIRc6rkZKWhm1uazBx4nj4+vkhMCQU6bm5CAsOwOIlS5BbUCyJRQBcFi3EsRNliI8Ixool8xARGwnXNcsxb+4ibHFdj0mTJ2C3tx8ykpLhK8nD0sULsNRlNWr0YvfmBkmUYjF/1nQsX74azkuWY8jg4fAOCZNl7AOn8SOxzcMTvrKMI+KTJTFsknWkScClaZskowV5Rw5jhwTp69a4YMTQoZg5dzFqGpsRFuhjkqyMg0fNaTZ6Ok9yTDCWz3HCZD2dTRKQLAmid3u6YtzEiZjv7IzZS1bi0IEszJ8zB6PGjMXc2VMweMQo7PPbjw2rl2DqgqUICQvGqBEjJElzxqL5izBq9FhExcdj25YNeO/9DzBLEl0ff2+TAKxbsxJDhgyR8U9G7sGDmDXNCV998QU8d+3GoWMFsh05kgxPTHWaZu6mts19s2yrKzB46HBZ16sQGuyDMSNHYMXq9ZJMReJkReXZJGO3J7785GPZdhZh6hQnjJkwCem2LAnQ92CtTlsSkFFjJyBPtrNFs6fhwy+/w6rVKzFu9EjMk+0qKTFKEvOF2BcYJEmGJN+SZOz29cGseXMQm5IB13UuGDRwONasdsH3332FMZOnI6/ohIzfG+vXrsKIYUMxfNxEZB0+hDXOSzBsyEi4rFiG73p8jdnzF8NbtueBgwZi8dJFGDtmOMZPmy4JaQTmTpsk01gA35BwHC3QO6m1oKn+JHbt2II+AwZjufMy+c5DMG/hEnO91rDBP2PAsNGYN38mRo4cJclemtkCLi/R0O1ItiBzRKMJ8dkFGLfIHyMXhcI7plDavBPm1CmrzWO793ssPF2qdZhkUJuzb1utxiSj45TMLOsC79RcveCx2FzonWgrgqt3DgZOD8citxQcr6gy51lLBGgadQ3xrGbdNPHm1W+h511XnixBgL8/1q1bi917dyEuORVVlWXY6rpBApGFqNPY08QFLSg8nofEhHiUVpzCCXmt57Ln5BWYC2AzMtKRkpGDhvoapKYkYLUE+evWbUBScjKOHLJhuQRTzus3mVMvMpLjsE4CJ3fPnTikFy031iE724aY+EQJ/ltQc6rSXEC9Zu167NrugYSkJJSUyHJKTZGE5LAVEGtALd3a6kpk6oXiGVnmbk+ZqYkS4K2B+1ZPHMo7Zk6bSYiPxAoJYj137MHxwhL5qPUE7bzD2XDftA4r12xAQko6TpbJ7y1FppF9CKlpCXBZuVSCTk/k5R03p+NkJMfD1dUd8bKMysuKECDB75Kly7B9lxfyC4tMwB0TG4uyUzU4euQQEmKicaq6BgVHD5lgrbisHAdzbHCVRMbDzQ3x0THyvbNk/sIksFuBbZ5eJugzFxFL0Wna0lOwYf0G7JKEKy4hCbl5+eaWwKlJcVgtwfAaXcZpNnPHKetagEvzW5IMHVD/tbTUofREPkKCgrFh7VoM+XkAxk+chcq6ekSE+mGGJBMxqTYZrsl8Pik6FEsXzMJ6t01YPHc6Fi9fhrWrVmDtxo1YI0nKnEWrJDnbj5/79sJYpxmYP382xk+eio2bXbFu1WI4aXK2dQsmT5kmyXcdjh7KhfPyhVi5YSN2bHXFRElGT9To6UFFiIsJwyZZzoN/HoThI8ciNTPdHAlbu2YzGk43oUG3AVlmekRrzw4PTJsyBblHjiDEf59sd6vw86ABmDxjLhISYzFLEt3lS52RnJKGU7W/PJIxffJkFJVVIjjYH7NmzURsUgoS48JlO9mIYQN/liRpLNIy07BpnTOWrNyIuvpT8Ni6CqMmTUJkVBCWLJuHPUEh2LVtA5ymz8IeX2/MnTsHfoGhWLl0PjZ57EB1bSW2uq2UJGQ6ik6WIVESBddNMn5JIAaPGA3fwAAsXyhJsl8Iyk8WyvdehZlz5ktC44KPP/xQklRnjBs3Dk4zZyMyOhyrly3AzJmzEBYt22rlKVmTzagsy8PyRdPwyRffYoWLC8aMGo4ZcxYgRuZx8YLZ2BMSgwMH0uEiCYjrjgDoXeTOJhnaPW/juRjdlKTu0W2uvqkF4UnHMGhOAMavikN4cqGpC7XNO/skcG3/5LXUk6Z7Tj3K8rcvTDJah0kGtTn7ttVqTDI6TsnM0gu8S8zhZ7OObSewK+QYhs0Ph5NLGLLyz95JpjXt9+WTQBCN5vz5fEkKtkrw7SOBTtNvmLYGvXW1pxAZFog5s2din3+ACe7o7+/ykwzrrkP6r7mlGoG+OzF88GBs3bzZnCo2ecpcVNXWIjxwn7nOISnniEmU9fkpiRLgasAaEB6OzetW4fXX3sbk6XMlQcyQ4H8VZi92QXxkIJzGDMOqDa7mzlnxiUnIzk2TpHSJuQGAh+dWc2TiwJGjSJbkcdGSWXDbsR07t26UpGAeTkqCEx8RiAmjR2LlqnWYP2cuxoydiLQsGcea1Vi/wUuSjAaZH/kGMk96ofpuSTKmTp4kCcxWjBzQW5I9d0yfMRlOMr6SynJJoOOxUAJ/vWYpLeegSVB1OezfvQMznaahpKIOoaG+mD9rGja7b4XThNGSQDnLZ6ZjxPipSMnMwJoVCzB97mIcPX4I69ctxcTpMxEdKwH80jnYHRQKL8/1kmTMwB4fb8ybLctIEo8VS+ZimSSRefmHsEoSjsnymZj4CEwfPwrLlq7A4vnzMHr8RAQGBUjSNhObPHcjNzcDSxfPw6y58+C2aS0G9umHkOBQhEXGSKJlQ0VlKfIOyvJe5YIhw0YhMCxS1uRpnCo/JvM4Fz8PHYYQeS8yIlLqpVwkJ0Sa0w73RySY0x5XSpKxbrsv6nVbMUmGSTelq+XyVNU1YVfYAfSZ6Y8FrimITStGWq7WjZpUaH0p7Z8mHLlST55JPFj+XoVJRuswyaA2Z9+2Wo3XZHScoqcF6LrNzKqUBKMM/tH5mLwiHsMXhCAyQ59Boae/SPNtD+janwkbTQBVXHAUmWkpOFlVI9O3974MekpEdZWeCx+F0JBgVNbUyPjtPenv6Ldck+FIMqzT7fR6kykTJmDD2jWYNGk85sxfbPa8e3u5Y8qUGThWespczK13XsqIj8G6lUsRl54hn/PBjz/0wJJVm3CyrAQe7puxYs0mHM8/iLUrl2HSlGlwl6B/7/79SEtLwtrVyzFz4VLExEVj+pSJWLFsCRYtWIAZC+bCdiQX3nu3YuHSZTglSUaKJB96qtaKlWsleXCC05TpsOVmmUTIw9NbEmlJqE2SoXdPaoLf/r1YKAG71549cBo7Chs3rMVECeQXLFmOVElO3D03YvnSpeb0u4xcfaCkHs1pQoC/D5YsWIzyylpEx4TCxXkJvLx2Y8G8mVjivAIzp07ARKcZsOVkY/WK+fi+d184Oy/HjKmT4b5jF2yZ8r3Wu8A/Mgo++7bL9JbCPyQIziuckWbLwnZ3N4wYMQarV63CwH79MXeBMxJTYrFwzgyZnxWYNdUJU5yckJudic3rV2PEqElwWbEKPw/4GStWr0N4ZCicJo6TZGu1uXOVntZ38GAO9u/ZgTUyzlmz5yM8Ksas9uaGagT47sKoMWOwYaMrtm/fgYiYOGTIsl+3diVC4pKRf/QQXDdtwLb9gbIM5UN6NMP8023n8uso3faKyqqw3isVvWcEYeXuHCRm6s41bfvO3tr2/DqU5e9TeE1G6zDJoDZn37ZajUlGByq5xbJ+i5AhSUZ4YjnmbYrHoBm+2BOZh5pmPSWjziQZGvSbIxrtzhEwmJBDpm9N9by48zLoGKwxmbhE36K/s7ZIMvSMtSbUSRKZmpiIPbt3IzQiBJk5NpyqLMJWtzWYOW8xaiXB0OdE6HM/ygqPwZaRiMLycpSXFiJdAtiDRwtRV1uLg7nZyMzOgT7QsKT4BIKDQ+DpuR2x8XE4lJMB5yWLMN95Jeqb6nH0UDb2796JgMBASWJKZBq1yDuUiZTUFHNHpca6KmRmpmLn7n3mGSiZWZnmeRY52TZkHzgoSYLejlW+g8yX3mI3P+8QUlOSUV5eYi4O37/XCzGRwbBlZSG/8Ch8/PZgz649yMk9iDr5nN6hSU8xyj92VD6XgtraehQU5SE9PRnFxSXIzk7D7r17EByg0043F8cfOpiNYFk++yVpio+Nl4S7FqWlJ5BhS8ORguPIO3wASWmpyDt+FGkZySitqDR37AoLi4Cfjz8SEpNk2CzU1DUgO8sGr91eCAzwhc2WjurqUyg+UYDAwBBJfIKRlJImQWAu6hrqJanIxs5du0yydiTvKMplnJHhYdghSURaWrq585ZZ7fKd6upOmdMeNcHw8w/A8aIilJRKG2TLwLGiYlRVnESWTDvn6DGzs0A3CetKMd12dIu4POYZK02NOHSsEjPd4tF/ThB2+OcixaZ1ZRnSc61Tp9gO/j4Kk4zWYZJBbc6+bbUaT5fqOEVvU6t76eIyS+CyS5+C6wu3fcmolCDC3I3HHshoA26F5+3Pmo41PcdrR4LgKL+ek1+/c5bV7+wQ1jh+6WKfP9+FPt8aF5r/y3f547r4J62++v+2nNtf+k1Jhkl7ZcuUgBsSHJ5uapaOXsjbjAZJEgryss01Ej4BodBb1+rT0zUh0Yus9SFz+rwXPYLQ1NRgFb0dsQS7TToevU5CxtPS2GheV9VWIirYF9OnTMUuHz9zG1Z9WKGegqV309ILys005G9NGvRaFr3tbFNzHerk8/o8lMaWOula09ML/vWievNASxle58ORBLXo+zoO6TY110gAbt02Wq89Od1kPbNCHwcoqYn8X6cv09YkSoZratanustv18x3vTkNS6fX3KhPfreG09vM6nzogRA9GqJ/W89Ekek1NpllZ76XzLu+1mdiWA9m1NPNrKMumiA1ndZ+UnRYHa9+Dx2uqc4kDZo41cm86DiaZP71c+ap+TLcabN8raLXVGhR+mwQ88wN+awZRt7Wda7rxCRuulxkHeu0rOsxZHOQojWUuRbIbBuXR+dB503nN+FgMcYsD8GYBaEIitK2r0LaQAlqc4rswe2F61OWv13h6VKtwySD2px922o1JhlXb7EqZn1trcuMrFIkZxZjc0AWBswNwvxNiSgo1Sck61OPraBPmnrZKn4d/P12OkL7PkgJKmr1uQL1+sgtjRwkmJAASqduBZQSsNSewvHjx1BYVGge8KV9zCyZwEJvrWsFHda7Olb9v45Nx2P9bQaQcVvTtYa0Ehj7d7S/Yx9Y/pNPNzSgprbWPBzQzM9pmdeaUygrL7PmQwazxmafigl2HNMwI7L+L//Ti8tPVpSZU7Y0ED3XmSGtF6aj8+8Yu2He1P/pNKyx69LR9XTmtDZ9rUWHF2c+K59paqzHycoK8/yH0/qQNw3PZDxmaPnPTE26Et+ZpabPMtDnElTX6rNRrGF0qtZ8yR9nOF5r99z3L+63JBmO5WICVNlWNSiVjgTCGqi2oKKsGHlHDuKULGt9GJzZnqXorYc1MdAjAY2aCJh+GtDLt9IgVoNmE+hqoiBd+UxdQw0OZmcgJTkF1bI9aDBs/T6sZa7JglV0XmT56Hu6DUtgrcGwJuuahJjxStELvbWfWWc6Hvt09DMm8TCjkfdOW79DvauaRNeyYmS+pZiH3pk1b23b1udlvDK8NQ15X5IAMx7757XrmL41TS3WfJx9rcPo8Pq3zm+L/PLktWwrzVrM/MrygSRMerqXfDfruhLHctXXOg86bf3ummDo9PR3ot9P1692ZRlZL6XITMp/StestTwdy0GXnU5Txm2mo+Oyv9ah9aP6HeWF2Q60XCadF7P+Zf71yJd/Uj4GzvHHjJWxiEksQaYexTigd56S9vCcOpXl71OYZLQOkwxqc/Ztq9WYZFytRZ9g67iIUV7Lek3PKoZPxDGMWhqJcctCkHGwVBpabaztG0O70gBXg5EWVEngnZycgLSsbBOoQIIUs7/WHnA0N1ebiz+nTJmKNRs34kRZucZbJkAxgaA+u0OH1aLjlaJBiAZhmqCYYFr/ma+moYz01+BF/rISDCk6XfN5YQ9YdM90wbE8xCcm4NiJYjPWxoZaJMRFYfuO7SgoKZVAywrIrVO75J8GivK9rGlbc6FT1PEdy8vFLq/tCE9MhT6AzQRUZ4bRaep3tyavf5tx6DKyz5LVT4fXachnpOhF8rpnV4PjhmZJIk6WmwTIkeaYaWtXlunRIwfgtW8PYhKS5W/H3mUdh4xTPtAkAzdJt1Fe1Mt0j+SmY8d2D8SlZJrP6zQdS9eM2cy/zpjOu3Z0ajrlS3P5SYa1PtuWjk+nr9uCbk9WImO9/3uh27DOnyYd1nya4PpX82j/Lto1vc75+zLpJ3XN6/KxXlv/P5/1rrUcdZi/NNzvjs6iLiJNmGTey6rr4R5sQ99Z3li5NR2JGXokQ+tQ3TnDtvDvXZhktA6TDGpz9m2r1ZhkXN1Fk4vM7CLzZNvQxCJMl8p58OxghCTkmScX61OszR7HdqfTsfZ4lhUXIDDIH+HRcaipr0FFxUkJlktMwNzY0GCeCL7GZQmGjxiLnLx8VNXUourUKZRI4F9WcQq1EmQ3SoBdW6tPaC43RwuqqitRearCPG25XPfG11XJtl2B4pMnUdeoe6P16MkpFJcUo6RUnyJcZ4J2PWWmqqoapfLeqapK5B7IgPf/n723cI/kyLNF/7n33ft97+3evQszuzM7aI89HrfdbhYzMzMzMzMzM3NJVSqVillSn/f7RVa55Xa7tz0ju9XtPFJUZkYGR2TmOZkB3W3YPTwSfbZVZ2eor6sXC6NZHE7YyBjNZhj1Bqg1lGarBQ4uPyIrgmiRsVltok/83OQI0lKT0TYwRsJJiv/iUiUWJ5NWf6ZiIcN+7HYrdAYdLnUasbI0f+Xh8tBRHkRXH1IDJsqb6vxc9Ju32M0U/wkaaqtQWFhG5WCA1Wah/FNZGg0irImxEZSWl4m+9hYLxU3p1eoMsFFYVgu5NRnFW3IrlZXerMPq4rRIb/fIJGx2Xr1aLfr78yrNosvMtQVGCldzQfFTHn8sobxfIoPB4bNI4nr7Oa6BHwvOsyTwJHHBaeV0vl4WfOyyI3fsVghw1/7fBxa3/OcO+4fCYTfXrhpiN/exHN8MkWK+J/FXHCovxYUJ6TVzeBDVj6qePayta7G5wfdR9xdh2bwvI4uMHwdZZMi4c7ja1o8Gi4x8FhkZC5hcJGHhEhnygLcP3bBIvKSbs0qY2dVLZNdv4kFkL2q612G1S33BuS+5tKr3Tw0iIIKEX5GIUIu580cnpjE/P42islJUVFaisqIcW5vrWF9ZEPPx/+a/P0Pf8BAOD/fQ3tKO3Bxe56IeKzsHRLBVGB3pRUFxsVhrY2CgG5XVVWhobERJcZFYTK2htYnCLqMH0zIMFgOW5yfFehb5+YUYGhmFzmSC4vgALS2tKCwqJbsxrG9sYmhoELtHR1Ce7aKzqxlZuXmoqKrBysYG9g720dnZjtraRgonF+39fVAbLSRIiI5dO2DSX2BifBx5hcVITYhGaHAQWgfGobs8x9hoP4rLClDTUEV1skUij4k2CSaHGUtzMygsLReL+lVXlKF3aBhVVZWoa2zAgUIJrVaDYYorNytHrMUwu7SIxcVJPP3qr/jtb/+M7r5+zC/MoLysGLVUBsOjQ5hbmENnTw8UvKoylWMRpam5rR0HJyqxQnRPT5f4GrK+NkP77ZiZGkNqaiI6Riewt7uBqvJCEV97RzeU6nMc8riHumqUldVgcXVVfBl5dxJ7Nyt+3y1uwKucX2pZ4OqlqN4Rr7ogvTJ/P6F/M65IHGu1lyQS9dKXPCbwb00kk+ZrmEkUqtVqEs8mErd8zf3YdN2QiL6kOlfBTn5vf9H4Ll6SWDXg/EIFI91PuC3zV5efpq7uHpxKIeBc+eOvuisHl/DNHYVn0igGJs6wtqnFCt1H33yPlc3PZeSB3z8OssiQcedwta0fjR8SGfKXjA/dSCKDV7Jd3LxAVe8hnsQOILlsGmqtUSIDghhxNxF+Q/rTgomH6PZDokZ5sou8/Bxk5xWJVZt/899/QFlpBUJDghEVGQ2F4gDxcbF4/CIES6uLKCnIwbPn3mhtb0BEWDCCQmOxuraKiNAAfPL539DT3y2mG/3DH/6ILBIi4aHB+Jd//Xfaz0J0TBj8w8NwQoRpYWoY1dWViI6IgKeXDybnFlFRnI/nLzxR39yK1rYONDc0iLUABsYmUFdViKfPH6OxpQWRlK7AgED0dHXg0cMH8AkMR3ZGKrx9/TE6vyYGzPLg2YWpQQT7+yElIwdp8ZF48MVnaOkfQXdbI548/Ar5RQUICPVHYBivdWAiIu2EzaxFcXYmfvv7T1BQVIhnFP5v/vg5CgvzSaSEILuwEgrVCQb6OlFbXQ0fL2/4h0aK9QkSovzxwtMPm/v7aKivEqtBJ6ZlYm55FlU1NZTuWDR3tMLDwwNVFZUkMloxPDaNuopixFA52K7sJOAqRbmOjg6SyEhA28g4NtdXUF9disy0JDz38EJ9azvq6irx4tFDKqduzPKsSlSXoo/9O+L+iYwrKFWHYh2Mjo5eQTLd0fDm+zFKtkzambwbiPyfq1Sw8diiN4qMN4fyw/bfxcWFEvX1tdQ2210Dn+laFder2/etcGgjrjASusvL1K4rqrBJQvb7IuP2/pvBY1p6u9qQmpUJI499Ed20eOD563iJJRLuvJDg8v6haMsvX/Iw9Z+mtu4UnEBuWrQVqeUyovq3Oq/Q7x6fkT+LiWX5K8Z9MPKXjB8HWWTIuHO42taPhs5kR0HbFrzT5zG5wG9spNWg33Shy+ZDMtyfmG7Mmxp0T5/AL3McfmnDWDu4lLpI8dtXJm9vIHo/DfhRzvE6SWRskcjIRlZ+MSorSxAZnwirzYHamnIEBYXg0qBBeUUJIuJzsLO9iszUOBTXNMBxbUR/VyNCQmIwMDiEvJwMFFfWwOE0o6WpCqFE3Hl14rbmRhIgkVCp1ehoq0FwRAh2T5XiS0YuiRvPZ0/w5PEz1BJ5y89MQXFpOWyiC5YTsyQS0hJjiJj3idWaed0D25UDw0MDiAmPJDGTi4SEaPRPL2BrfRGZ6Zmo7xiBjcqSZxTqaq5CWGAgjs7VWF8cR1pKDOo6O1GUk4J//b//F9Hx8UTaXyAkMgZHZ+dEzK5IZFyitqwEUQmp0BrUKC/KQmhsEvRGDSpK2T4bZxdnGOrvQmZGBh789S944umPfcUhqkozxFoHFkp7c2MNIoKCoNSbYbKbqDxrEB4SjsKSYoSHRcBsNZIYssBiNaO+sghRZMfdstqaq6nsQjA83I/UlDi0DY9jb2sDFeUlCAvxx1cPHqCgohaDQ/0I8HyGwoJiLG5swcLjTKgdvSvuo8g4Od5GXl4OqmtbqR6sOFeqcHKigFpzSYTTKQbv8zSzijOlGEQvxqpQnm02m1jrIi46GgurGzCZzdSGzVBdnENJbk1GkxgQfeWwiK8RitMz2urJjV10adNoVDg9O6X61pMQuKJ47NDqtDg5PSVxcQGHwwbV6T6VdT7VXx3sdF5P4ZwqjnBxfgGr3Sm+JNksRhJKZzg+PsaJ8gwaSusI1VNdQ6Po/nemOBH5udTp4OBZpewWaCh8BbnVm0yiDsS4D7o2eaIArUYDFcVRQmLYP5TaDKXNbNFBqTyB6lwpJkX4VouRv8nRXsTGxWB6bRuX2nMojvdxplSKAfjS6CIO+x6KDk4QC2RXXoShsuA605psqOjbwd8i+pDdsIb5De5yyl2JeUrbc9qneyvdV99835XNT2PoWbatweyyBgmVawgpmofqkieokPEmyCJDxp3D1bZ+NMz2a1T27sMzeRZD0ywwzrG84yKob7zYZfMhGEksXmBi6YJuyov4JroLPZOH9BB1VfzPDRep5FlrVIpN5OZlIyO/BJXVpYhKTILdYUd9TQkCAoNwob9AeXkhwhJycbC/iay0eCTlFOPs7BAN1eWIiErExPQUhZGFsromEk0WtDVVIiQsEkoiTrzwV1x4OM70BnS21yEyLAgTM3NIjolAZEwsKsvLEBocivq2TuSRyEhJzxbrBpyeqTA21EciIx6tXYMkDDIQF5+MI4UCTY31iIuMQ011FZISEzAyt4adrUVkZCZTOKNwsGS7tqGvvR7+fv5U7isY7m1FVHgQ6rs6UF2WiW+ePsPk7DwWFpexvbNPeebB4C9hN+tEF6mYpGyYjReoKslFREIKkUQ1aorzSWxloKevC4HPX6C6rg4ZKVHwonLaOjtBZUk2wqPioaa8NjdUIyo4AhrjDRw2KxprqhAZGobyygoEkfDZOTogcqnAhUqNBiprf78A7OzsoSA/E54U3tBIL4miWNR29KI0Jw1PnnmiuZUEGwmQ3OpGqLUaLEwNISzAF96h0TjnhROJlL0r7pPIkCTvDU4Pt5Gfm43y+nYc7GyikOo8MjwCOYVlWN7bw9HBCgm9fMSlZKNvcBQ2u1VM/6og8p4YHoL/8//+EyLo3OLSPObmRpFGwpQX7Ovo6oaKRMHB3irKyosQS0K6ubkDy1T3DfXVyMnLRFxsNCpr6nGuVpG7dZSWl1L7jEFWdjamF+ahONlEEYmMvMIGHBxsUbutRHRUJLIzsjE7twK14RKT471ITIqHt7cXAiNiMDY5hbHBHjS2dmN5ZQHZqfGIjIxCSWUtidIT7G7MI4/CT0xPx8jUtJjel6fM5ba7S4K+KCcP6Ylx8HzuBZ/gGKgvlSTou5FEQjYzPQXD4+NiymtutzwQfXK0G3FxcRieXEBPVyOiIyOQGJ+A3uFhmKicxNo7VM53W3s/DTiNUlqvcaw2ILFyDl/HDqJp6BjrG3oiufRs3FVhgwTGhjwY/Gc0ksBgTjK5oERE6SqiyxZJJL/7veeXBllkyLhzuNrWjwavoto1c4rnCbOo61NgZfeULmZeFVq+iX7YRov5DQ1KO9bwkFe0bVyGzmanB+j7etxLpJKn4lSrDkhcVKKMCBaPp8jKLRDErb2jAfEkOHQmPRGyOqTnlcNEBJzftL/w8kJ2djrCIiJRRoT3+PAA1ZWlaGrvwstrO/qI0KekpuPCbMZgfzey09NwYTBiaKAL6WlJWF5bF6IhKCQUsTFRCPQnIUCEv7W5nsi0BxJTUlFSXoGOzg4UFRYQyVvBQFcL/Ly9kZ6RhYjwUBQXFImZpvLz8zC7soXD/Q2UlRWhu39KdGfhtQt2NxYQnxAF36AQhAUF4fnz5+idGMf01AAC6Tg5OR3FRaXo7uknkcH91wG7xYTWpiZk55fBQvltaaxGRl4BTBYt2kg4ZOYWY3J6ArEhYUhJS0dggDfCY+Jwojmn8xV48dwbg6OTJK5aSICkQ29x4sphRVdHq1jJeXRiDMEkMiLjEpBXXIbxsVlMjPbB39cbcVHRePzNAwRRuU5Pj1PactE1NIrG6jJ4ePogMyMNAX4+qGhsI2E3gaLsNMSEhyEpMw+XFqvrLfi74f6JjGshMgpys1BR34rT4z0MD7SjubGK6s8faflF6KH2Gejjg57+EWxs78Fic4oJAWx2Fra18Pbzw/jyGpanBxEZGECiNAUlJPye+XmjvrsHpaW58PL1xTiT//ExdLQ0EIF/hqCoOLST/9AQEqFNjdS20shdAAkVHnyfQqIvFMuby6KrYFp6PkoKs+HjHYCZ2Vlkkajwo3gHJ0aRmhQuxvIU0XnvoGDsHe6gsiwfMclZ2CGBPtDbgYqKcnj7B6G6qQ3NdRXwfeGBkckJbO7tiwkIeFC/XqdEYUEm/AO421wfPOma8PAJQf9AN7Xhx8gprUBqShLZ+WHz4JiECdcdi4weSWRMLWBhbgx9PT0IJ2Hr5RdC16KVRCjfcz4MkSEg2hx/1bzBzLYKXqm98M8cw8jCOdbEODe6t4ouxfJLuJ/LrHG3X+Ija9tK9EwqEJizhuymTVjf2xuz+w9ZZMi4c7ja1o8GU4SFHQ2CsxeQWLWN+a0LbBAZWOUBb7cGXsnmwzG8Wu3SFpHz0RN4p4wgLHcau0oePOqQHqLvEUw47DYTjo6PcHhygtPTE+zt7YluCmeqIyJym6JryOnpIbYPDgUBcth12NvdxOBgH9Z3dmAmYmQxURgH+zg6UxEPvYJKdYztnW0x5z1369jd3YadyOC5+hTbuxuwOmwkbhQYJ8I/MztN8R/gUq+ntFiwtbWJsbFxKM5OodFeYm9/T8zI5HRYcLC/I7oJbWysUDps0OnU2D/YEbNcmc0GsTaD6lxDZUu0lfvlX9mgUh5SPBNYWlzG/vExFBq1eFOspPBHhkYwMT5J6boQb4O5NnjmKQWVw+7BgVgs7fT0iPb3iehYcao4wM7egfjSc7i3i+GxESwsLmKfys5KwkyvPccsEc/V1Q1yq6Ay2BILpvH8/0olHe/twEblqTg5Ir/j9KDegcMpdePhMp2i8tjcXMXeEZWH5oLytgvV5SX0eg1m5+YwNTUp7E6USpyenWB4sBezM9PQGY084S41p3d90N+3gd+cdhYZO5LIqGvC3vYq8mjfj0TFn/78OeJTcrCyNIuIsABEhodjjOrUaGPizDOT2YjAt5PYi8Iml21XIz79w+/w128e49nzJ/Dw9kQxidaC7Cxk5uXBQW3USW15dX4UKSkxaBmZweHBGnJItMUmpiI9KxlZlfUktm0Y7u9EeESEIPil+TkkcOOQm5GMktJqqjsnxvvaxdel8ppaJMeFoaCkAqXFuUhKSxVjTMpL8xCZlIml1QWkpiXj2bOn+Owvf0NxRQNmJobg7+GJ+KQEzFI7slBb4PFEx4dbyM5MRVFZHWwOIwn4SvgGRqG6ohj/+i//B489fPDwm0fwDw4RXeWkLxlXJDL6hMgYnJgmUduMyLBI/OG3v8GjJx441Rqp+nicxgcmMqg8+Aud0eZA69guHkZ3ILV6AXNreqxtkNDgiVF2uOvUm++/srlbwy/MNjY0WKL7R3HnAXzT5tEzfQr7B9Oofn7IIkPGncPVtn40uFvqhd6GwvZ1PE6ZRcvwOd1I6Qb6hjcKsvkwDNfd6LwaMUULeBrXh5HFEyLr3HXh/X1e5ueB9EygXybXgmAzgWSiKRE+aUE+tmU7aVpMthXrGNA5dsdTTfLyYDzgWCweRnYSYWVizT6lmPhPhCtCkEJ1z3wjwhfhUTiiTHidBPZH5+lYClcKU6xNIOyltTkAFmp8TBs6knY4fPpjC9HPm+PidEkiXqTJ5YH+f8BIf5Jr/uO4pBJ4dZbzwouwSXnnLeddlCV7JafinNsvneMQ+PdV3qWQpFjdRy47EY4Us8vG5Y732ZbLircEdi5t3hn3UWQohMjIQWlFDSpLCvH0qSfmZ2aQkZaBhJQsEpUaEmEryExLgJ+fLw5Oz8SXMxaGI30diAgNwtTiEkb7OxAZEYLWvgGcHClwdspjO45RTiIhKiYOO0eHOD49xuRYN5KS49E+OotjEhm5JDKS0/OQm5uKqOQ0HJBorasqIz8xmFuYRHFBARJiM1BM55MSUnBI4TRWlSM2OhY9fb2I8PPG737/CfwCfDE2MwmtRomKklwERcShoCAb3r5+JKBHkJqYiAISEFqtGhury4iNi4Z/YCguDFZYqS3xZAw5mUmIT8zC7vY6UhKT4RkQhY7WWoQEeWNuaRnHlJ/T83OYndTCRN2QyBgZQFxsHDILihDk74PWpjaUl+QhIDgUZ1oTNRduh+7WdNd1ePcQKRTXFF1nVC5nl2bkNMzim6huVHcfYFWMz+CvGPKX/p/PUFlvXqJvku4fuWv0XJvHybnpZ5kT8UOFLDJk3DlcbevHg+6qPP3mzI4aXtlLCM9ax8CMEovbPC5DI9ZX4L6QQnSItwqyuY+Gp1nkm/HGpg6LaxcoatrC11EDKOpahsFuJWLExEAile8DTBU5drr78T/tSeRRkEhi44J0ir9XRPjVMf1y2smdtHK1XRwTBxBkh8m8yBtZCJ9sx5F+Gybvc6RSOJIrSVCwkHALCLElMcZihdePYEEjuWeCzu5epfnbcNhOiBUOk/c5McIJb8hIByJ6kS4pbXT4rZHcSWF9Gy7/in3XVgTLZJvTTHbibSun0RWuK153OUp2vMdxcBokuSESxuelI5e5HTeHwedepYH32L87DHZDJ1zn3h33TWRw2KrTI9RWV6G5tR29na144eGB+LgYeHu9QFFJEaZnRpFEBD00IBBpqRlQXRqkciezsTiDmLBgpGfmYn5qDBVFeXj+zAtJcUkoLq3E1v4BRgY64OXxAoFhUcgrLEBnZwOKSgtJECwSsd9GNQmGppYOEiwt8PN8hqjICIQGB6OqsRWn6jPU1TWipqYNw33t8Pb0RIQ4H4KG+hbMz83A99lTfP7XL+Dj54fM3AKsr66itaEOWdn5aGmux7MXLxAbG4sAHz9Ukp+RkUEk0nFggD9yyD2/rbdTXhw2PbraG/HkiReiQ8Pw8IuvkJCaJyZeSEuOJbESgIT4ODEmSGsyizbC5bc4N438/Hw0d3Qgkc6HBIfDh/IRSSJILUQGtyGpLX2vsu8ZOHWi/dOeuBYo7fz1aXlPjcD0cfiljmBo9kiMyVjb0oHHvLFxT68qmTffn2Xz7kZMGezaZw6yTGZ0UYW0ym08S1xEx5QCV1dX4oWKjDeDrjlZZMi4W7ja1o8H3VVveDpGmw1d02d4Hj+D0MJldEwqMb9KQkO8ueE+qO6LnmfWcBn3/pu2bzvH27ede1c3bzvH27ed4+3bzvH2bed4+7ZzvH3bOd6+7Rxv33bulpv1TbXrQafDxjqRheEjeCdNILJgGgcaHd2MHVTJEim47w/6d8Nd5+F2eD8U9n0ptw+3/n6MyMj5yUWGBIfDIRYc1Gg0sFotODo6xNbWFk5PT3F+roJez101NoQdL9roTgUTZ17FXak8o3PbMBoMYoHDg4MDrCwvk71SECGn0wGVSonNzU0Rh9lkEsdanZ7is1Ic57jgleTJnZr2V0kknFHcvKq73W4X611w+qRwVFim88dnZ7i+smNkqBdh4WHoHxpEX283omMT0dzeQ+41JJ6UsFjM2Kf07OzsiHg4fl4TZI3C2NnehdlsJbFEZeu6L3BZnJyc0LltKE/PKA8qOCmPRqNB5HF9fR2Xl1pBvjn/DF6L44zSw1tOK7vZ39+DWsyQ5aTq+2nq7ecCfxU0Udn3TR7iSVQvkiq529Ql3Xe52xQLDHom0pa/bvB9+K33at6+7Rxv33aOt287x9u3nePt287x9m3nePu2c7x92znevu0cb4WA45m8LrFEZm5Dg76ZcyTVbOBJ3BSK2w9wbrISZ+EXQq5KkvE9yCJDxp3D1bb+DvBbG+4iYofObEbn+DE8EmfgmbaI3LZjdE5eYHRehamlM0ytnGKSzNSyZNz7b9q+7ZzYvu2ca/u2c7x92znevu0cb992jrdvO8fbt53j7dvO8fZt53j7tnO85TLk/ZllBWaWVJhYuUDv7CliCudJLPZidPkEDn77TETilciQ78wy3g/u15eMV2DCzOtJiLejtH3dMKm+TawZvM/Gfe62ed3efXw7rB+K44fc8T6Hc03X8TWvXUHkf31lCQnxCYiMjEFsVCyycwuxd6QQAoVJmPh66QrHnbcbuheI7bUrHFe4btyO85UfyZ373G0/Ik0u97eN2+3tsD9EcOq5zEW3qcY5PIzuQ3n3ESaWzjG9rML0kpLuwSq6H5+T4f3/4Z79lnO8fds53r7tHG/fdo63bzvH27ed4+3bzvH2bed4+7ZzvJ1aPqMyPcP4ogrds2oU9yjgn7OEx3HjKOvchkpnpPogkcHdWD/wtvVTgspGFhky7hautvWjQY8C8LSiL6/oQUgPFZPdjqltPWJK1/EwZhTPkycRUrSCmMotxFftIa7qQDb3zMRX7QoTU70Dr5wZfBnWj/K2NZipLnlQtOhTI7QF35TlG7OM94H7uOL3KzBhcZPn2+Y2oX4dt+3d7m/vv83udlyvk/Y3Gfe5GyK8okjYD5F4s8mMk2MFlKdKWK08HS2dIgdi1i+xlfy/KW9sXsftc+znXfy96Tyb2/n6YEHJf0n3Tx64v7ivQkDGBL6IGkZExQ4S6HmYKJ6LW4it3iWz/8b7s2x+jNlHbOU2wopX4Zk6hW9iRhCcu4juhXPo7BYSxxaQiqa2RYbuCzLeDLruZJEh427hals/GvQooAYpEVGp374TDjIai0OM0yjq3ER48Qp80lfhlToP77Qp2dwz45U2AY/0cXwWMYJ/edaGsLwpHCsNVK8S0ZAM35D5gf+BP/RlfLC4zyLjg4K7KG5vX7f7juUtCCv+4fsBly3tv8GZDBe4eMgwpbU4nOga38N/+7bg33268ThpAt6pw/BJG4RX+iiZyTfen2Xz7sYrbQbe6UsIzVtBXtM6RlbOcGawwnZj5xqgx5hDiD5p/J0sMn4IssiQcedwta2/D/zAxxVdsq7BrXwBi0/pL0lwvITl5gpmhx0mh4PMlWzet7FLW6Pr2Gh34uTSjMK2TTyKHUXvPM8mxTMj8ROSb8Y8D4fr+GeEFBv//rzxfh/vO/4fwl2XDYfFxJHNu+LHuP3H8CGKDI5VDHAnkS6V1PfTIZJJP2KwMG3dJcouxT77/3Zf2nJ+xAse16/k+m1gX1LI7EP64z3ukiTFK6WBDH/toO3tML/dEzv84w6P9oXb74JtpPD4S7crXOnULwyu0uYyvb6CUq1HWs0cniX3Y2xTDZ1Nuh/zvdh9P5bNP2KYY9hgu7bTM4y/WFAr5253xEe4Xd9we6TnmRAYb2i3MiTQ9SqLDBl3C1fb+gfAD5FbF614yki733kgyXj/EA98fvhxrdzAceXE+PIRPFL7kNWwDJ3Fjht6IH73Hvzz1h0TIOnbCT8MXpFE/n2196pNSb+MVy7eCS7nUnm4Yrll96rt3jdw2riEpFISh383XPnkL5JiLRTeSme+B7Z3RSe1IHL7M5XPfRz4/T+B02AwaHB+fkIkkvuBS6Se36Tyyxje8BgIreYcWxsbOFScwUrXI6ebybmYCpnOczhX7OWa7dgQWbrhhfCuXeOmqB6YUHE2Ocuc9W//2IJnOONyoH2q45dkbm6csJgvcXmhhsVqEwvI8Tor2ks1TpVnYoFLKmQhQFgiCeHhCpuNFBWHz1+w+U5yy4bc8hoySpUCCrWa8ngl7NzeRUK5bnj7CwHXO9f17KYKnumDSK2ah9Zgp+ZJZcZ1J0pHxj8GqQ2+aqiuzbfNzH09/HLa3d8DWWTIuHO42paMXwBe3V6lB9vxhQnJldPwzxjA+omWyADZE3F5vzdiehhwOlx/r8D7ko37V8JtN++K1x5GhO+He1/B6bslMv5hUBiiztlQmfxQkN/a8873y++nxIf4JeOKyOPy0iwaG2pwTGSbu5aKCY2JvFMC4aTkmR1mtDfV4E+//yOyiopxadCLdAtyz8Sc3IopkZmIUvWItV74PB3zoOIrFhl0zGSfdviftu66lPItrPhP7PALBAd4rY6NjUU0tTZjn8TN1bUNdosW3Z2dyMothM5gJLcUP8ct+RbHUlguCCvpHN9LxJaOOa3npycoys9HXlGlS2SwEPmuXw7vlwJRTmRMtis0DO7jadwAOqd24XRQfVBdcG8AGTLuA2SRIePO4WpbMj5yiOe62GES4xSDu5vHdvAooQetIwdigCITIUlkMCX4+SGIyo0TdqsJepMJ9iuJRPGZK6cNBr0WBrJ3UkakFBK5Ifc8JSjPePNu4FLgh7qLPhEpslstMBhNVAau+AR5klz+FGDC8fdAkEuxKvcrEvku+OGBtER2nXZYLBY47Nw1jt1I5f062EaUF5EinjZVEN93T8I/gPs98PuHwGlUHO9jdmEW5yQe9PoLHJwosHt4iBPFCUxU5krFHtITIxEQFkmC/wJms1FMAbu3vwvFmQJmqxVGkw5nRNoVxwqcn59Bb9RBoVDg5PgYx0cHUJGAOVYcQXFyCIPZTPVpg/ZSiYP9fRweHOBcq4Pj+ho2M8d3jIODHVxcqHFycoDpxUWcarWwWi6xs7aI5qYWDI9NwmCxwmI2QKk6xcnpKYWzhwuNWlwf/DXlyumE7lKLc80liaYrGI2XOKcwHVd8/3gJtVKB4sIC5JLI0Oq0Ii0He/s4p7Q6+ZrmOvl5Gs+9AZcLjwk4UBgRUzqN4JxRHJ4ZSIDxQqLveu+SIeOnhSwyZNw5XG1LxkcOQRBd5MtBD7alAzVC8wYRXz4Gtc5KRJTfqLnJ6/sjZjdXVuxsLKKrfwBKrV503+I0X16o0NXZiu6+PljpYc1EkkWR2ajF4eE+zlTn5P9d0s1umOgwWaXfKwdWF2fQ3tkJvY3f8kpC46coBS5/XlOA1waw2Wwu23cD+9VqNdjd3SHCqpfq8n9IJeeFBQTHx9OKvg4WlGdnJxgbHcfuzgFZSMT89TD5SJIe10Quz7FHaeC33fxS/ufABznwm8p2ZnIYOYX5WNvbQ3tLHZ698Iafnz8CQoMxMjaBqaFB/OG/fo3/99/+C3VNzZidmkBUZBy5e46oqAiMT05jfHwQQUFBCAqJRmV1GfoGu+Dl44OI8HD4eT5HTEIqIqKjEOjvh86+AVzqLtDRVg8fTw94eTxHfnk1VCQGZifGEREWDR9ff9RU12FsuBcFJYVYoXpfXphGQmwsnj/3RFhoGMUxgpnZccTFRyEyIhpezymcgjyo9QbYScybDJdoa6pHbmEpTFYThoc6kZOfj0s9tQkSn2qVJDIyckswMjKMYErbi6fPkJaZjWOldJ1K7feXBW6S/OJkeOEYngnDKO1Yg9HOXdhcDmTIeM+g61IWGTLuFq62JeOjB795loi12mRDUecKPJN7MbWmEH2/+c00D40TD//39NATpP/agoHuZoRHx2Dt4FgsdHZ17SRybkZLUzXiExJwaXV8KzL2d9aRnZ2FprZOsQCY02GDnYi83W6jPF0LUm932KWwKY/81cNBxza7HVY6x11FWuorEErk6tLsEP3RHQ4rLDYzHPzVgPxdCzuX4XCpvES4FIbUxYzc8NtiOmbxIL3lZ39XIi6On7fsRnFyhP7+Piwtr8Dh5C8wFBaFabFaxbEUlrQYGy9KJhYmE6XzEqurSygrL8HW1g6uyS2H6eD8inRQ/igtV07KF6WBw+IvP6OjIxgYGhHp4vyzH178jcuI+/avry4iIz0Lff3j4muR1Wogt1bRh5zTwm2GwzJzmFd2rCzNorykGJs7e+SGy9Mh6ojDE+Tx2zKm8mE/lH5OGzOsa7K3UtjsVqo/XlNBSi/bibb3BnyQIoPKdrC3FRExMZhfW0dWahwePHouFp3LSc9EZFQi1BolygqzEJ+Wib2DXXKTiMTUbJycHSM/LwOBQaGor6vA1w+/QUNbH7Q6FWpqS/DlgweYmBxFbmY8/vjplxibmRHdk3yDI6Ez6XC0v4YlEs5FhdnwCgrDwNgYstJSkERhH56cYIvS0NlSLUTEwNgUcjPSEUni5vhMgfLiXPj7BaKhsZpEx2PU1begv6cDoSRqxuZXYOOvGU4TetrrERIWhbmlRZSW5SA5Kwc2qmuezlytOkFJUSGyC8tFe19emEVrYyOCQiPQ0T8MJ6lTsQbPLwyc46sbJy60euQ3rOFF6gjmttXiunTLeBky3ifoHiyLDBl3C1fbkvGxQxDAa9iJBIwtKeCdPIj81mVYnfToE4SPH3Hv+yHH5NyGod4mBAT4oqmnH8NDg1je2IDBbsboQBOSoyNIfJyxS/q7weHOGnKzMlDX1o3jo02Mj/ZjfGISw6MDWF5dwRQRsNHJMRyrVDAYjUSwVjA0MYwRIl6T0zM40aiJANUiJjgCl3ozzs9OME1+RkbI/9Y6tGYDhbuF4fERTExPY3yoHwtErCZnpiiMEewpFLBYTDggkjgyNkqkfgjb+wcwWaw42N3GyPAgRibGMTE+hsPjA4wOdeH500eITkzH1t4B1OenmJsYRe/AAKbn5qG+1EJ1doSZ6TFK9wxW1jfgJMLPFORCfYqVjUUxoPZwbx0jFNcEhT1G8e6fKXGpVWN1fhpDlLc1Xml5eQYB/t547BGE1fUt6HUaIp9TVL7dVEYzOFaqsLU2TyIjA81dQ5TeTQwO9GFooB/rW7sw2S24pPTNzsyhb3gEK1ubODnew8rqAs6IKPFXjeX5CRJNPRiZmsbhmQpmo57KeBVDo8Oi7iam53BGYsekv8AGiaRBqpfx2SnsK9UwGC6wvb6A/tFRLK6vwWy1S83gNXyIA795/MMwteOI6EjMU3lUlmQiOjkLZrsedRXFCIlIpDJUoZIIempWNlZWFpCeGI/mzgHYnRa0N1chMDgIRUUFYtG8faWeRJoNTY1VCA+NhN6oRUtjMcLDY3BB7bqhphr+wWEkFA7QQELEy9sHn3zye3z+8Gs0tLQiMyUFVS3dJARsuKL2ytdSTFwMWjr7kJOaiqqKWphJZPb3UJpJUBQXFiEhNh6Lm8dYXZpESmoSugZnQTKexKkTBxtLFGYCAsLCkJyWiIHxefHV8erGDrXyCGUF+cjIKsRAbzuJFm988+Cv+Pzzz1DT1QszicuXL93d83454NzeULtwvrRifkeNoPRRZFTNQGO0UHOlti8mXxCuyC23Xxkyfl7IIkPGncPVtmR81GDSRUSV36SrDUitmUNA2jg2j3X37DHPIsNB5KwFn/75j3jhFwJfr+fw9PXC4vYulmdHiYglondiUTyG+UF8JERGOmpau9BYU4bf/PrXCAgMxoOvPsN///6PCAoNxdPnT5GSXYjjk0MkxkTiP//0J4SGBsPj6WMUVZSjsb4OkcGRODg8RklBNr559ASBJHI8A/wxNDmBloZy/Pq//pNIXAieffUAv/nN7yhc2n/6BLHJqVhdXUU8hfvshSe8vT0RFB6JVSLpZQV5+PV//JrIYgiePn6MZCJq7a21+PMffodnPsGYnl8QXVXS46PgHxiAb548RW1zC4YH2vHXT/+Ih0880dzaAavdIb6YTE+OICEpAWPTC6gsLsCvfvVbBIcE4/E33yCBhMLQUB/8SMBExsShqb2diGQnHv7tM/z+04cYHBnHNommgnwiu6FhePjwKdJyC0mIzCEzLQ2Vje3obGtEVEQknj78Cr4BIVjd20FdZQkefP0YYZFRyCXC29RQg7j4ePFWu72xDo+IxIZHRuAplUV8SgZ2SFjFE7H+ze/+CH9fH7J/hnpKy8hgD55RPfhTuT978RRJWXkkpGYQTWXjGxiE+qZ6nCovXO3gu/gwu0uxyGihuojA/MYqKkqzhciwOAyoqypGKIkMlRAZeUjNzBEiNScjFSm0v7a2iOLcTCQkpqKuvgERkbE4ONPR9etAM5V/REgUCWY9iYxSRIZH49JkIpFRhYCgEMzOTyExNgKlFRWoqilBYHgwuvsHUJidgaS0TBKpa9jZ2UFPRx1iYqLRPzKJ4rxsJMbFkzDdQGlJPmLj49DS0kJ2iVjaOsb60hTSWGQMzVLZ8hewa9iNOhJLRfjnf/5nRJDfC62RipwHtztJZBygtCAXUdHJyMtKRnxcHPq62xBF10hddy8s4ospd9+7X3efnxqcW6n9XsNodaC+fx0eCZ0YmDmSxrNQ+ckiQ8b7hCwyZNw5XG1LxkcOfrhZbU70TO7jWXIf6gb3cOX6isH4oa4qPy+IEr50EjlrRXhYGJZ3j7C7Po/EhCiU1rZhdWke8QmJRFSGiaZID2K3yKht7UZjbSVCiLRqtBeoqcyHj18ALowa1NaUwy8oBocne8jLTkV6QSnMFh0R9Wz4EbmvqqlBWEg0hkfHEeD9HJFR0aisKEMobUsqK9FUW0akOwCnFxdoqSUy5x8kviY0N9QimMRGbU0tHv3trygoKkV2dg7Co2KI2A2hsqSIyHkcEQoLpaccQSFBWF9fQGZGMhq7+sUUwuqLM0xPjaO+vgr+fp5ISE3H4GA75T8YC2vbROi4TLhkgNmpUSQlJ2JidgnVZZS+sFgYLSbUVpWRSAkiITGICMpPfX0jdg4PcXZGZK84Exm5pbATgdHrzrG0OIfO9g7KQyCJoVgSOTPIIpHR3NmPw/0NDAwMICU+At5+vqjr6ERGegKKq+pEVymL3YQREjJx8Ylo7x1EbnoKlWUxLHSuv71R5K93dBg5mSkizgvKW1FhHmITklCQl4bf/fFTIaLioiMQERWPgaFBJMdFkPDhLmDbVE52kc/v4sMc+M2ifnZqBHmU/839bRKX9Sgsq4bNaUZ3ZytyqXy0eg06WhtRWdUgvjCMjw7C08sLT558gxgSdXNUz2Nj48jLL8KZmkWGE4N93cjLyRP1PtDXgfy8fBgsZvT3diEzO0sMAi/JzxNdrDw9nyEuIR7ru7sYH+6Fx/MnePTsOfJLK6meu1FcVEii8BjzM+MICvDG4ydPSHyHY3hiErNzsyguLsbWgQL7m2t0PZRjdG5VdLETXQSvrzHS24a//PH3SC+qlroWssi4uYH24pQEUAPKqd20NtWRCP4aAdSeIiIjMTA+CZ6eV5rQ4ZcFvmNJZUd3LqrLLYUaUUVjiCkcw/GlWZp5jJsrtd/31m5l/KIhiwwZdw5X25LxkYP7xe+c6hBbPIuI3CkcqfV4ecUiw+XgXoAJtfQlIyQkEDNrm9hYmkZifAwqGjuwzPuJCWgZnHijyGipr0FUJBFvqx7NdUTww6Ogs+tQX1MC/4A4HBxvIj8jAclZxdDoVCgtzEJAUASJjFqEh0ZgaGQUPi+eICg4HHW1tWhp78T6zhaa6ysQSKJHYzKhq7EOUeGRUBsMaGuqJXEShKrqKjz49BNkZOWhuqYOXX0DODjaR01FBWLiM2F3OtBQXYHg4CCsrS8jMz2V0tsJq8WIxrpKPPjic2RlpeLFi2eIT8tGf38rYqPDsUkETwyudgnA2ckRJCXGY3x2GbXVlNfYVFgp7MbqSgQH+ENlUGNqchgBvn7wDwrG4soCygozkZpFRNRuFaT0+eMnSExOhbfnc/iTSFlamCWRkYocIvoJMSQuvPwQG+aPFx7PUUdpzExLRFFFFTR6HdRaNQaJnAqR0d2PvIw0ZBWUQW80oKe9gcRZOAYnhsTXkryyFugNSpSX5CEyOpGIcQp+97tPUFFdh4baGjGLkUanwdryLKLCwik+D8ytb7+xOX6IIoNJtJPH9ljNJCx43IwFZrsDzms77Ztgs9jEeCC7zUztwCm6xF1TXfJMZ2YSDTZyy2NeePYvm90sBCmPDbqicGxWK7l3wmajfYu0byc3ZorLeXUFp80Bo8kME7Uvq9UGi5NnBLPDYTWRnYFEIY/ZIUNt4oruAdfXlC4Hp8MEq90JB6VdjEuitFgovCu7ncK2wMBjLiidXLwsNiaGOhAbGY6p1X0SDiw+6KpkEULhWymNPIMdjy3icT485shO/u2UFkk4v596eZ/gtkitl5om7d1QmVKZd0wewCOxGw3Dm3Qtu9o1N1/JiwwZPytkkSHjzuFqWzI+WkhPLTORh4bhXTxNGEPv5BGRC4vo9nC/HmYsHByYGO7E8ycPkZlXKHW7iIjG0tYuJsf6kBwXg+lVJqPSI/tkfxMlRflo6RpAZ2szkpLThcjoaq1EfEIKiQwt2horER2Ziv3jDSRE+uGLB09R11grujiVVTWhs70NSXFx2CJBUZCbhvj4ZIyNjmF8agaHx8fobKlHVFw8Lom4DbS3IiUhGRqjET0dTUiMjcL45DgSYiOIqBdjdHQck3OLUJ2foqm+HikZRYJktjfVITY2Btv7W8jOSkNqZj4O97ZIANWQAApFT2crokP8kUVkn8eDpKSmYPvwTOLK4g3nSyzOTiIrMwPTC2tobmxCUmouERMnOmk/LiIcGwcbGBruQlVJEWITEjFFAqKqLBeBIZFY3d1FT1czwgND0NHZifioUETEpWJleQFFuTnIzi1Eeko8CYRiFOVlUZr8KF9TqCrNp/0gKt8edA70oK21CZkZmZieW0FjVQX8AgLR2dOHzOQkylMuDg+3UF5WgJLabhIfStRXlyAzqxTdnS0I8PZGV1cXRsdGMLeyjmPFPqYneknE1YouWH2Ts29sjx+iyOBphsUAfh6nQCSeybyDRAOvUcHHN1eUD9oywefB/07hntJL7nk6ZucNuSXi/vJGWjyPz3EYNyQ2mOiL6WRpy/scF/f15+uZ/XLYPHBfhEnElWeE4gX3pOmPeQIAq/RFgsIVM6lxEbE/9kMHnGZOG4dhp3TwtLM8MN/CaaV9LtorpxWDvS3IzcmFxsxv4XmsAQUjwuGwr0R+OQwOlwWTmBCB0iQWoHs/1fLewdnm+xZPo81ldKQ2Iblqltp3H/a4Sxw37V9o2ch4/5BFhow7h6ttyfioIFFw8bQSbxevsX6gQVjONBLLlqDi6UeJbNy/t4lEUOjBe7i/i86udlRW1yAzPQMLC4twEqnpaK1HdHQkTjXusSQvodVcYG5mGhtb29hYXyeCPiZmMFpfW8Lw8AiRcDPWV+cxNDCI0+N95Gem4ekLL6SkZ6G9rQN6KosNHqjc3y9mSTo52UNlZTnFE4uGhmYSC+fY2FjD4PCwWB15e2MDYyOj4s3s1uaaGNxsIpK1tblB4iGbBEoCevoGoNPpsLKygrHxKTicDoqD3A4PwUJpm52ZQXZ2LibGx8V6B+Xl5cjIyEBzSxtmSKDwFLFjoyNQa7RUHi5CTeb05ASTExM4PjnD2uoaCZoJMfPTxtoa5W8A6xvryMrKQFpKGmZm5mEncbO1uYqc7Hx0dPVCc8HTm3YgJSUd1ZWVmJqexdnZGWamp7G1vY35+Vk6l4r8/Fwx9eiZUgWV8hT1dfVIpjDHJ8axv79H6Z7AmUqNS7WaBFo74uMS0dTcLAatGw1aCmcO80vrVJ4mLC/OY3JyDiaTARNjw0iIj0NmZjYWFldwdHxAgqSI7OIxMEhlwzNMiXr9Lj7Igd8cM6VDIvGcZqKW4ti15eS5zn1rR4Z++F/QUEFGhUOXG5fYFG7cORPu2Ug++DSfEPHxjvRPx5IR7uieIOIV4bI/yQ97FrFxIGQvwvjWkGAR/tghu2W/JHiEwJHqxO1WpIdCEvHxn9te8ijicYXyC4UoFVEuLMrGlhXwTulHRecqzA5e5V2qHxkyfm5Qm5RFhoy7hattyfioID3I+SnP04TyIMOa3g14JPVjfPkMV7CT/RW5un8PMibV/NaWjZhy1rXP62Fw/+7C4mLxZtZNUoSbK377K7l3+5XspLe14m3xlV2sRFxVVoqq2jrY+M3qNZWPeGsrvSnmN67XNzzVLL9dpjiYjzFBcoX7ejx87DZuO97eNmznNq/bu8N73bwerhu3w7u97w6H7bgrxg33+RZ1T/6ZCLryyna3/d02bP+mc2772+dup/v2udtuvmvcYXB+pDfxt93yviCm3GbfgA9yTMZHBi7H75Ql74pDuXz/IVDxqXU25DUuwTd9ACtHGhJz0hcmGTJ+bsgiQ8adw9W2ZHxUkBgAcy0HEcuFXTWRtCGk1M5CZ7US/6KHGL+BJLlx30iYm9R/x9AD16C/xNbGGo6OjwWJdKf6je6/Z4hskrEY9VhbXcXa5ha4+7Mg4y4CzF05JLdMzNk9779L2K+MOy2vp+lNaXxXt3zsxtvCce9Lx247F6nnuhai4/v+2bj9vfL/3XOvu3vTubcb9iftu7dSmtx2r+L+Pj7Qgd/3BD9crj8OVIXCiLCobHktFBuvd0KWYjDzL7yc/xHwPWhq9QwvSGTkty7CYpPWnJEh4+cGXd+yyJBxt3C1LRkfG+ghRfwNF2Y7SjpX4JHci4mNUyLXDkD0q2aR8aGQME4jk0YptdLejwG7lgz/sX82bmv3WQnfPfpwwXngXPISYD++xO4Wt8pUbG4dvwNkkfH3gQWB0+nExcUFzs/PXbY/HlabHarzC+h0Brp1XIlB5IdHB1he24SBzjlJzIqrSpS7y5OMdweVn1pvRn7bEnxSe7C0c07CzXVOhoyfEbLIkHHncLUtGR8Z+HnPb+fntk7hk9GHzLoFGG084FP6ioGXTjJMxO47mLy4iTLtusybICQEZfy7XOe7rvmIQxK27I7Md0N3g/cliirCdf29Hf/T+R/C6/FKv6/23Fv3/m28yY5zwwSbjCDkPP8+H/Mb51c+bvt8tf+m8N6G26G9yS/bcXqkEpacuO3eDR+6yJBSwL+cLsmII9f+rbPC8O+359it2LzuR7IXW5d7qa453y47+jObzejs7EB1VZX4aiSdc309Yu/il/Zdx+5w+Ej6A/YPD1FTV4/JqRnxBUqn06CltRkVNQ0w2J1iZimx7oWIX/Ij411BtUFl57h2Yn5DCf/0IWQ3LMBk5zJ1l6RURzJk/NSgNieLDBl3C1fbkvERgR9H3IVBb7KhrH0ZL1J6ML9zLggCEzRBRgS1/hAeXJxGiRy9DUxtruhBbTTocXGpg5PHW3B3HCLXTJkkeu0mT8KDMJItbWlHGrhKbm5oK8pKmsXHytODWky0L42REF1+hHcOQAqPCYH7y5AIyxWm66Rr51b8ArzPdiz62B+HKwkDnnLYSUdSlyfJXhKGUghS/PzrInfCln+lPTFQl/zyCu963QUUJwfQ6rVEwMmewuC8itRynBT+FXl8VV5SOByXlGayIXdSzMIhnWJbPnJJNPInCRnh8zWw3W3714/fjg914DeXn0gFb6ltmgwaHOxtYWdrCwqlChazUawwv7W9i+3dPZySnf3KAa32QiyYt7ezi72tbRwcnmCHzu/u70Oj1cFmNeBCfQaNxgCnwwb1xTlO1WroLlXY313HHrnb3t2BUn0Op92Bs9MTHB4eiClqFYoDbGyt4uDoCBqdDsqzI7FIIw/8V6g1IjzdhQrbezvYpjScqihcwyUOj/agulDDqNdgfmEOXd0dWFpegdpohMmswxmFu7dL+dhex9HxqehKxW1LGKlAZLwR3EKla1BvtqOUvzqndGNu+xxiNjHuasjXuLj+JR8yZPxUkEWGjDuHq23J+IjAZJFXkJ3ZOIN/Wh/ymuZhuWa68/GCqYzdYcXI0AAqa+phcRA550HFLtLsov+C+EnGRVTdD27aCuJN7p0OJxFzPS6JhFmJHO7sb2F6egYGq0UMemb/bm/sUQRD4UkCgY45LLYX8UiuJLjcSgcusJ2UQonI0z6TfhI3DrKTxlRc8YSX5EZ6uym5coUk/LhDlOxEaCyUKP/aSw1aGhsRyQuhUdlc6i5JfPL0xTwiRyI3Yp/T7xJWnBMJrjjYuPIs/Upxun9FWVIYPywy/jF8mF8yOF6pLjg9VpMeXe0N+Orrv+HRw8diAcK5+Rkkxkfi8wcP8eDLB4iJS8De0SGaG6vxhz/8AS+ePsXfPvsUj5954oWHJ756+DUq6xpJdKyS/2za78HlxSnKS4uRWVCGzrYm/IVXyvfyw+dffIGM7CxoSDjUVFUjKSkV8zMTCA70w5dfPUB0fCL6BwZQUpCFr7/6Gn/57DMkZhSSYFGJVcX/Sm6+efIMRaXVWJyfQH52OlrbutHf3YJvHr3AF1/8FR7PnqK1oxurqwuIjgjEFw++wYO//gW+fgFY3tyndkVtltquVBcy3gpqLtxOZndU8MvsRVY9j5+TxlOJMhTX2ftqyzJ+KZBFhow7h6ttyfiYQIRPa7Qiv2MVHqk9WNlWEnl2nftIwWTSYTejvqYKkVHJMNl4gTEH9EYjtNpLmK1WF5F2wGoxQKvTwGIx49p5BbPRTGTsAjo9iQqHDRdqJRGtepSU10Kj15LAIIJb0wTV5SWMBqMQALzeAU9Hy+Fyl5QLzQX0Bp20aBqRbbvVhEuK12gyCcLv4pzEt3ihMzv0ej0MlDbxtpLDsmih0ZzDbKA0kZBxXtlgtpnJDaVVewGThcL5NhgWA07YKf5LLYVD8fNXi5srBywmIy4onQazEU67CdOj/WIRwLKaBswvzKC6uhKdPUMiXJPVSOVkAq/bYLEZYaVwbnixOJsBFrMJZosRlxqNmI6XFxTkdNrsFuiMJhIqBjicVKZO/nqkE2nkVavvntR/qAO/pZoSIoPq/HB7HenJSSiorKXy0+BceYDK8lL4+wfiiKdJXplFfFwcqmvrUV9dCm9vbxye7KOkOAffPPXA8dkxqqtK4BcUSaJ3GVnZqSis6aW2eoySolyk5hShqaFWiJGdQyXa21oQEhaKrZ09VFVUIioqViyMGBIUBqOF2jiJaP6KcabYxfrGKnJzsuATGIqh4REkJ8ajpqWd6tgEFV0XqwuTyMtIRWZmIdITY1BS0QQrtZe6qjIEB4RhcnIEMTGByKG8HWyvIj0zBYXVXWKdDl7nQ3TXk/EWcHul2zYZjcWB0i4eQ9eDqS0ltR0eQ0dyntqQ9NVQhoyfDrLIkHHncLUtGR8RmNTOb6rgnTGIrKZ5Is7SG/aPHVcOI+prKxAelYpLIr68jkVdYxPKSovRPziIUzWTu2P09XairLJKLJynODrB6NAwEbVC1NXWYHFtFQuLU3j68Gv89o8P0D88gJXFafT2DWNuaRG9Pd04J9KtUpG/iUlMzs5jeGQYxcXFJHBqsbKxKb4WzE6Oijj6R8ZgMJkFiSCWDhOJlvm5aSL71Wht78Th0RFOjw/Q1tWKouIidDS3Yf/gGOfqU0rfIGobmlFRUYTung6c641S15sbJwwGJaYmJ1BRWY+h0THoiOSfHO4RuWxDcUkp2jo7sbaxJhbT+93v/4CY5EzKYx4+//TPeOIZiNHxcczMjGJwfAxq7TlGhrrQNzBKQkmDxZkxDA4MYnJ6BGUUVlVlNeaWl2HQnZPgGkERkcn27h7s7W1hd3MHLQ1NqKwux9TsLIkuu1QZd4YPd3YpjptTwV+HtpZnkJIYi/rObljsNjFbWlV5MQJDQ3FBbfVkdwWZaRnIL65AUx2LghixqGRDXSmCw6NhJOFXV0OiJDAc2wfryM1MRl5ZI07P9kggpCM1twRNTY0IDouC1nKFob5OREdFYGVzm0RGOUJCI0X9R0UniymtDRYrttYXkJYQjYePnuBPv/8NHjx+hLbuLiTGx6JrcFKIaJNZj/XFWeSkJSMhIQXp8XFo7RwgsalHa309woMjMTw8SMIiCfUkXlWKbeQWpCGzpIniYEGqF4Jcxg+B2ye3V26yL8WLkIUdNQIyRpDdOCcG1osFDMUXRllkyPhpIYsMGXcOV9uS8dHgJXRmO8o61uCd3I+5baVYxfejFxmUvSu7Dg01ZQiLTMfi6hKRrHAEhEYQUS6Ep5cPcgrKUFdVjsePH6OgrAbV9U1E5EfR0d6GkpIieD73QkBYDFbX5xAe5I+vX4RidWuFSF8JgoIi0dPfg+jIcPSNTmJ4sBfRcfHoGRxCW0crSomMez7zIP8RmJ6dRHx4MBJT0tE/NoFTFc/sQ3VwY8fE6AD8vD2RmZmJqtoGtLQ0oDAvHQ+fPEd1TSWC/DwQQ+Eur8wj0M8Lf/36OdIyEuHl7YWG7hE4WGRc27E4P4zwkBCkpGSLRf7WVxeQnZmKZy88xGKCvn4+iIxPQkNDBR4/eoTi6gb0dDTC98UThMemYX1ri8qiCKHhERifmsDjr7/AC79QzK/MoSAzDUUFJZTfNpRzvqhcvPyCcXi4ibi4UPzq95+ivqUVI4M9iI2MoTQHI47I6jMq4+nZFak+7hAfushggnh+so2CrFTEJqdicm4Cc4ujaKwrQ6C/L3qHhtDZWI0kqq+hqTkSbXWIjUmEyapFc0MZIqNiYbKZ0VRfiZCQcCjOT1GWl41waqvdvR0IDAxAWn4ZtaVmRFJ9GCwOjPV3ISEuitrvDmpJ0MbFpZMAr6Z25IPR6WnMzi+isaYGSZFhostTYU4a/IMCMTYzjaz0JKSk52Ga9ueXF0l0zyE3KxvFpeUoIEGTlJhKAnUSeSSKMjOysbJEbS87F21941Apd1FUlIG8kmryN4/23h6YSWzI+CFw++T2TFv+WnFzBb3ZgYrONfik9IqxdE4xOksajyVDxk8JWWTIuHO42paMDxYSjZJ+pf71S3tqhGSNI6d2BUaHA2Ie+49eZLyUREZtCUKiU9Hc0YGIsFAsbu3BYbtEaWkRHn79CPk5mUjJyoPpCrBdX0FzocTI8AByCwrw6MFjItMR2D/dIdGQi7jMEnJjJtJXiqCQSGwf7pIgyERCYjLKykoQnZAExZlCfMnILSjGo6++hoePPxH1ReSmJRDhi8LwxBQujSaqHaqbKysRy3KEhgRCqzfAfn2NrbVFpCXHoKa5HY4rGzpa6hAcFISh4T5kpyegvKkHp8p9FOZnI7WwHjbKJ3/JONhdRWZaEuKjozExMUFiqR+J8RFo7xuG3UmEtLYGfkFhaOtuIVIYj8mlDRztrVD+U1HV2APrlQPDva2ICAlGSkYOvvz8E0TFxSE5LRPJcQlYWl7FxPQoSgqpXL76Et+88MTKxhLlPxWJJNZslIahvg48+OunCA4MRlRMDMUXga6eIVeF3B0+VJHB4Ni57m+urVhemERYeAi8/fzRRCJNoTgiEVEJD09PRFCd9/b0kJiwYWJ8DHW19WLF9MnxIdTU1MFqZ/sRVFRUwkz7c5MTCA4IRCi18fSMDHT0DmJqago11TWwWO1YW5pHY30djk5OqX0Po7GpHSdHR8gvyCch+gIFBUVYWlhGXXUFvEl4hFH8FVUVUGnUmJ2eRFBwOPz9g9He2YHd/R0S4p0kTBawSuI3htqcJ4nZ/JxsHBweiVXrO0iozM6v4vJSSflop3bQh8HBARSUlMFA7V/GD4FbiJCi9C+1Wx4nNbelEl8zilqWYXLYqU3zAn3vty3L+PghiwwZdw5X25LxQUJ6V8q9dfmX+z4bbA5U963DJ6kfU6tqejjxYGHXm7KPGi9x7dCjsaYYITHx6OzvQ2RYCHrHpnB6skWEKAsBJAB4wGxMciqOlSqcqc7Q0dYIL49nKOPBsfGJCAiOxuHZPkqLcxAWm4FLwyWaSBgEhkZBYzSgo7kWDz77lIRMNOrbOzAy2A0fjxcoKa9CUmwM/IlwKy7Ocbi3ioLcHDx94YXB0Qmpjpw2tDRWITDQDxs7ezihNCzMTCIjJZbIWDlUKiVqiehFUdiTUyPIyUxGZVs/VOdHKM7LRlJ+LayUUx7QbTPrsb+zLt4sP3vuhZz8PCQnhqOirhWnqiNUFRcjKioOnX2dSKZ8TSyt4/hgBTlZySgsaYLWYsYR+c9MjsMnnz8g8huOgrwM/Oa3nyI2MZMI7TAC/f2QnZOLlIRIePj5Yn5zhdKRjpSiKjhIZEyO9CLQ9xkqystIkMxhfnlDzH501/iQRcZ3IAikQ6xi717EjgUjr0wvZhBzmdurvfOK6O7j2/u33bpXTb+9ve2et+5zr7u7vc9ratwO77Zxu/2h+F4/f9udTI5/PC6MduS3rMA/fRAbR5fSIHrRpmXI+OkgiwwZdw5X25LxQYIf3vQgZ0NigtfAWDu8QFjBOJKr56A1O/CSZ5UiQsMyRHL/seIlrhwmdLXVIi09U8wIlZ+dgKCQEORmZSAuKh7DQ2Po7GzBC88XyMzKQmV1NSoqyhASEoTsvDyEBgQgJiYB55pT0e3qyTM/jE9Mo72lGQlJGaIf++byHDwffYln3n7YPz3H3MQwYoL9kJWdg2DyHx0dg+X1NRITtcjOzEQ0CZ5JIuCi5K+dWFmYQER4MKLiEpBfUiHeADfUlMCT0lRQUIjoyEgSCs3Y291EWWkhWvtGcHGhRA2Jj4KqJlCNEnG7wsHeDpoaapCZnoJIEhO9A32orMiHp1cA8vJzEBcZgZaWVszMTSE/Nxfz6xtQn++jqCCThFA05lc2YTEZUF1agN//4U9o7uxFQ1UZ/uu/fofSpi4s88xHUZFITUlFWIgPAkOCsbqziZrqEhTVNMJJbe30eI/EWxqCgwJRRiKrqa0bijOVqI27w8e04jcTbr5WmbhzPfKWBcMrQSHZ/XjzQ37fZH+b/L9+zm3e9dwPubsdL7uR8ePA4+omV8/glT6M0u512B28vpEsMmT8tKBrVRYZMu4WrrYl44MEP7zpIe4SGSa7A01DW/BM6sfAwgkcV0RJXTOTsKuPGZw7Xon45GAb6+urlHcrtJojjI0NoLuzC8cHR/TgvoLFZsLyygK6Otuxub0Nk9mItfVltHV1iu4o29s7sNssUCsVGBwawdzsglhjYGllDVa7HVajFuvL05hZWIbl6gp2uwFba3Po6OzA2PgotrbWicyrMDUxjrbWNmxsboo316L0b/gNrwVHR7vo7unD1MysGBRuMl1gYWEKLa2tWFlZonp0wqjTYWt7CweKU9jMJhId29jc3xczV/FA4kvtBcYpvW1tLSIOu9MKvV6NORI0re2Ut40N2Ow2kZYN2lfpNHBS3MeHO+jt66c871Ba7DimtExMT+FUc4nTox1MT43g6OISVocD+5tr6GlvwMhInxjDob68xO7uBjZ398ivEzdXNmgv1VTGo2gmQbO0sk5xOjind4iPSWRwsjk9nD73xrXzD+KHiPz7IviysPjHwF+fVVoT0uoXEZg1hANq3zzFtgwZPyVkkSHjzuFqWzI+UPBjhwUEE6/9Uz0SiieRUDQFtd4i3jbzm1OI998f9wOKSc3N9RVeXjvFuBRpulo7rq/tRIhdXTmIdF5RabHYuL52wEl21zcO2rfCQX7ZsCC4uSbZRvvsRqxXIbq4sHuncOO253iY8F9RHCzo7HTe6bThmva5SxO/jeR0uQmXSKOI291Fhrc3op74K5Q0NS6d5/Q6KT0kYpzszsn2FI+YCpTSR8b9x4vrOSkeHt9hp3TccJcX4tdXFO6Vy+8VhWWn8B2cNxIG19dmkU+RbxIaPDbFSXniKXCv6ZjzJcqQwnNec34ofRSGk9J1RWV6w8eiOwwJDQ5TuKcyE+Vx9+3sYxEZnBJOlUiRSONdSQwZHxv4xZGdrsuB+SMxgUfT0C5di9x6ZMj46SCLDBl3DlfbkvEBg8mrnZhl98whvFIG0T1+SMSPSKQgZEy0eK76j5/KiC82lG8muryCNR0JQsoEWJQH03M6J7pxsL3YJ2HCQoOOnYIscxhkL8qORAf5u+LuLC9di+Jx2K54OD4Og/0KUi7sWTzwOQ6D08Q/UvoE7RXh8tcldkNh8jE5cHctEd1LXFspLa6weF+IDNryH8fpipfzx3GLdLJAoYj4iweLKbIU4kus9M1pEXGSUCD3L1+ScCI3Dk4D+2XhwfYiTjpH8dkprBsKkO24XESYZNxpZDuGJKY4TFdm7xAfk8j4NjUijbLIkPFmSPewaxyq9Egqm0dUwSTOdGbp+hL/96lly/hYIIsMGXcOV9uS8YFC4io3UF5akFK/iIC8cZyq5dlcPmR8Sx7+bhbBhJ8HirIgkLZi8P8HSks+pu5SMmS8E7gJUxu2Op3oHNuHV0Ifeub2xdeMl/wygK5v2vtQL2kZ9xSyyJBx53C1LRkfJJhM8hv4K0wuK+CXMoHK3m04mFjKuPd441t/thIEg/SB6/DHw02w3V8W+PjvD+19QxYZMn5ZcLXfa7qCSVBsHqsRXjCBpMo5aC0OOsVfI6/oiv5wr2kZ9xOyyJBx53C1LRkfJLhLzg00JitK2tYQmDyJjUMdUSsefCs/fO4bmPDz2AqLxQKDwSCm+eRuEd8S4ZuXcNrs0F5c4uJSC53ZDL3R+Kom36lKKY4rO3Q6NdSXGkG4hTchNj5EfFwDv2XI+J/AbZbb+EsSGS+vnNBbTajs3YR38gjmtlWiy+INtW1JZLCRIeNuIIsMGXcOV9uS8QGC6RP3y1/eUyModxw5dUuw2vgtl/wl46fHK/Iq7fGv27wOlwsivw6HA4uLCxgcHBT70hgS6asDKRCcK05QV1mF6rp6TC4sYGB0VIyTECJB+nfhh+K5gdmkRUtLHQpLy+EQYy/Y/5vIiBTGm0K6T5BFhoxfGrjdcpdHXgHceWPH3OYpgtPGUNq2CptTejnBIkPcN2TIuCPIIkPGncPVtmR8QPiWNtEOP3BaRnbxPHkUw8unxFOvSHjIxOrvAhF+nhlKr9dBcarAxaUG9isn7HYrNOpznJ0qYTRb4HTaYTJqcaFRk50Caq1WzC7FszUZ9FqcKE5xriG/Dqlbg9VixJlKCSUZg0GP5aV5DI4Mw2Q14vJCheOjYyiVZzBbTDg93kFBbhZyissxQ+5GxsZgMhlwqjgWU+meqc7FlxCd7gLHJ8c4O6M0Waxi4LedwrtQnWJ3exV5vDJ5Wq6YncpqNkF1poLiRAEd5Y1nlrJbzVApFWJBQpPV5qIq97PdvD+RIaieuKZs1AbsV9LAe2FP4XM96PUGMZOXFBcLRtqndiQNnudjdutKDxmJHHIQ/Lba9R7alUTeSLvSHp8T/e7dcdLvj8HtsL7dd5WLZCfRVE6L+09y861r14+0ES74HA/4p60IhQ7ZcO7Zzu1SMq5f+uF4+O9V/vnndbAlh0rGlU6egY2vPxtPmcw+yckbvX5soPy/BOeZv1hc4UJnRn79CoKzRnF4bhATLvALJqkWZMi4G8giQ8adw9W2ZHwg4Oe4oByunRN64CSWzyCicAZqg4Ue4kR2fxmP4TsDlxaTw2unDScHO6ipqUZsQhwR/RIsbKyJdTGyUpOQlJqB0ZllKM8O0NZai9SMDCTGRSG7sBjr+7skTLZRV1eF6NgY5OTnYGF1FVqdGiNDPYhJTERaRiZmZqYwPjKAqsZWHCopnMZKRIREIi4+Hv0jozg4XkVufgYySmowONqHxuZWbKwvIT09Hs+ePkZUXDKWV1bR3dWIsPBQREfFoq13GDqTEctz40hNjkVcdBi8PL0Qm1oEo+ES02MjSE5KQ1REFGpq67F3dIKFqVEkxUUjKy8PSxvbQqQIckzt6r61nvcjMjgMHmB7g0uNCktLc9gmkcakl4kdTzm8ujyP1pZWnGsN5NZJtkSISYCqz46wsryItY117B4rYLLYRNkyOeeVvp1MtEmY8NTDfEwZEqkU17WImo65PdKR1PNeUHgyfPa1HNHBq2PpvHAj6pH3yR+XGf1xfsRkALCLfTH9MoXt7nojSku4kcpNyAHhl3MskVodCeqzkxOxjgrngxf75FnGHByWaD9u4usKg5LAhJjrhFet5nYm/PGJ2xDHbO+kDc+GJ6XTqFVhkcp5df+Q/DoozVJJ8P8vCaxjB+dP8CJ1AG3je3TMbYPLmMvpF1YYMn4yyCJDxp3D1bZkfCig54lEGeiBTQ/00UUFfFL60TC8JQaAv3xp//4DXMZbwaXFxNVq0qK8OB+PHj1CR1c7QiMiERwejuqKUnh7+2B6bgY7h0c43FtDaIg/nvsGY2K4F5ERYYiIS0RpZTEefPMEnV0tRP6DEBAVRcKhHyHB/qhobMb07DSGyX19ZRkiYtJxeH6MhblhshtCVGQYvP1DsbG9ivzcbGQXlKG8qhTR8ZkwmQ0kftaRnZ6GkMgE7O/vYWVpEgODPYiNDIcHpWNheQkZiTGIjovHSH8HPJ48ImGTg7nZCYQHB6GkvBqTJDZCgyMRnZCK8vwsxEXGYmFlA/snZ+KLh5iFSvzdL7w3kSGushtsrC0iMyMNnUNjVE4OCp+oPxHezeUpZGdnom90ngg4X49XMBo1KMxKwv/+f/43/vrgG8SmZAqhwdekePtPRJv71PO0xNI+pZH2BXl25U24E1sHnXfATvssNkR+WABwn3xB6KXaEiLCFf4rOz4v6LjLn9PlhwUAf2EjPyJ+p7hvcDp4qmOetlhaj4XbAruTjJS/GxLIQ8jLyYLqQuPyI+VBrEvD8XHZkFvxll0YciPiYcNxSvmWplB+lUbOnUi3KBte3ZrPXeFol9p9ViaqW7opTL6/savv1//HDs7unkqPmJIpJBbPQGdhUcvlwSUnQ8bdgK4vWWTIuFu42paMDwb8kCUiQH+XFjuK29bgmzqATcWleJjzOgh0p3C5lfEuECSHCI9aeYh4Ivv/9E//Ah8/P3z51TdISkrDKJF5P8+nSEhMxtT8IvZ2VpCdk4rSxk44bQZUFGXj0YMvkZQQjf/9//07+fXHlw+/RERSMiprq4jYB2JXdQ6H0w6zWYv6qnKERacTMT5Ac3MlwsLD8Mf//k88fuaNpfVVFObmIleIjHJEJWSJVconhnsQFx2DwclZXKjP0N3eiPCwEHzyu//CN09eoKOnGynxkejoG4Jec4rSwlwiuDlob6+j+IOxf6QUXzWKi/MQEBiKns4ueD9/gazcfKxu7lDanGIFcCaL96v1vK+B3+yPJcY1NlfnkZIYi6LqOqyvr5DQ3IOBhJ/+4hhlpUVIzS0RY1+YOJuMSlSXZiI5MUUspsgLqvGihmb9BbWbXaytrmB3Zx1arRZ6nRo7O5vYoPI/OTnGxYUKm1vr2NrexvrGOvb2trBN51e3tqHSXIhV3c+VCmxQGtbX13DEq8E77Lg4P8PKGvnb3Yfm8lKQeKNBh9PjY1zq9XA6LThXHeNYqRJd5VhMaC7OsbGxii0R1iZ29newsbWItZ0tKLXcpc6CS62KwtyhNK3i6OQABrsNl+en2D/YFl3stJTera0NrK2tUVr3oTcaoKG2uUbhru/s4ezshPJ0SnlZI6G2Qm3wCBbuenhxRnFSend2oDynNFFdsaSx2cw4VRxha2MDOxTvheYS+zurJDLSUdXaSwKIhQnV6Bvq/2MHCysz3T8aBnbgnTSKqU0VXQe82OovrCBk/KSQRYaMO4erbcn4YMC06Vo8cJf3LxCcM4TM+llYeZnnG4lciTd9Mt4Z/Jjmxeh0GgXKCvMQFRWD/cMjHCsUUBGRurxUi64x8dFhCA4Jw+rqDFITw5CQkYftzWVkpSUiJDgU5SUFCAmPxO7hMQ4UJzi7vED/QDciQvwxNDFB5OwAB0RQa6tKERqVgI7edgT6eqCrqwvlhRkIDAkX3bNYZOSQyKggd7FxaTg42EFKUiyio+JwpDzD0FAXIgL8UVffgIqyfASHhqB/ZAwpCTEoLC7F2uIsEmPiEJOcQ247ER4SiL7+UawtLSArMwXpGdk4J3I3Mz2BoOAgRMcn4vTsDNtE7Iw29/iM+4P3JTL4OroWImMWQb7P8cfPv8Q3X3+J517eGJxeEAKzobqS6jIOZof09t1sUFBdJiPALxSbm9s4PDmCTqdCb0czvvnqMb766gGefPMAVbWN6O1tw+effYrP/vYIRUUFqKutwG9/8594/uwpPv/kT/jiywfw8PXFg799jpzCAigu1KgnN0/J/2effoqQiFgcHh+hrDgf/+f//ht8AkMwRO2Av0qtry5Se4hHfVMbTk/3UZCfiazSGhI9N3DYrKirKcV//tev8OTRV/jrn/6AL776Gt88f4IHDx6grLZBCIwaiuurx8/w9PFDhEeEYn59Gx0NNUK0rm/vo66yFH978AW++vprvHjuhc7ubjQ1VOI//uM/8M0LP1RXl6GrtwmPnz/GXz/7Mzx9A7BMAqqpoRz/+u+/xiNPH9S3tFJ6+SuLHSuLUwgPDsCzJ0/x7PkzFJdWY2N1jkRGKipbe8Ad1X6pIoMzzC9C5klc+GaNoLBjBQ6n9GVHhoy7giwyZNw5XG1LxgcAfpywhOAHi9V5jfbxHXimdKN/4QhXLDK4fzR3V6DH8S/wKfwPgbtuXDvNmBwfhp9fAEJCI8QYjJbOLgz2dyImIgRhfn4oKikj8jiPiMDn+K///gR+/t5E8sMwOruE2elJhAUEIIKOU1OS0dXXg5PjAxRkp+Pp8+eIiU1EfUMjOtubkZWbh3kSAwnRkQglceHn8Qxx8UlYJ6JfX1uN6vpmtLY1EzkswvBgLx4//gZBlKaK2hoMDXQiIzkFgQGh8PX2QGR0FHaPTtBYX0ME9CEigkPw9OEzFBKpVKoOUVyYAw8igZFBwUiKS8Lo5CTammsRGR6BoKBA1Dc2obunBzExRFpPToVWvU943yJja20WKfERqGvuxAWVZ2ZmBiKTC4gcW9FQUw7fgEDozBaK8oZExgly0iLxv/7X/8XTF77ILSzC9Nw00tNSqO1UwmY3oam+En7BEaisKkegnzcm5lZwfeVEc0MVfDw9cHJ0hPrKYjz19MTWyTEaa4tJgAZCadRDeXqAlYUZlJDoCAyOxOTsDIpIQPgGhEBnscJB94ArIu1GgwZVpSUkmBPR29dBbSsaYytbsFPlOm0mEroF8KF2rjg7REVhIh6/8MAhCerqimIEhERgamaCxIQ/MvMK0dPVgdjERJTUtaCdREZIUBAJil4kRUegs38AZrMZpUUlCKD2VUPixcPDAzsKJZxOI87V+1hcXUBLYyWJomg0dPZQmRXgqZcvdpRq2EgQiS5bdj2J9Ex89bcvMDk5QddHNsJJiM9MDiI3KwWVLb1w8N2P6lV0+foFkmtehE+pMSO1YR5BOcM4VfMK4K6TMmTcAWSRIePO4WpbMj4AEL0SpIfnT1eqDUitmUZo3igUOgs9qJlYuftSM8GS8ePxUqxjodFosL6+gYODI1isVuh05yQslnGwfwCb1YKDvUXkEdHML6zFxv4mEalz8bBnAqTTabGxsSG+WpiJ9HHXFDORw4ODfRwen8DK3Uy0WqjOz8U6GRcXF9je3sbxMXeXuRAzFnH8Gs0lubuEmsLW6XQizOXlZeGW/V/S+d3dXfJ3hAvNBZFXO4VtFd1uDvYPoT7XUHiXlB8n2RtwdLQv3JuMRiJ/Tmgors3NTSgUCnGs0xOBVSrh4Dfy94y4/BiRkXOHIoOvtSsS7JtrM0gjkt3SOkDleoa8rCyExabBfm1CfU0Z/APCoLfYhHuz4QyVJdmITcniEQ1UllfY2Vwh0ZmA6oZWqgsT2pvqEEyEu6i0DPFE1DdPVKKdtDbWIDw4DAaDDW1N1QiPCMO5wYDmxmoEhwSLrkzZGUkkOB/j+cOv8M03jzE8O4Wq8gJEJ2TCymSdy0eMsbBjrL8H4YHBCAwPR1RCMgw2oukkQpwOAxpIuIRHxUNvNqCpuhhhEbHQ241orCoV4qV3tB8PH3yKbx49QSIJ0zQSSxMrq+ggsRAaFIDW1ibERoWif2qBRIYelaWFJIRCUFVTgbDQKGjMDhi0pyRasvD1149IRD/HgwcPUdXRhaaaEgRFxENt5ymcnaJ7l8WsQX5WPP7pX/4PomLjEZeUjMbWdqwuTyI/MwXVTX2w8XgzKifpRQqPLfnlgO/p3D3qynmNnulDvEjuR+/0kahPGTLuCrLIkHHncLUtGfcdzJVISDCR5Yfy3MYpAjIGUNolvZ0U4zEEreE/GX8v+CsR961nsXHNX4a4D7sgQq41LYjkKE42UFddge7eYSp7O9mzuJPAfl8Zqi/yI4gRbXngqxSuNPDVHQ+Ljdft3Nvb9m+ycx+77Tj91yRCOe2S4bglMie9BZby5966w3Dvu8/dJ7yfLxlULiQxeGHLrY05RIQFIiY2Fd0d7UiIjUNtSyeJSC1qyksQQWTd4uT37Cwy1GRXiOTMXPJJZfySRKv6GIX56QiPjMTU1DhyMlKRnJ6B9q5OpCTGY1eIjGu0tzQimsSHwWhFR1sDYmNjoCFR2Er2YZERmJydRVpyPEpKS1BVVozAwCCMksiorS5DQmoOtUUioVz/XI/XdiiPNhAbGYpf/ea/Kb0dYiYrrl+H04ymhirExCfBYDGipb4S0bFJMNnNaK6rQlh4DJa3VpGRHo/M7Gwszi1ikUT3GQnT9qYaEiGBGJ8eRVZqNFKysjE8PoKU1GTkFxegpblOdOvTmSn+swPKN+U1OQ2dLc0IC4tAQ1cPiakqRMQkQyPW9LmhNPPXFyu6Wmvh5+WJ8fFxLCytYHPvALs7ayjKyybB0QcHD/zmtkplSjlx1dMvBXzvp7zTNb1+eIHw3GkS1Ctilq/vXQwyZPydoHu/LDJk3C1cbUvGfQc/R/i5Sg9as9OGhoEt+CQPYGbrwvXA5QcvkU3XkYx/DEy0BVcVhJuIt1T4dHwDp9MEk+ESJl6fggmPILQSbhN0KYxXxu3/dfvbxN5t5953n3v9/JuOXxm2Z8HD++xfMj/s/rvmfuF9DfymeEi087S0p4pdNDfXICExBQF+PqitqcKlQQ/V2TGK83OQXVgqEeCXTrEmyvjoIDp7esmnawraGwv2dpaQlZkKXx8flBYV4uhEgdW1VXS0t+NcoxP1PDc3jabGBhIvFszPT6OltQVGq1XY1zU14vzyEgO9nQgICEBMdCRq66qJiG9jgkh+a2efNEsU5Z2/anIXJLv1nNKXgr/+7SE2D7gbHMkgMjwBwczUJJpbW2G2mjE7OUr5a4OV7SfH0dDQBIvDipWVOcTFxxLx90FhQTEODw/R3FQL/+BgHCsp/UsTdD4GvgFBqKqvh1qrpnRTuE3NFK4DDocF01PDCA0NQ1xUFKoqqjC7tIz5mUk0NndA76T7FVUPGxZoOo0SrQ11CPD2IUESib6BYZydKTDU34OZ+SXxlYYK2VW3Unv+RYGvz5traM0WlDZvISR5Gjun2n+gjcuQ8V3Q/V8WGTLuFq62JeMDAD9KuPvF4bkOCaUziCucwoXZ/SZLMu49GT8NpPLlPuFMH1l6kI0gPa+XumTPNSKddbn72Uj8zxXPT4/3NyZDemvOX4J4hijnFX8x4kUXiUDT8erCPAqyMzA8O0cig78Wudw4eepZ/goifQvhr0g31zayY78UrvjSRALkivJyTW2EvzxQe+KZn66uHBSGnbYkcOjYSYbHazhoy4sB3tA5pzh20tZGduye0kNhXAmRQe7FV7NrmPRnqCrLQ2JKLsxO/pLF9ldwkH+nndf0IH+0f0Vbp5O/JhDVJ3fXDkoL5eOG8yrSTmmkY53mgsRGPiJj46EzmUU58HSzHJdY80OUFR1TOp1XdMzpoXR++6WORIWT913HLBpYYAgRTFeJVNYcL6WTDKfn6prTQuXBWybZomqEJ1FLvyxwvrmerzEyp4Bf8jjaxg9EOd2/lwMyPkTIIkPGncPVtmTcc/AjhN9S8oN8clUB/9RR1PbswE4Pcj737SPmOwcy/nF8tzBddIisiQy5/iRC+3qh07EgT6+JDN7+5OA4fq64fnq8z4HfIj5B2onkEpEXK+oTkWbRsbm2hsG+Xlza+IuWJDIkN0yU+csGuWWZ4SLOgnRTsvgLkyDTwlD6WGSIc5K91DWPwhH2UvwcLht2xyTTKfxyfJyWa2kKXW6TLH5FWDxN7RnGhgYwObsi3DOZZze8f+1gEs9xkR2nlwQPCx/x5YwS+SqNLDT4/BVWlxaQnZ2FsckpISrYsJuXYnYotx/esj++V0l5EKKHM87xiLRxIXD5uOqHt2T4SHT3Eul0h8OGw6cyoXNcq+RY1L90xPUrbD9+UBmJlxtUJrsnGsQUzSK5YgkGq13Uqyw0ZPyjkEWGjDuHq23J+ADAb0CNFgeqe7fgkzKK5T0NcalfyAP2XkJ+qP8ceD8Dv1/H6+FIITOxc1Pd77ihXT5HFFmQY/qhY0l0Su5e+ZLwQ/tvgjtXb3PHbvj8qxhfhzuUt+O2m++6fxff38cPhfc/hfZa3FSWYnE+Eh94ySuYC1tx7uME15ZoTZT3a9GNrqJ7E16pw1g+PCfhRmUgfRaSjAwZfwdkkSHjzuFqWzI+APDKwIdnOiQWzyO+aB4aiw385lCGjI8Z7+dLxj8OToZIgSs9nBZ3et5nuj4OMNmWvhbdgLds9zGXKbcYITEor/wVyoHhxRP4pg2heXhHfNGSZhfka0NuWzL+PsgiQ8adw9W2ZNx30HODu2FMrJwgMGUSDX37cIi3ePIDRcbHjPc18Psfh0QLmRQ6YLMaYDCbxEJ5vLq684bPSK6+l5lb4JcIPMWw/DLhFbi0uHvQlcMCo9kIk80hupIKMfeRg1sBSw3uFrd7qkVsySRSKmZhtNqoXNh8/9qQIeNdIYsMGXcOV9uScd9BDw6z7Qp1/VvwTx3B4o4a3O9aFhkyPnZ8mCJDkhhCStxYsLgwgfbObmldlJ0dqPV66Rz3s2di+AO4vLzEDrk3Go2/CBL9LhBEm8Sa+mwfQ6MDmN/YEwPkfwldRyWBQXml/OvNdpR0rcIvbQg7x1o6Q2JUtCmXYxkyfiRkkSHjzuFqWzLuO+jBoVAZkVw+jeiSSVyYrPSg4YGAH/8ThemaGCRKeZUGf77Ks6ByblIptm8rj9dJCLt127n2yT/HIxmyEVuOUfqT3LG5DXbjMu6/W8evwHG97vfNkPxLJPn1UG7DHY9UJrddvTr+rt9boX2bvu+6de+92me4j17ZfBe37aVwpYHG0r7b7w/5fhvuWmTwwFmH3SpWquZFDMVAYyJtTqddLEZos1nFPndxFzM7OaywO+xkHCJPPPsTL9LosPPsSi/F7EkOOu+g81YeBM4DnKnueMyAnY6tRg2qqorhHxyGheVFVFSWY3Vrh+K2wWzSUTqMsJFfHlRus1lgMVtEOvjt/PLSMsorKrB/eCheKtidNlgtnD6eLYrL2FUUtMODqsWijBSGGNRNaeXZquxkZ6e4OD4uO3d9sP8rCoe/rEj7Uh7Yr5O2nGde4JFnhBLlfi2VjcVscvYRxTkAAP/0SURBVKVPilf8ueLicmF/XAccJqfTarWIsnNfSw6nQ5S9iYyV0iZmyyI/fJ5nnuJyFbNJkV9OO+dH8i+1J55Ny0JltjI/itSMZDT1jYvys1B4Znd6uUxEPj8m8HXObeuKGia3wxv0Lx7Dm0RG5+iB+Dr2Kt8fW95l/Byga1YWGTLuFq62JePeQXpIiF/6YcIxs6aCf8YEqnq3XG/ueCZ+nsL2Y8KtfNMvkxKeBtNouIBSdQad1QYH55vsBWFhIkckxUbEx2IyEdFxSmSEfDOd4j0mO27SSSclw4SHj0V/bo6HBRuRGosFOq2WiA0RSTIGi5nKmggnxXlN56U3z2zYv/Qrph8l4mm3molkWUSXGE4zEyeDySAIFTFAcvlqRh1OjQhBpItDkn7ZsI3ZbID2UiWmKqXQXITO5VLkRwrDbrNBq9NAZzNK7UHki11xfnigqJRLYcdp4Jl+KL1MaM1GI3R6nRg0Kvq305/Uw51CFiSZ9zkqPuavZlKYIs3uMuSNy71Ujq44KC0WuxEGKg+eDUkSiWTPrjl5Ip3sl385JyKgN+IuB37zsV6nxsLMGLq7uzA8MYVjpQqXF6dYXJjG6OQMBgf6MDc/gwuDCadHuxgf7cbw+BiWV1dxqbug7Sz6BwcxPTmF07NzHB7tkZthTExNo6+/D2s7O0SKrbi4UJCbIQz2dCM2Og7eQUE4VJ1gcWUG+ydKbK+to6u9Cc2tzZhZXoVKeYyJkX50d/VgcnoeSq0eyiMFFuZ5XwP1+QkmZscx0D+IpYUlaHQGIuNUR5RXh82M48N9kc7BYSkNWmpDuzurGBgawOjYEIZHBnB4diquGRZBDqeVzm9QelbFlLwHu2uU7zkolErMTE9hdGIMfT19WKS0mah9qVVHGKNwero6MD0zj3MdtTkWA1S/RsMlVlcXRbksbazhksi+VnNBZTqHgcE+TM1SuOpzKpMz8juJ9rZW1Dc2YIpE1N7eDuVxFga63pSKE6wsLOD47ATrq0sYHBqkMu3FBJW1msrAaDFhd3MFAz0dqC7JQ0R0BOp6h3B4sIv+vj509vVjgeqJwxIzbb3eUD54cAvm9s2G2v2JHuHFM0iqXaR7D1+jnOOPLc8yfi7IIkPGncPVtmTcW/BD4wbWq2s0Du/DO3kUUxs8mwg9UJi8CQr5MUJ6UPJbZ34zuTw/jaL8LMytbYgpOPmNHhPf6xsrTAY1ZkbH0NXbI1ZIdtB5Xi9AkFHa55XQBYnmQ0F2+WEsPaglAs1lzHZX2FpfRWtTI/YPT7Czu4fF1TUSDUT0KRyePvj7D3EmzfxW0Yn93R3MEamy2K24vrJCcXRAJK2fyNcapZYJj+SXfXOqRCi3g6LzIjz6W+RFzeqqoTNSWJROzrEg8uyMf4QdcEIEt7OjBbNEWKX1FiT/r2LiX6mdsGjgBeNuXjqIlJrEonENLZ1wUPmKriZuv7SlH5fIYD9UNqJ8OEY2kltJvEkx3I6LyZ3DacPO/iaV3zoJGsktx8HhSXmR8urGq73v4y6/ZPDx3vYaivPSEREZga++eYGM/DIsz03A+/ljfPXYE2EkBjw8XqB9cAS9nU3482//C889/NBB5dzb0YxnDx8jNDwczz2fICm3ADVNtfj9b38D/6AweDx/joCQEBIfJ2htrMDDr75CZEQ4fveb/8QzT1+Mjg8jLjEG3RPzmJseR0y4H/7850+RVVCG+dkJJMdFICDAD4+ePkND5yCGeroQHR6CyblpQaoffPkNwsOC8dzHA7VdfbCy+CVzuLOGxNhoPHrhBV8/b/gFBWNhZQklhdn491//BqGUhqdPnyAhPRs2cs/XgcmsQ2VZMeITUmC7sqG+ugyhwUEYGhvFV19+icfPX8DHwxOeXr5Y3d3C0tI4khLjERrgi6dPXqC+vZ/KmkXGFeamxhDo6yVWC29q68Th6TG6Wmrx+NFDhEVSWVF55hYWoLm5Fl89fIjQ0GB88smfkVNSjqb6ekSEhkGh12NsqBPJMZHoHepHdFQIfvv7TxDk74PnT5+iob0LayQ8Ysivx4vn8Hv6CH/59C+obCOxONCD+Ng4PHvhgRdePljeOqR7B7fmjxs6owN5bSvwyxrCkdJIDZxb+NuuJhkyfhiyyJBx53C1LRn3DPyYkB4WRKSJGCp0FqTVLiEsdwJKvZk4FJE+95SFHxGk3BA5JCLE3Sx0RDzMVhsulApUl+ajoLQKDp7Hn10SwXl5Y8b2+gxePPwa//2HTzE0u0QkirupmGAx62Ex6mHQ62B12GCymqA10j53hbm+hsNqh9FkJqOFyagRXTt4XYFEIitzSxsYGBhAQ3OrSIeewrnUaWGxmIlUUfxMmLnbh8kEncEIs82G8bExVNfUwGg2wW7Ror+7HQVZhVBfamG/ccBmM5N7i+gmwl84xMJknI1v88wDhE3QGy7RTAQ1MiIMKq1RdBsxUF50ZM9dUdgPkycug63VOWSnp6B7cIqEDRNHE6VTI6a4tIv1DhywW424pDIwWEiwMCl9aYPVfIHqynxExKaQMDPBaDQL/ywo+CsMp1NH+TWTX57Jxm43w2QxkOEuKRbR/UZLYeq5TCjv3FXDbqe8UVly/i8v1RgY6kNdUyucDhIdNju5pbqg8w4itGKRNqoHE8WtN1B5fdvF5XXc9cDvaxh0SkHoG1ua4Ovrh+DIBMxPTyAtIRZdg5PQUFvLzs5GVGoWujqaEBoYgq2DM5j1pyjITMAnf/4cNQ01CI8KRmhcAsoqKxESGISD03MMDfQiKjoKQyNDKMpORnp2EUxOE6oqchDoHyi+KMQlJmBwcZvKXI3G2iJERkZh70iBc+UxiZBBlFcUwYfSlZZficHeFkSFB6GlpRnRwV7w8AlERVUZgiOCkZpXJBbpu7m2o6+jHt/87a9Izy1EZnYWwklAdXS1kYgoQmBkHPRWM2qqKuAXHEHXBwvBlzCTyKim8/GJKeKaaKitRnhIMIZGhxATFYWxmUUsL80iKSUFrf2j4kvKOImkmooS+Hl7IyWvEHYSKywyluamEBsZhqLSMmzubOGIxG9WUiT+9uVD1JKICKNwWeiUlRXAxy8Qg4N9SKN229Y3hA6qh7CwcLrH6TE+3I7EOBYZA8jKTCbxVYFL9SGKC7IRl1GEttZGhAcGYF9xhrWFWSQmJ6Kxpw8nhzvoH+hHamoyfLx90TsyJ26Nr9f+xwYn3Qx6Zg7gk9qHwdljuq74pcC3rzBkyPhRkEWGjDuHq23JuEfgxwNTJH6vzKSP39zP72kQlDuGopYlsUqvIFGiy8qbqdmHCM4JE2cm22qVAgODA6hraMLU7CI0Wi0aq0qIkMXCRIRVKhsnXl4b0dPVDB+vF4iKikNSTiGROjsOd9fR19WE3p421NU2YmBkFP3DPUR667G4vgWzxYi15Xk0traio7MVbS0NWN85wPBAHxJi4jC/sY+11UWMTUy4vha0orq6BoND/VCqtUTSzdjbWid/rWhs7sDa9i7W1tYwPDoMtUaNxblp1NfXoLGmDtOLq9CQqNhYW0RTcwu6e3vRTMRqc3ubxIdbMDmgVZ9Q/N1oIAIbFx2MoKAAHCrPsbu1hjaKv765AUurS5R/GxFpLqsbbK/NIis9FR19EzhVHKC7pwtVVZXoIYF0eKaE7lKF6alR1DRyOc7DyP35ebYji5oIaBYee/iitasHLW0dODg6gd1pwTHlt6OzV4QzONSLU5USG5srJLhqKZ5ezC7MYW9vi/LdhNqaSoxMjENtNGBzYxEN9ZXo6OkX3Y2WqfxGJieho/KYnZ5CDZVFS3MdVtdXoCPRtrezgdaWNkrzAI4prdzt50240y8ZRIgHu1vx5NEDpGZlwNfTF8Hh8ZibnURSbCQaO4iwHuwiPSMd8Vl56O5sQTS1uZNzA8wkTvKyE/Cnzz5DZUMjmpuaMTU9i5b6RkSFRuJMZ8LEcB/iKJxuake5WQlIziqg9nCBopw0BAb6Y2hiUBIZc2uYmRqitsZioI/ElxE15cX49LO/kMBJo3S9QAYR7MH+NhKboWimdhoR6omnJD74mmhva6dy3MK18yUJRwcGuhvwzRefIS27AA2Njeil+j842BGCICw+BWanDXXV5fAPioCViCmLDAuLjNICRIbHQHVxjoL8XAQG8ZeMfsQnxGFmdRcb67NISUtBXecgaqsK8MXnnyE/l8vtqRA5fCXyV0MbhbW6NIfQsAh4vPDB4PAw0hPDSWQ8oPRSWVGaJqYnUUV5/Od/+j/4y2dfIJ7Ey5HqHD2tTSQcArF+cICu1moEh4aje3gAefmZyK9ohkF7irLiPESlFZHYakCojw/Wdg8xNzaCmOhoFFfXISctGY+fPkNyYgy8PJ6je4xEBl0f0l3l4wU387VdNcLyRlDQsgybgwSk+Hr72gUiQ8Y7QBYZMu4crrYl4x6BHw9MPAX9pKeI7eoGndP78E7pw+D8oRikKlbXJRIlurF8JHDn2WLUorK0EA8fPkJOXiHKq+qxd3SMnsYahIWE4vjiUogvJptGIn7l5UVITMlEfU0FgoPCcELEZaCjCZ/94beiq4aPrwf+9z/9M6JiYul8EPxDo3CsPEZBbiL+7T//ExmZGfD39kFAeAK6uzoQTyJjcnmLCFop4uOTsbw0JYhVQnwCnj19gqqGduzurCM+OhyBAcGUxhJU1tWTmKlBeFik6Jfv7emJ+KRUJMRF4qmnH0an51BHJO1Xv/oVYpOS4O/vg9CICOisvGozD7o1o7WxEg8ffIHMzHR89de/4PHjpxgmYhYT7g9vH1+EhIfD088Hixub3AFM1P82f8lISyfS24r8PCJaT56hMD8PHp7PkZSehdHhfgT4eCIhJZ3SNUwC6ZJExjWsFg0K8xLxL//xayRnpFH4PohOTMXJ2QEy0uPx1MMb+UQ6PZ4/RXZuARHFavzHr/4NEXEJGBkfwRQJl5y8HCK+AXj87AX6J2dRX1uGX/3bv1E46RgnN1UV5YiOS0IPEfUnTx4jLSsbEWFB8Pb2xsTMDJV/Bp49fobGxnbMr6xSut5MCO9SZPCXncHuFoSGBKOlo4PKNpxIf5oYJ+D5/DF8AsNRUVqK6KhI9I9OYaivGynJaVBojETobehtr6e24on29h4ShMOYW1hDV2c7khOSoNRbMDsxhMy0REwvL6OupgRefgEkQlrg/egp/MJCMTo3hqysdAyNT6GkIBueHj4k0uawublOIqAMvoHBaG1uRAQJkuKKWhIZXQgPj8DY1BQJgkwE0fnBvmGMDI9hY/cITjEm4wrbGyQGEqKQnpmHocFhjE7M4PT0GM31VUjKyIaV0t7aVIvImASXyKDScVrR3VoPby8/1NTVUVo8EELtd3KaBAK1wfmNQ2xvLVC7ykZz9xAJ5iIEBwRQ3lvoOgxAflmlGBHGpFZxvIdhEvFVVUWIi4nE4PgkWqg9+/n50zU1gOGhMUxMTaKEwvry889RUlYhuj+t7+xhbmoEsWHByCvIR3xUGF54BWFwYhSlJEjKGjtg0KtRQ4I3Lb8CCwuziAsLQzoJwHxq9x7U3kuqqlCQnYVEut6qygoQGuSPgakFuj743sj3yI8YNzckYk1Iq11AcP4k1FozWX08zwQZPy9kkSHjzuFqWzLuEZgW8RBZJg83RCL0RitK2lYRmDqCPSJT/KafZ7VhssV94D8OSKRZdA073ER2eiqKSutEdxA29is7epurEBwYgK0zNT1ImWw6sTQ/gZCQQKRk56EoLwv+z73R2T+Crq5mRIRHYf/kDD1tdQgmUrlzeoo+IpjhUdFY2dkkQpJHpDkZZiJbna0N8AsMQ0lFJeJjYzCztIHa0grExqTi8GATHW1NyMxKxfMnj5CcU4T+viYizIGY39oHz3Zjt5vQUFdF5Cuc0k1iJzgUlwYjDg5WkZ6RgKzCUiKRJQgMjcS5yYSOlloER0ThiLtDUV5MJJaKitMREZ8E65UVXU0ViAwOQXlNKR589gdExiYjNi4OQSFh6BocJXInldcuiYxcIlsJqdlITYxGW+8wHE4Tkctiyk8ACYJRJMeEIz0lAwtLy9CZeRD7S9jFl4wcBMUkQe8wobaqFD7BkRibHEVCbBR6J2dgJ/uayjIEEFEsr64SXYK4q56J8soDhhuampAYE4qnzzxR0z6AxvpqBAWFUP6ssFm0RAzLERERi+KifASGRcFyZcPGyizSEuJQWt1ApLWKwvZFd0+f+OpiZ3HwBtzlwG/2qL3UoIsERk5ODpoaGjEzO4+FuXHERYUTCU9HNomh0fFxWB1O7O3uYmJiAiazVfg1m/QYHx0l4ZGKgoJCrG1sYXtnG2NjY+Ir0cnRIaYmx6FSX+D8XInm5mYSfYVob2nF5Mw0jhRHmJ6ewtb2Nnp6uhAVGY3Y2ATa76Z2to+KyioStLnoJeGytDSPzs42hFCbWd/ep/DO0NbSRsI3EbW19SQIVXS9cHnw178r7O/tUpqKkZyUTIJyEHq9Fhvry2LQNM8gtcFf2oZHcHVF9wwuIhKbmotz8VUkPz8frS0tlLYZHB8fkdCYwtn5BdTqM8xSunf3j6E4OSYRUYG8vDz0dHdjZXWV2hLFT+bo8BBlJM7S0zIwQQLKTvHpDRfoH+hGQmISSuiamJ+dIWGVC08S4DU1tSSEvRAREw+twYDJiTFkk9ivq6mhNMzhgMpxYXEBS6vrorviMok2rieePWthYYGEWjZqq6sxTcKFpwRep7zl0D2gpKgQ42Oj2D8+cd0f39ymPgZwzjiPVpsDjUN78Egdx9y6UnxZkiHj74EsMmTcOVxtS8Y9A1NIJpE8WHb/VIu4ommklC/CQA/Zm5d2frrwDUG4+zjAeeG+4k6cHW8jLysD2bllRHTOobxQw2jWo72pnEh2CA7VOnJHIuzagqbGGnz6l08Rn5yIxLgoPP/mCWKTMtFCoiAmMhaHykv0tzciMjIC+xRWf08biYwYLG1toqI4F35BkThRHqGBSHZgSAQqiPzEx0ZjbnkddeXVRAKTUcFfVb78G2pqyxAa6I/U3CIMDbUjLDQQA9MLRCgpjUQA64hkh4dGoLyyBv4shoh4LS4RqU5OILFQg4aaYhIW0biwWITICCIRdHRpEONDTFolCosyEBgZg5PzU1QWZyPMPxjVDVXwePo1iinMoeEBIloUH/nhGfG5feysziMnLQXJmSQy4qNRWd+Cc/UpqklARUZFUvkpsLMxgxT+CvPCG7PLG4IU2q2XqK4oRGh8GowkSuoqS+BDZTE5O4X4mAg0dvXiXKVASWE+IkiUVdXWIpLypiWyfa4+QX5mCp4/90RFCQkIEhb17X1obqhBWFgkLq08S5eWhEs5wsNjUVZSSIInGIpzFabHB5GUGIf2viGolcck3lpIpLxARm4B7Px6/Q242zEZ4kEqiVQyXPbXN9fYILFWlJeD8akVMYjfTvY8cxOfZ3fs57bf22G4Dbvl6WzZuP3d3r5ubtvfDkMYSoPm4gyFhXmIjk2E6kJLYvS77njrThfju/kiQ8Lj6toppoVlYcHGff777l+ly53+Nx3fzpvbcDhuc3NNVzFxXPGlVQxK5y910lfHc+UJSik/8fHx6OvrRVZGhhD1VieHzS9UHOTnzWlwx+lOs/vYvf96mbNxp+ljBeeMJ4XgOp5YOYVv+iiaBtal9i9Dxt8Bul5kkSHjbuFqWzLuG/g5QUSapxudWDuFf9o4Gvr34eRxCCCRQQ9tfpZ8TI8TJoQsNGxWHRrra0VXkqLiEtQ1NeLgcAt1tSUIjYqF3moTXzx0WhWqKyuQX1BCxNAuxhN0drQjNi4BNXX1yErNhEKtxdhAN1LTUqG4uMD48BCS07KwtruJgqxU/Ouvfo+c3CzEhociKycfQ6NjyM7IxMraFloam5FCYTTUVsLX2wsVFUUI8vcVhH+f0pOWnojgyGgUlZShsbUdzW2tSE1JxcTYOJHrYKRmZyElLQMJMYnY3tkiQl2FhNQU6GwW9Pd2ICE5HWdavXgbfO2worurGS+8/JCTXwTP508RSqR/hkRKRmo8ImNiUd9Uh+7eAZypL4lIEMGiv72tNRSTWGrubEdVeT58AvxQVl6GuOgo1Nc3Ynt3Ha0tlcjLzkQ0CY251XUiYk6xAnVLYx2Ss/NhubKgvaUB0XFURkoFygqzEBAcgtKSUtHnnbu1tHV2IiUxBQazGZfnx6gsykFIcDiK8vMREBiCzr5B9LQ3ITk5GXobkXSbQXT7ycjME+NMAv18UFBcitSkBCRSGa1sbVE59aO6ugIxsfEoLKmA840i4+5X/HYT1VfmWkxhu7o8T/lXC1IsiLHr/G2ietvv98P5ruHzbnPb7rabHzI8DfDJyQG6uzuxsrJKRJIINN0Pvj3vCoe3bnw3Lt7/bphu87oft93r7l43b3LDdm4j2dE+Fb20z+llgcFp5/K04VSxj6bmBrquCzE2NgojtScxkQGHdUtE/ZDheG6n2213281te7f7jxV8LbCY3FNcIrZ4DGmV47A4JREpQ8aPBV0vssiQcbdwtS0Z9wzi4XjN4zGcaBzZhXfiIObW1WTPn8L5IfLxPTw5R9yPmmdA0ut0mBgfRUNDI9Y216A630NRUS5Sc0oh3noKN2qsb6xg7+AYV84rOK4dODk9xvzCjJjbf3lxiUixBadHB1hcWhLdWZQnp1hYXMbp+SGqSgvw2DMILe3tGBkYhlZnwOnZKdaWFnGh1mB3bw8rq8s4V52it68XbS2NmJ2exMbOHuwUl0JxgPaONrR19YiByzsHe1haXIDVYsbe3iaJggYi5904Oz0Hr6NxcLiJ2eUF0W3o5PiQ0rlCabIIEgYiWGaTFtNTM2hubhMEbHVtQ8zmpDo7QVdnFyqqKzE3vyTW72A/RK2g115gbX2Z4ldQeZxjfLwfNbW1FDa5s9ihJNHQ2dMqxossra9T3LzoGwsyu7Q+ARFYO6XnYH8Pc3NLcJC9VqPC0NAw6kioLa8sw+iwY//oEIuLi7A5bCToqExP9tHe2kGmneyXcXByjKMDCm9hHla7g8KxUvnR8fIK7BYTtjfXUV/XgL7eXihJ7OktRrEuRVVVOYaHh6EzGsVb2TfhrkXG98HueaYyJsNcqrTla+xdvP5k4Mi5bz2Zb/PD5l3Afl2JF5tbxz873HG703/bSGl6lbL3lcYPF9y+xX3AZEVx6yKCsgZxfG52nZUh48dBFhky7hyutiXjHoEJDn/BeEki48JgRXbDIsKyh6C6tPBdwPUs5p+P66Es0TsnnPwmmcQVrzXBXT1YVGxtzKOsNA/j86vEB4k88ptd7hZBxJDHNHDXFifZO4n8X1+7/TmFGOGB8mIFYXL70klx0DmL+RytjTVIzyuH2XEFp4P9sh8i8CRYrq9u4OBwmZSTQJC6ndCW0sULIfIgZSkeG4mbl2QoDHYjwuDuGtz9g4QP5YWn3GU7niWMj1lEiW4hFIckmPhtL795lfzwVLJsL9bn4C4ufMx543LhQbv8tpgJNKdB5F1aIfmG0ndzbRZ+OE5eEZjTy1P6sh13AbJT3Nc3POUslRsdS+XC6eZyYePOA3d74fBp/6XDFTeFSX44D1yW19zNhcpOpM0VltQ1RwqTy4SnphX5YfeucpCm0eV8u46FHRN8Jp7fx88jMsg9d/Hh8InYS+XrOv1OoJjIA3v5IX/ft36TQ5edCMu9vgvnl18uvGtfe847G4IIjn/4mLfuOG/v/xC+70Y6et3OlW/X/qvf7+P7dq9cvsm9jLeD2xyPweDrr3vqEJ6pgxhfUrjOSpDLVca7QhYZMu4crrYl4x6BH9ESmbrGzokGkQVTyKmbJ/LGZMPl6KOEyLmUdyJWYpVo3pLRXKhwsL8NG5FaJoNMCqUy4rJiw1ZSuUmrTlNYtGV37F+Ex4XH5I32WRycKo6wtXcoSKnoQ85uKX5BFsmpoGVu/9+Gc8utIIAsEKS4pPS4/XMAbjt2zyFz0um8Ow53GvmYs88u+Lywd8VB+3QgpZvOuw/pVxjJjicCkISL1C1FEhCiGxYZJ3ngpiPySQSabCQaTUFI6eK4OD0cnyReOA6RRnFWerPPdlJeXHkS5cF+JP9S2lz2bjciLNpSKLQR+1J+pfBEHORG5EWc+z7uduD3D0Fyx+45bd+L4C1g91fUnnj1dLXOSKKJbNxl8G3ZUF2IvEqh0xn6JdEg7ETNk+E42c5dPlSHwp+0L6Xudsp4T/LpPic5oB/yI5UB70vlIGIWbZZqVNQzfykRvmgjPArD7jgFQmiJupfSz1vOg2hfDgesViscThLhFI5wSee47MX1RVvu/ibahgjfFdOraG7hOwcy3hlcblyP3E6uMb9xhsDMcVT2bEjXiGh7rqtALmIZ7wC6P8kiQ8bdwtW2ZNwzSA+Ha0ytnMAvfQQtI3t8A3CdlXF/wHXyc9TLD8VDdi953RSHiwxew2jU4/ziAnYHfzGQSJ70Hlwijrwn3Lq8849rIzU8cXB/8NN/yfjHwGVuNmrQ09WFqqYu8QVJfA1isk3lKeqAksFb3pHKnlPG+eC0SsecWiE+2I73aSumN+bzwo5tb0Ny57aV8kqG3Lr/JFtJILDAvHKYodPqoRXd0yThIvmhjWtf8sF7UqqktLpaDqeF8qZWnmJhYQkKpYrS6CDZSsKDwnNQECysOM28UNxLNhw0QwpewreWMv5+cCFKIoPb4JFSh7iSKSRUTInB9Fy9vJ4Ov1BwNR8ZMt4KWWTIuHO42paM+wZ+SBNJaR3ZhldyN+a3VGTFj34Z7xf8tJYomMBP+vDmwCXq+SaS4E4JUVk6ICpB7YOnWO3v70V1XSMu9XoiH1JaOQx2R/SPDsmOApS+mLhDksjgG6J5z7j7gd93DY7DpFejvKQI8akFotuezW4VK6/zqulOp42MAxaLCUaDAdrLC5gsFpFO7o5mMRtxoVaJWcou6Tz75ZXbeTyWw0H75M9C/m1WKzQaNS4vNbDZbFQOrpbIWaT8XlE8er0GGorX7LDDTOEYTRQeiQKr3UbiU4ej/Q2UV1ahvr1LTLFss5thMGhhMBpgsZphtZpwodFQGnkld7sQDnabRZzn1fd5ulk7pWV/dwvtnZ3Y3OUpnO0wWgzkTwUtpVt0C3RaSHjpYNRJebZQ2i8pXA2lnVfwZ8Ei4y7ArY+v7RvoLXaUtC0jMKMPRyoDiUFJ4Aop+dNfBjI+AsgiQ8adw9W2ZNwjCM5ApOHSYENO0yKCcwag0prJkimFjPcLroMrIo12mIwmImA87eZP8QTnMPmrhBbqCx44TkLjteqXXFCKbnjKWCORRb0YYN3c1IC5hSXoKX3OK3eXGOldNrcrfhPttDH504rB8PzG/dsuS/R7v/AhiAzAbFCiorQAcckFJCw0WJifRkVNFapqqrGysoCjw3309XSjvr4JZcWF6O3rh0ZvgEqpQG9PJ3JzMhEXH4+G1lasrc6TUBzAEYmOk+NtDI0OY2V3FytLiyguzEdRYQFGxsZhsNjgoLbHXznsJBA21pZQU1uFsqpyjM3NYHFtGT1dFN7ONmbn59Hd04Pejkb86ZNP8OCpJ4bHJzC/OImi0kI0t7eJdSkWl2ZQWFSI0qIijE5MQ2vUU14mUV5RjhrKS1VNjZj4gAf5DwwPYPvoBGeKE7HmR3l5IVp7u8WaJ0d7G+hoqUdtTTPF243ZuTmUlhQivyAfvcNjYoa4+9fWPky4v2TwpFKdU/vwSu7F+PKpdK2IPy5p6fqWIeNtkEWGjDuHq23JuEcQj4Sba+wdaxBeNIWUujk4xHgMflDI+PGQHq6CcBIh425ngod+u88HkivelX64vN2W/M9/DKb1TiKNe0SserG9ewAeMC2ReLcbtycpbNfRKzvXnxSP207svbIXde3E4GAPcnNzYLPyAHa3T+FKgMXBy2s71pfn0d7RiUsirjx4e3t7C929PTg7V4uUSXRbyAwhSjTnR5icGMHixo4YoC3651Obo9OSS5EGaeuO633h3osMis+iV6CyNI9ERhHGxwbg6/UMsckJCA4Ph6+vn1jw7vmzp3jmHYQsXmHdNxADoxNExOvg5fEc5WUlYlX3jLxcDPY0IjoqCvMkLJbmRpCUnIKmgSHMTI5RHMUICwmBh5cP1rb3xNoiPCZifWUeYcEBCA0NRUxCHJ75+qCpoxlZqdHw9fMXq2GXVtVhdnqE4vZAZHwyNkl8FBRm4d//8z9QVF5OImMek1MDKKsoRUSIP154+2FpYw2Fean47W9/i2ISH8HBwYiKT8Lk2BCiYyLR0T8sBMk3X39F4icTHn4ByMgtxeRQF77+/DN4+0djeHQI4+OjqKwoQURUBJ56+WFufetnqZuPHuIa5QkCnKJr3dSmEoFZo6jp3eTOcVTCbPhauDX+RoaMHwDdy2SRIeNu4WpbMu4RBD26ucLM6in8MolcDW4RMSR6KIiTjHcFP1L5PR6PWeCe5TwLk8WkxdnZqVjN2GKzwu6w4eLyEqfHCqg1l7DZHXByNxOjBpqLCyhPlaLriJ1njqI64JmgXr60Y35qGFHR0egZn6YwLOTmDCeKIwpLAweFyd1FjPpLnKvPoaZwDGYTDHqdCPP0TAGdQY8rpwMmox5nimOcUjw6owEOnnmJ4tddqqFUHqO8pBghIWEw2WyiW8vJ6REUylMYTBYx2xP3q395ZUV7Yw38AgOxf64hrXCNkeFeREaGYXFlGyarCWoK70JzDqVKKabNPVedYJSI4sLaBpzk36DXQnlygksqA+5aw2/jFcfHOFOyeyuV5fsjKPddZFCDIJFxgoqyXEQlFaKWSPoffvWvCIuJgneAP4JCw4hglyKZREfb8Az29jaQlZWFkppGNNeVIcDbC/0DfUjNyERtUxPG+5tIZIRjZnsXizNDSElKRufIOFaXpojIF8LrhQceP3mB8bkV0QZubuzobmvAp3/4bwRTXLwqvG9wCHqGh9DbXot//t//C488/HGs1uBgbw05uamoqmuGyWJARWUpIqMTYKZ2bzJfYml+FPnFBfB+8Q0ePfHAyPQsqiqKEB2XCDu1i7qaCgSQyBkZGUAMpbG0tglRYcH45M9/RmpSLJ54+iIuLR/Twz1IiI7E1NoebDYDVkkElZYWIcDXC99Q2rvHZ+h6oqtSfIn5XnXKeFeItk7tnO9xVJA7pzrEFE8ipXoW9itpQgjx3BBGLmUZb4csMmTcOVxtS8Y9Aj8KeMrQrgn+9D2I8eUTaQClIE4y3hWCZr7k2ZbscNJWe6nCYG8nkoi0FRWXYm1rAzu7GygpLUVsdBzyi4qwTKRbSUS+q7MBOVl5SElMRmV5JY7Pz8BT5UqzBjmwONmPWCKRnWOT2NtZRWlxER1HU7hFWN3YxOnJoegukpKajsqqaoxNjKG+pgr5hUWIT4hHQ3OzGJw9Nz2J1MQExMfFoqW1FWq9Hke76ygrKSC/yWJRPj//IJyTQOE35PEJ0YhLjEd7Tz90Fhvli4jalR2dJDJ8AwOwrdYSn3iJseFuITLml3YwvzCB7LwMlJSXICU5CQPD4zg5OSJi24vpuUXK7wGaGhuRmpCMurpGbO7soq+vk9IUSWWVin5yz+MM3hfuvcigOCyGU5STyIhMLkBbYx18Hn+Nzv5eTC3MYG1zHVOTQ0hOSUTn6BwODojoZ2egqKoeLU3V+O2vf4W/fPYXJFF9HyoURNA7EREWhLahcfR2NiMiPBolVTVIjg1BREQMyotLEBQYgon5Ncom1cuNDcN97fD1fCra1eT8glgT5ej0mEQMCZ7f/hrP/YMxv7qFw/0tijsVeYWVOL88R1V1JWJj02F1XGN3ewVJ0UGIiItBaWEW/CmO4el5VFWWISYhnYSzEw11vOq+P4ZGqP1HhqK8oQXpKQkIDQ/D3Mw0JpcWsXFyismhPiTFxmJ26xAnRztITogisRyCuooSBAcFkWiaEuNLFKenYppj+c72d4KbN7V3/lbJC3RqjDbkiS62Y1BfWugUL97K18v3rxkZMl6HLDJk3DlcbUvGPYPR5kRZxzr80wawTwRKDNKVnxI/Clxa3Ff5JYmCaxIaowNdCPD1RX1jK4aGh9DR1Y783HRB4ifGpxBH5Co4LBLLi3MICfLBsxf+aG1uIsIXimoi4eJLBj3Q+WvG0uSgeFNb39qG/IxUBPhHUBgjiI8NR0h4DBbn5hHk54XHL7yxtLyCARI3zx4/QkR8CqqqKojABaF/ZBLrot98O7LTk+Hj4YuhsWlUlWbD08sLPQM98HzxEI89vKHS6bBK6ersbCXyHw0P3yCsHirFIFvuLtXZxF8yArBLIoOF0NgQf8mIwsLKNhHZCvz+T39AaW0tcjIzEBAQiumpceRmZ6GmoQNN9dV4+sQDw4NjGB4ZI0E0hbnZcXR1NSIsLByeviG40L2vBb7u/5gMTozFeI7GhkpkF1VhbW2JCHYEImOjUVBShNb2TkzPjKOwKB/Ds4s4PtlGZVkJqhqaUVVRit///hOEh4cjnUTG4NgEdrfWkUZC0icgBMEhYfDwCkIjt7OcFISERiKByHtAQCDmVjYlkUFEUnG0i8yMZAQEBaOgrAINrS0YGexAXm4qqpsbUFCcj6zcQhKUpyguKoCvXzimSBQ0kyjJyioSg8wPD7aR9f+z99ffkSRZtjD6V7213i93re+97741M/ebHuqZ7unu6S6mZM5UplgphhQzMzMzM7MUigiFGEPBKOV+55hHpJRZWSpSlaqrfIdM5m54zNzc/Ww3SoyBPxGGV+HB8CWSMTo9R+2nBilpOUQynGhpqEVsTCT6+tsRHhaE1r4hNDRUwePZU2RnZiK/jAj1+AwmqH1lpKZibk1DeW4iJyNZkIt4KpePlye66H5rampAbHw8tHqDTDJ+KMRDjixq79wzZD09Q02vAs9iujG3ekzu3D74A8H1fSSQ8fcDmWTIuHK42paMXxJISdo4NCCyaAwR2YMwEeGQSIb8Kv6+4Jcv7x3hdFpQV56Hl/6sMBtg53kLS9NIiI9ESW0TnHYLWpuq4RcYjK7ublLAE1FW3Y6To13kk4KWlJYrlFuxLKnThunBbkSFhiI9KxtJ0dGoa+gW7s2kcAWQMtXV1YPUpDiUN7SJ3pSp0V5Ek4LVOzlDSuQcklMSUUoK/ii5x8a8woNbt3Dn5h0iM1XIJmUyKS0LFqcRleVZ8A54ib3jIwz2dCMiKho3P/sUt28/wujyukj79ZkVrfXl8CGSscS7i5860NPRQoprGOaWFaivKRbl2jdb0NvZhrCwV2IH84zUNBSU1KAwOx2BwRHii7KdCMvB0T46WpoQGhGCjz/6EHfue0CzrRWb5jGB+XnxyycZPNzHZjVBo1rFKq+2JJZ43UVPT4+YF6NU8TC6XawqlrDFQ+cMh1ApVjC3tIiC/Cy6bi8xNjqOmMgIeL0MFBPCtzRqsev6yPgUVpUasfLU1tY62rt7MTDQC4VyBXta7rXisfZcH6fQchsZJKW/pQ0Ly6vYVK1hfmEeJ1YLxVVhbn4OZpMJ29sa9PX2Y3FxSew8v0xhHXTdnadWCreJDmr/gwN9Ysf7vaNjbGjWsURhbHTP8O75M9MjaGutRnBwEIan5mCx6LC8tIDGxkYMjQ3jhEjD4eE+VlaWcUTHvCEk71rf3d1F5KQXyrVl7OzvUt5qLCwuwkrkRX6y/UC4SIbUzPkN8Rp9M5t4kdCP5qENej6QC38c+dkIt4y/Z8gkQ8aVw9W2ZPySQC+GOfUhvDNHkFU7S6cOoVjJJOMHgOqN687pNKOlthje3j4Yn12AhhSn2alhJCe9Qlx6LjY2lCgrykJo1CuMjI2Jr/wlNZ1EMraRn5OOpJQ8QTDsTjtOtHtori1F4MuXKCwvR0pCNFIyC7CxrkJxfjYp8aEYGRlEanI8Shs7wLtfT490IzomEr1T01AtTSItKRaJydmIi4lAZHQc2hprKV4gkZIG5GSkICgsEgrVMlLjw/HC2w8TUyOIDPZHckYuasqKKe8QjC6pcEaK4RmRjOGBNiJQfqhu6YFSvYaCPCIOIeHY3NtHY00ZAgLDsW9iktGMUEq7taMT6WkZJH8NSvLT4eHti1WNCpodBdo7GxDk64vC0nIUFqTBPyAIys197OzsYHNz01WxPx/+HkgGEzDwvB1S9jn/M7G7Oe/YbofDwTsy28Q5L0vNc4NOHQ7o9CeoLi+Et8dzFOTkIzIiCplFRbCQ32sKy3NreFUxJynhPH+HVwqznZEbxef07NyLxSSDiyiKTKXlfEUeTrFXh53TOKP8eHf6M4uULt0LZ0IeUu75nNI5fW2jcvDO8dLO+WIXdudrcc4LCTBRsHM6JMPu9gayMuIRER6J9e09CmslYyOZOC9Oj6/Ra/FlnQ1vDHkmZHbAxnI5ObxduAl/ri+pKmX8EIj2zrZ0PKc8hF/aMHLql+ma0XvjlOuX3x8cQIaMb4ZMMmRcOVxtS8YvCaQgDc7t4FnKEOoH1uiUXtLkJr+KfwDopUsPTlJ8bFAsTSCcFLlnnn6Ij4tBU2M9Wppq8OjJM4RHRiA40B+1jY1Y31CjpKQETe390Gn3UV1ZjqKiKlKMzmCx6jE40IHHD+8hKCgUq2oVmhsr8PjxY0SEhSGIiEddSxvW1lZRXJiP5q5+etE7MT89JpYenZwngqNcRBGRkbKyKuTlZOOphzfCQgLgF+CF/tFxdLa34vHTZ5T+S9z54nNERsZCpVxGZko8PIkMBPr6wN8/CLMKjaSskfJ3TGQoLycHX9y8Dy8/b3h4eoghNjaHDd2tzUhISMOxyYyxgS4kp6ejd2gYpVzGjm6MDXfC0+s5fF4GICE9EUVl+YiPjibSEgJfz6cIDgnDqkqDwsJCJCYmuir258MvnWRwDqxUu3eGFxvWsXLH53zvki3NDeJzyc3tZ7UYoFSsYKh/AGtKFSxCUXfHlcxrJgPUhgR54LSJyLjPpeFSLjnY5ueEeF7whwlW4DmuhQyRCGonkjzSsejlc+fDPWIiXSoLkRXJnW1XuSg/Jxl2158cY2VlAZtb2+TG8pC7u3yUhlQP7M7xJCNkIsPzBnh1M2kBBen68JX66a/SrxVce64aFA0R2Dgw4lXhOKLyx2CwUT0zyeB2IdeyjG+BTDJkXDlcbUvGLwisPDQPbuBZfD9GlrbpBU2vB3pJSC8TGd8fXH88ZMqK4+N9zC8uQrW+CYfDQcaC7S01pqYmsbm9I77imiwW7Ozt4ej4GDabDbu7u+IrvqTYWXCs3cXS0gp2tg9wSuF5z4nt9VWxz4Bmdx9W5xlMpNDzylQHlIaVlCudXo9dUsqMBgPMZrNI75j8tFotFhYWKL0l7FGeJycnIs+NjQ1yX4JGs0nykVwkq/ZwHwuzk1heXhRL057wClPUVoQyTeWzWs1Qr6swMT0tejD4KzZ/hdYe7hFx2oDFaRekiScXH2iPSb51MfncSXVwuKfB7Ow0+e2IL+kHJMvizDRWV6ic+/sw8YpUZLPcPzd++XMyZMj45UBvcSC3YQ5+yV3YODReeH/I94KMyyGTDBlXDlfbkvELgpFeEgXNi/BM7oVqTy9eEqRakY/8kvihEBMjeaiGIAqur65vDA/rYH+XEV9dL/pLRgwhEcNMeAdnVuDdcRykqNuIoJzBwdeKwoqvz66v0jysRXx1prBfT+/cXHQXX32ZwDhI3rfCSedCZmFL7UL6Ku124y+XREnFF3U+JzL1mjfrouNTO8nEx5SO0yKG3pxRPq9Jdh7iw35seFjMGZENkSfLJNKS5Pu5IZMMGTK+O+x0H9f1ruB5XAumFXt0K9Czh+8JGTK+BTLJkHHlcLUtGb8ASMN6zrBzZEJsyThC8gbFKlNCuXuPYiXj+4HrV3rZSgqou0KFTiqOpDDSmdvlHFJ8jsuGz91udN0ovFuxF2mTUs8B+OzNQAXhdw53XLdxQzp2u537S0NQ6FgKRX8sx3k8hojDTm+8WDb+STJyHE5BuPAQGZZVCM5B2Y/IhRRSxBd5u37Xg7+H1aVkyPjlgDgGeibX4ZXYjvYRJZ3z0DS+H2TIuBz0vJdJhoyrhattyfjF4DVWNk7ETt/J1VPii7n4Qk0KoVAEZXxPsJLpUjTdh8JIbvyfq1VSRvnoopHCfDNEQtKhgPv4HbX825J5LzjSt8nD59+U+HvCviEoDPcx/+djd/rneZ37vy/vnw8yyZAh47uDPwxMre7QPdODkuYFene4N+RzBZAh4xsgkwwZVw5X25JxnWCdSPxIKSIyMb50AO/UIZR2Lokx/2KID70o5JfEDwFXmqvi3Iesf7r0Zkm95i/3LkehnF4IcCncCb5t+P9bsd8cfB9clONdIyUo5eaC+0DYUqkkScQpGTpjBV2cci+Gu7eC//Mx9+yQrziX4p3/P8/zOvBzkYy3Q0pnUnz38fn/68G5LOe4Tnku4ueU45dS5l8mmGSsbWsRljuE5NIx2Bx2ume411KGjMshkwwZVw5X25JxXaAnP78UhJpLRMJ5Zkbn+CZexPeja0ItxsmLVV+EwiRDxm8P10Uy+FyQL3H/Sfcop8s+kt+5+enBuXCZ2BBEpm63a4YgpizH96ntH4rzvGR8A6hq9rVmJFVMIDSzH8c6C7ViuVdPxrdDJhkyrhyutiXjukDPfTfJ4P0wLHYzaroUeBHXg2nlPrlxAH5BsLLjiiNDxm8IPw/J4HAcx63Ackz+8Xh2h0iJjfBzWW+ZnwUXMhOK/c+a+XvAeQvq9ZOAn4tv8mByR+eSm4xLQVUkFg9pWYB3QifUWycQm/K5vGXI+CbIJEPGlcPVtmRcJ8TLk14Cp05oDUbk1M3BP6kPmkO95C5eEDLJkPFbxM8x8ZvDcJp8jzlx5rTDoD/BsVZLyhnPieLhitIqYqcOG+x2Oxk65hW5KJo02f/nAz8PeHM8NtendJ/BbjPBaNKJTfi4tkU1XpE4TqdTLNssrY5mF8szG/R6ypP3+pAIh4z3g+vG5nCivp8/VnVhYnHHRTLkOpNxOWSSIePK4WpbMq4T/AJgBYdXljo0Ip4UpYjsQZxYrOQlrQzCfR3yO0LGbxE/33Ap+tH9ZiPFua+7FWUVZdATmeAdq3npYJPuECsL0xgcGcXo5BRW11QwWmximeIffmt+35j0JDhzYHd3C0qViuTicnIaP1yCHxb3FIrVOXT1tENrNPInEHpOuf/9ODCJ29raxtb2tiB2DocZCsUyBvoHoD0+IXL34/P4NUOQUGojPdMbeJHYi/ZhtbhnZJIh49sgkwwZVw5X25JxneAXACtFZ6+h2NQinCfsVUzALL5UkqIkXhC/DZIhFVGUlgyX+XxPC/5eKr0q2Ze/OtORy4g6ctcVJSJeqNLfN8LtJ6Uo/Ti+ZFNuIi1OhFw4D1foc/CxZCQ5WGZ3CCktjs9u5ziPc27eBefnJGWZYlK5OYgU6uthWUaxizLnJbmI/1/H+/JhSOVypy/Jzz+hNl5wfTvd89TOYzPcMd4Ofy4bH71bIxKknN+HqycZ7HbBnerY6XDAYrHAarPSsRkDXY2Ijo7EwuY2HKTI854hyoVJBHh54IPPb+Du/fvw8PLExPyS+Gos9W6QcdjF3iIOsq1WK+xOOhf7jvBeKlIYq9VGcRzCXexh4rTBajHDZuOwTmGc5GazWcTGjLy/CX/Z52PuQWEZ29qakZ2bDQvLe8phTbBRukyI+F7hPVaEPBTHSobzYgLFcpktVorHedE9xfk7rLCSu5S/uz3QlXKHt5JsFEbs7i3cKE1ya6qvRHBoIDYPDkW5OT8mPbxnDJ/zdWKS4JZb7BtD5bJYTUJu3ixS9EqQbFKaVrEZ5uHhAWpqalDb0CD2ddGf7KO2rhr5RaVURs6D0+H8HGQoDuV7fn/K4Gt3embHxPI2fFKHUN62LN0zcg3J+BbIJEPGlcPVtmRcJ8Szn5WnU0yt7sM/owcFrTOw8ouTezhYeRa/Xzfcyg3Xg52UDwspTgb9AfQGLQ6ODnFwciJtFPfaTgGlYRNOUmpYkTJbDKQo8UZ5rKSx4k0p0YtV1JpQStmWMmE3VnfPf6zQkxJH8XWGE2hNBlJezGLnb0k5IgWR4ktXQUpTSooVcVaUTimunZQnUnxISRL5vmal1YAT/QnJRWSRQroVXzEsxxVXcnPJJvCalDQjtIYDHJnNpNw6KYgkL/8X4VxhWTnTGXXY1WlJEWalVSoLE5sLwQjuM7dxKxwUjvLnM5aZh6UYTZS3Xk/1SjKzAij8ee8MJwWnkKyEUlQRh+O7jjg5d75S+Rx8IOJwXB6uIYgTlZmXY5bIGwdmiw8ofVEnLscL+D4kI+1bSQafX5Cc6tBE9bc0N4O+nh5MTM9jj85XF0eRnBiDyrYu0VNBDQvK+WlkJCagsWMAytU5RL0KR1ZhGba2tjAyOICRkVEsLC5gZ2cTY6PD6O7uovTGsXd8hMODfczNTGF4bBx9fb2YnJ2metbiSLuFqZkJ9HZ1Y3R4DBs7G9AbD7GyPI+e3i6MT05AvbmBpaVF9PYNYmp6DvtHWqjXlZhdmKH2egzFyhx6e9sx0N+PFcUajEYz1tVqDAwOUprD6BkYoDQ2odcdYYHy7aa8+odGsL69A93JARYXJtA9OERpc3oGuj5UL3R/sXI/MzeHvoFuTM6MYufwGMfHe5iZHkF/Tx9S46Ph+9Ifa5SOcm0Jc0tLsNA9tK5ewez8DJXDgFXFIvop/4nJKezubGN9fRE9fR3oIFnnV1bpHjHj8GgPk1MjVIYBLCwrcHKsxZpyDUtKJXTH+5gcG0JtfQ06evuwRXkZqM2vrS5gcGgYg4O9GB8fx+GJnuR+91r/NsH3FpO7Jc0hgrNGkFk1S88HvidcAWTI+AbIJEPGlcPVtmRcMyQV9hSDs1vwSupC3aACdlbahEIlKUW/9neEUPqoDljB4a+z6rV5tLfWYXxqHHU15aisbhDkg5VpqhipXpwOaBTLaO9oxqpmi5RGXqGLCAPXpyAjrlpjyxWHT8TpG2fpi6uWlJ3ung50Dg6TMrNBitI8KfFGinI+8VeQjDckQboq/JX44GBXKIL7PJyD0rM7rJibn0JreysOjo8p1JvM6B+nIZVWcnRBuJ1if1uFrs5WjC8sUT3YyYXLIsURSYjApMbbLBgiRbK2uQ02qgdJkf962lIcToOUe/FzwZUYW0zsTh0GjI8OoKa+BSYiV/xVmgkOl5euCtkUVsThY4lMcS2InChti9kAHREUIa8gJeTLYSkEh5TicEpSTQpJ3PUhDB9/HT/FcCl2FcqY04qh/g48fvYYXr4BSEhMx9D4JPZ2VMjNSEVaZiGlRxJTWDWRjJTIMGQXlqKbrmtoaCQqGzvQ2FiHv/35j3j2/DmKCgtQkJuNO7fuwNfPDw8fPUB+WQUmJkbg8fQhvrz7AN7eHnj67CmaW9rQVFeJu3cfIcA/CI/u30d0YhwUiiVERkThD3/8MxKTEpGbmwcPCu/lE4ikpFRBEMrLyhASGoah4T74eXvBw9MHT5/cpzy9sLC0ipKiXPznH/4AP18/3LlzD5ExSVhaWUJ+RgoCfb1x89ZtRFFZVxbnEOzjiT//7VNkZedAQ2SEewXsNiPam2tx/+FjUY6nT58gr6CI7scGkvcWfHx98fkH/4N7Dx9glohNIZU5NiEFZmqT5SWFCAwOIkI1DB9K28PrBeIT4tDc0IjW1iq8JGJy8/YtPPfyJVKkQFV1OW7fvQ3/l8HIzM7D7PQ0crKzkZiahebGWty7/xAv/f3x5N5NvIqJw6pqFXGvQvGnv3wIb5/nePLoCWroOjhEW5LB4HtNc6BDdNE4YvJHYbTyEuhy/ci4HDLJkHHlcLUtGdcISd0iRYaU5/ZRNV4kdKJvjifrSYqQFIL//7ohVNMzHgahh1F/iKGeJsTGhGNgYgKNteWIiniFY5MJDvGFnSvnVIyfL8xKwf/vf/8D4jLzYXE4xNAOo9UEk/EEJoNeDC/hoRxGIgxWq0WQAmnYilWcGwxG0YvByn1OVjrSCyswNj6KwuJibO0fwG41Qq87wQmnZechKayAW2CzSHFNpFgtLc6iorwU86tK8rPh8HAXlVXlKC4tET0ZPInVxsNUzBzHAAvl7Vbi+cJyr4Sd5GSZ5yYGkZyQgIaufiqrFWa7mZT3ExhMBlh5qIhQ3F/DataTMlmMiJhU2J02mM1G6E50MFE456mrR4OVckr7lMiKmcLrqAwW7p0hdzvJxPKzPDx8x27Tobo8H4Ehr7B/woSB6sXmpLjS8B8jhdVTWD7mScdiMi5dD73ZDL3+CH3dLSguKcGRkeSk+reSPDxMiIfCWKgOeWgLuxtJPiP5cV1azRT/5BgGujZ2p6uH4y38NBO/2ZXrxm45QUl+JrwCX0LLQ4voGvE8i6OjHeSRQh4bTXVL14j7ZdREGoOePSSF/CN4kGKbnpGDLSKVTQ2V8CdlWrW5hdnJccRHhqKxvY3KbEZZUSG8/HyJGHQhihTj2o4+HB6sIzU1EU+ePkNqUjSSM4rEtWhtqYcfKdO9fUNISU5BYno2LBYjivPziIS8hMFKbZbaCF/DyvIyBAUFo6AgB/5+L3GiM0GxMoG42FDkF5ejvDgHPkRcjihsTWUVHYdDs7eD5bkpdLY1ISDAF54B4ZibnkJSTBTyympEjw3XLdfZ0f4GkmPDcOvuPTFsKYRIw8uXAcjNSkNAYDCRUCsaq8vg7++HeSIZBbk5iEtMFb2PpcUFRBiCUEptn+Xep3uHh34Zyd7QrKC3twvxsdF47umF6vom0WOUTkTKym2Y4m9tqolkZBCJi0FGaiqRjWwiwGb0tNUgkOTuHuhFelo8YpIzcXyyh4KcXETF5RDJEJdWBoHvoyO9FWnVMwhK7cfBiZldJU8ZMr4B1G5kkiHjauFqWzKuEfxaZ2N1OFHTvUIkowdz6hPy+W29FFgZNuiOSFEbRlN9NTKSYuAXFIDe6XkM97QhMjIME0tr4ou99KXcjrXVOVJEYnH3zn28CAjC5rEeWh7mMTGE9rY2UgDr0NPdgdHxcTS2tGJ4bEIM49jQqNDb04n+/h7UN9ZjYnYGG+plZGemI62wGutqBYZHh7CnPYFyZR71tVWoqavD+Mwc9KQoHx5oMNTXR3I2Ynx2CkoKPz4+AtX2Ho731jHY34XSsgrxtVql0WB7ZwtDQ/3o6u5GfUMjRsbGSUE3S0SDlHhWyBfnZ0jeGhRkJiOIlLqGrl6qjwPMzIyjvrkBbT0dWNvUwEbhuWVYiWCVFBYi8lUqlfkA42NDqKmuRVt7K5Trm9KqP2dOnBHp2tveEMNk6ptaMLu4ROEPMb8wg4bGJsqzAdOLyzgxHqOqNBcPHz9HC4VtbG7C4opCEAn12iraW5uF28LyCpECA1aJWNXX16Kjrx/9A90I9H2Bv/z1I3QNjWBubhZjw4NEzgzY2trA+ATVDdX59MwYKa216Onvw5paSUruOOqqK9HY1IqVNbUg2u8SjZ+OZBBJNR6hJC8T3oEh2DGckAJ/CC2V7fBwE9kZSYhNSBfKK/fYqBamkRYTidK6Fio/kTWqVwsRzpa6SoQGBmHv2EAEcQQJEYGo6+wgkqZFWV4BXpJf/1AnIiJDUNHcid3NFSQlx+IhkYzk5Bgk5RRDb9KjpbGOlPlQ9PYPICszE1mF5aJ3qLwgFy8DQrFHdakzaEmxPkBlRQkCXzLJyIcftfu9oxOsLE4iMT4c+URAKksp39BYIk5m1FeXUpgQNLY24fmTpwiPfgWPp/fh6ROE+ZlpZCQnoqKpg55BUs1w/R7sqJEY8RKffv4l8ovKUFZWSm23WfTuBAaGQ0uEoaYkn0iELxZVKuTlZCE0KgaHR7tEAJKJWAWjvKyYSFMQNg6PxJDH5cV5xFL9PX3yBGEvffDo8UOU1TUIopVeUIJjw7Eom0ajQHZ2CkKCopCZkkIkLJeI6QnaW2oQGhxAbacX2TmpVG9llO4einKzEB6TBdv7L/VvEnwLGImUFrYuwid+kJ5LBr6yLl8ZMt4PmWTIuHK42paMawSrzDyIhL+gFjbNwiepD+v7Frrj+aXwTWrSrw88LGlisA/ez56SAhWEp/fv4aMvvkT39CKWp4cRnxCB2s4BMRzqFHacnZrQ0lyHcCIfraQAh4aHo65nFGrlPML9nuGzz28hwPc5/vD73+H2g0fwfRmAp55eGBwdJ4WlDh/+7U/wD/ClvHzwxOMFKVGdyM3KQHpRDTpb6hEWEozZFRX6OlsQHxeJJ6QcPXzihcn5eZQWZ+HurbtIjI1DZl4OKqoqERcdh+7BCTRU5uHe7VuIT0zFs6cv8DIoCJ3dbUSEbuDew6fi6+9Tj2eYml8Gzynhya3zRCQC/Lzh4+MFn+cP8dEnH1JZe9DX3oRHD+4iKDIUD19QvUSEi94cbhlWk9ZFMlKgUi+hpCQPcbEJuHP/PildSTCL+SR2GI53kZueitu3HiAhKRW5FKepqRZPnz9FcGg4ggMD8OiFF4ZmplBWmIn/+PffIzQ6Cp5eT+Hpy1/hhxFByt1zj6fw8fPCM29fTM3MIo+U8H/9t3/Fq6QUNBEJekl+f/nrJ+gaHENNZQXCqNxbRLpGhvoQExOBtq4OREUG499+/0fk5OdhYLAf9VVlSE6IFUN6+Mu7yWanFx0TjXOF6KpJBrvxPcck47XDgs6mBjx/7o2qxga0drdggq7vBtVnWmo8ckr5Cz+FJ6NankNuZiqae0bg4GF5RHLtp050NzciNjIG+1oTDraUyEl9hcAoKm9HMxKiopFHCvTk1DBePH4CHyIzNeWFCA8NQHV9M0pKi/Dczx9tRIST4mIRF58MNZHdgsJ8FJQ3iEnhnc318H7xAjWNrejoasf41ChqaysRHZNARLoVvr5eqCKiyD0ekXQPTC0uELGoFD1cxza6RxoqEBEegRoi7i8DXqKhvR2xr4IRGhqFZSprXnYm6tt7RG3x04jr12o+QV1FARERXyKRQxgaJuK4NIUGIlQez7zR0NCEYF8feHp6Y31nj653GZ4990QD5eHx7BkCieD097TDzzcARSRLe1crKsroWifF0j2WidK8dPhRe+8mQlpclI3nvoFoInLc1dOFuflpFBfnIjMtl0hvPrx8/NDW2Y0Eqp9X1L7V62soKsxFenEtdMY9VJTkIi4lVyYZF8A9pPzRqrpvDZ7xQ5hVHIlWL0PGZZBJhowrh6ttybhG8Mudv84f6cxIqZpEUFo/jg02l+9vB6dOkxiu4+MfiF2dAWNDPYh+FYa+mQWoFsdIoQ9FSX0LKRNnpOTZoTveRFZ6Mp6RAtbR2YqAAH8EkWK1ujyPtOQEUm4asb4yjpTYEBRWN0GtmiXFMQH5VS3oaKpESOBLrGzvYm1hFHGvwhGTmkEKUCoyC6vQ0VaPkNBALKo2sEbKZU1DNUKDA+Hx5AWqSGlKToxEcn4ZbKRs2k8dGB8eQMKrWPGlPyM9CrGkIFmIDPV2tiMw6CXSc9PwKioUXcPzWFsaR2JyNCpaB6gcpNadWtBcVwS/AB8o9/cxPzeIhPhwVFFaeRkx+ONf/gdZ+fkIonQCiRSodvYFKbVajlFSVIioqERotTtiPgUrck89nsPLPwwnZjNOz6xYnZ1AfMwrVDd149TBw8QMKCspgHdQCBEWC9ZVi0hIjKby5KOmJJtIUTD2zCYMdNXTsR8Cw8Jx47OPEB2fhLi4CPiRf31LC4ryM+AbHg293Q4HKesVZUUIpDqyUn10M/kLCoR6d5+uYwcptRFoJQU5MyMeUamFIgxPRJ6bGkc1ETSPJ4/x2MMDG3TdpcnrPNmcVd6rnvh9EeR7RuRed4Lu9maEh4eiuKYee0fHmBrmtheN7rE5OF7bxOpT+9tbGB3uw/KqmsihFJfzUawsoberByaDherXgc3NFRQWZRDpDUNzW6fopViYHcWrkFD4vwxFJJHRjs5OMen5aH9H9JKFhISgtLIa+0dHMOiPMTkxSsRkRgxh4j07eql9RxHBrKiqxu7BAWbnF9DT2wej4QTjI32IJlKTkpaB+RUFLPZTzM/OobO3F0aHDUtEOrgXa4faVktjI2IiI5GXm4sBIg47u7sYGxvDyurqOzX1mtrUMZHHZgQFhyIlOQuLC8s4Ot5HQ2MtEZxYFJSUo3doFDq9ATtb6ygtyqN2lISKukYMkLvZoMPwQDde0b1VWFoMzcYGlWscsVGvkJqSQoSiWyxTu7uzg/LSckRGvkJ3Lz37jqn8k+MYn5jE0eEe3RsVCCXCX1RRja2DI+h0WtFrODA5DZPFgJnJIfQN8L0kswwJ3P556WUnWsY28DSxD4MzWy4/GTK+GTLJkHHlcLUtGdcI0ZNBysrWvgGxxaSM8EQ9G6+289sCj7uurSiCr28AlBub6GpuQCgp1oMz81iZZ5JBinIrT/Dk1aBOSUEdgY/nU9x9+BiBpITcuvklEQ4vdPf1IistBWV17dhYmUJ2chQq61uxoV5AWko8csrr0dZcBV9vb4wtrmB6pBdRYWFIys5HdnY6sgvL0dXWiDBSCvtIWYqJCIDH8xek+MfgxQsPVNXWICUpBvGZuTg43Mc+mb7eHsRHx6OppRk5RAxiElNxoD1CS0MdQsNCkV+Sh9iYCPSPL0C5NIWklBhUNvdK825ObWitL4Oft6dQEof62qQv3U1NKMhOxCeff4E6Om5tbcXY1DT0vCEZ/azmY1LsChERnUxKawOePryDtMwsBPj7w9svBDqTGbxilGJhGgkxkSiurMXBsRabpFhWFOeLnh31zh6RGiIh8a9QUFGG2tJseHr5YGVrE22NlXgZ6E/pR+Pe7S+QnV+MtrZ2oViqNpSUdyaCouJhctL1cFiJZJTA1y9A5NvV0ohgkmNqYQkdVNfcW9La1Ync7DQkZJcIYjYx0g8/un5xsdEIDvDDMyJHWydGQSLEXBK6L3iS+E8xXIrBw7Kk5ZGJspFCxkoZG4fdiu62JiQlp2BPx6sWSUvDiuVhSe5TumhiqVdXHlzHPOfl7JSkdVKeRDxfu+IwieSVy1YWp5GbkYGh4XFpjgeF47kuryk9NmKeEKXLPVu8QpqUD4Uh+aRzyoMn97M/xRe26AVzyySlJ+KTP8vCw+XsXDYuI52LXjMiQWyEbCK85P/uEDUGu71J10nxWWZeBEGUl+qKy8Hp0vUXMpJ8op6EzBxPKoeDbF6ulv3YnS6gqCcHtxuO+8a45Oe0RVmlNE6JwHJYrh8mElxfvCCChcvopHp3mqXezW++1L8t8LWk68SrufXNbuN5ci9ahpSX3AkyZEiQSYaMK4erbcm4RrDSxCRjbUOLiNxBpFZOwUYv0N8aeMfzieEBBL18idS0TEQEB+PZ42eYnF/C2GAXoiLDMTQ1SwqFnRQXB9qJhMRERWBPq4ONlIzZuTFSDOOJJBShKC8HdS392FhbQGFuMin/XdjWKFCQn4Xyhha0tdTik48+RkRsIlKJPIQGBqN/ZBzFxQUoqajBQHcHkuOSxJKjacnRiCYCkZaWDB9/b/QPj6CyvBhPn3uhpKgAtXU1qGtoQEZqBoZHR9FQWwpvTx9UVlYi5lUkklNSMUQKdXp6EsamF6FRLCAvNx1NHf2SgkdlWZgeQWRICOJjkxEbGYFHD+6jq7cPfV2t8CQyVFRaiiYiGv3Do7CwIkvqt92iQ111FRLSstDb1YLQAG+SXeqhCY+IhtFiFQq07mSP6iMDnp5eKCyrQlVTK5W/AQEvvZGRl4+01BS8onpcXltGQ1URviBSk5aTQXUbSuWOwdjkKGKj6TgmAQ1NbejsHsDmlgo1FDYuOV3Ic+q0oam+TgwPGx2bxujQACJDgxEbn4iI0JdUVx7oGhhESUkRskuqhOI5NTqIV2FBKCrIo7CBeOnvhz0mGULpJeVXkAQHkYy9n4RkMATRYGVa2BTnzAaHzQjF6jKm5+aFwsz7RbDN6Yr9GDh7zoL/kZS8/K4YesWysRLMYfiYw3OS5Hd0uIOZqSlsbUkLOkgkRQrHPSLiGUBuIn2RgaT4n5t3zyUj5XHuJ+K5zkW53H6cNufDhskG264wb+K+A5GGOy2WV8jM5eTycrnZz0ViKAznJQgb1ZeQl0OwO8cX5lyWi/K8yUek/67henERF3HOJIXIC7vRuRSPzikcRZfBcNUT18nEygF80wZQ3rb4LXeCDBninpdJhoyrhattybgu0JNfKBj04l5YO0Rg+gDym0i5+S2+EUhhsFlMmJ0ZR0FREZoamzBNpIK/vLc0lCM0NASb+0fg1Z14paLVpUVSaEcFIWOl9UR3gKnpSfQPDhPhmMGSYgMnh3uYnR3Bmmodep7sPD+BlbU1sRTncyIJ+WXlYoiRYlUpll+dX5jH7PIyNOo1TI6PU5o6kU8hEZeKyjKMTY1hi+Q5OT5Ad1cX8vPzMDE1iY2tTcxMkhK5twut7ggjpFDn5GSjrbMVxyc67O9tYXp6HDt7hzg52sPc7CSU6xvSl9rTUzjsZizNz6O4oBQNDY0iTR5eYrOYSeZ5sYxpYVEx5pZWiFCxAkdKlsOKlRUiYJMTRCS0GBroEWP5mxqbxZwJi839Nd2Gvf1tIikNKCgpwTzvZ2A2YGlxhuo5H9U11dBsbcN+ase6agVtbW2orq9GbW0Ntrd3KQ0btjZUqKyoQEZWJgaGRqDXaaFYmcfo5CSsRDL4S/vuzgbJ3oCWljYcHh9SvU+SzKVooes4Pj0NpWYTC/MLmFxcpLykJW95ade8/ALUVFdihq6d0WojpVFSkOi/KOdP1ZNxERyKVFb6Jy29y0ox9yWyTf8kYuBOjd0EuWD53EbyOzeuMOLElS5rwdLfW+abIYXg/9JSwXwk5XtuzvOV/ktuX4fbz3Uo/r0v3DfhYp7vGikdKUX+/67bN+CCp3RI8ZhE0JHkLJ3z2XlQ/u9O3+0i2TJcoPbJH62IemFJTe+UzCFk180RUXP5y5DxDZBJhowrh6ttybgu0PuRv8qRyojJpV34J/ejkpWp3+CLU+hzQsG0SnMdSJnmse+84Vh9bTFy8vJgFV9hKcwZK+d2WOmYh4TwMA5WhsXuzKTAsjuTjzNyc7620AuWw/DOx1bxZbS/uwsJCUnY3NuneJKizz0prPRbKW0Hx3NSeCe9qh2cp53kcpAtfT3l/TjEJn2UByvMPGzj1G4T+1VYyZyJ3Y9tsPOwGVYuKQzHEUNc2J+HnJAcXA5pHwY+ZnmlMosysTyswLMMQn6ei8LL/FLrcH2plMptkeSk/M5OpZ2ZRT2I9CkOKbicl9hNWgy7kYa7sDyvuVxCBhJRpEfHTOKcvCOzNGSFCYQYZiPS5rrkISqu+qJ0eUlhMWRHpCsNZXFwXpQ+DwtyUv3ZKBxfj1PSdOwkj4PkF0OBXO5iM0GWjRVyiivIBLcJ+k0SyfBNHUJZp0Jy5zDv3B5rO3oiGSNIKR2ntMmTw3wPkiEl6FJmKT4rvII+iGvHbnzGB5y3pPKz4R/nIsIK2dhVii3CiAQlWUQDl/7IcGoSkRG5ivSlfNmHY7jd2YXDcXgpHc7fZYQ8UmiGlIL7jOA6kFyltPjIHVLKk87onyQeuYnyux34yC2poF0iLhv+zylIblLKkuzkx/GEIT9hpDiSkWK5/TklyYfL86ZGCK5zKq/oQeF8RHhXCOEu1bQ7BRlUC1SvfG/xkFL1lhaRuaNILJ+GlcfuyZBxCajtyCRDxtXC1bZkXBP4tcivTR5SMTC7Cd+EXrQOrrtemr89SOU+VzxYydPpTrC2tiomqUq1IvlKCsa5qiQpLeztOhdB2X4TQhyz4r29tYW5uTmYeFdtVlykiMI+z91lpIQuHLvAabOTUHx4HD4ZEVvyE/7ix+dv/kl+b3zc/11wnQhfEd/lJv0TkI74vwhFtkvNIjneKGEiEP0Tf+5wF40b0vm5qzu0VCduN5Egp++qnXO4zvgfXSsxnIUUQ6keiEhQPFa8ORQH4WSkFKRzhkiabfGT8hAu/EeH44t78CKSUdqhEIoTExHpyp//1raJZOQMIblsGDYht0tOTtiV3FvmLUiBxI8Jk90Ki/UEFiKNUnkoAaHs8jXm0K4E+JgcuOfEYNLh5HhPzFtgGdlwYEmGt2XlfLjnymAxwCSIGpNDJsOsxvPqWhaRjysLYfi/aGfswfUslHn68SmJJ8gv+TNp49qX8uFYHIdD0hH7kbHzOdlMbCl3EcdisUHLe6yYTYIo8upZPN/DaXfAwHvOOKyUPrlRPYh0SQ6uK1FOlp8JNJP417xTvgnaYy3FI/JLafFwJl5umodZcR3iNRN9ifzyCl2chhjixaTCJfV5mamcDhv0+hMc6bSC6ErDwST/87CM86PfOqS2cobdfQMSiiYQmT8BvZU/lLA71ZNUdXKVyXgL1DZkkiHjauFqWzKuCdJznhWVM3RMrMM7rht9k5tCKZAhHnpCmRE9DZJm8aPhTtNtfny6rBjxF1hWkn7L143LznXhVha5FbP5jnXiji7pmXyhSKE8xeLaDhJLh9E2rKTrJX29Pg8omc09A7KrxlDeOE6KNDlxAiJbV6J8jUWaLvMWpDDiR+3BqDvG0vI0FMp1Vzw2rLq7SQZHkQ7YYsV7dKQXxaWFpMixos3KuEQyOJBUA1L74GNW7ne31zE5PY49Uuy5x0vqTWI/VgSZ3HB0jiuVkMHnwnC7FenSj+pCasfcpsmckuH6ccV3JUR/UjjpCzeVhY/JjSiGyJOHBzbUN2BydkmsWHWoPYTVbodOq8Xc4jwUG5skJ8ejsonycM8CEQtOw0VYpEnhFjG8sLaqmq6bAif6Y2iJIAjqI0gG1wulIeRgGYjmsDxszksqyc1HFMZm5NW1OlBZ10jkh8mK5Cfjm+EmGYcnVqSUTyMoYxBaE7UtvnaiTXAgl5EhwwVqGzLJkHG1cLUtGdcIfmXbT8/QMKiEJ5GM8cVd8YKQIYFfildDBiRcTO/HpclpsNIrKb6SuToZf7x8346rykN8cSZF0a3wSum6VeTvmD4HE5/mpfisqPPQqxOjCev7RlLIrTCZbDAZ7TCSwmSkY2HMpAwbbdg8MGD30CBWImLFVXy1JfVWIj1sLpODVVwqAynMh7tbaGltQG/fsNil3ag3gjfWOzFoIW1wSHI5KF+DHlod7yhvRH1VAXxeBmLHZITVrIOJ4vGwM96xW28xw+EwwWDU4ZjCW2wWLM5NoqKqHMuqdaHU867w/NWf56nw5odmsxnHR4di0zuLg5RD5g1cJ0RIOE2DxSJ6AOx2A9WHTqzGJIiKjfwpDaOR0tEek/wc3kLyH4t8mQhYrXrKwyh6NXjXdqOZl9gdEbvMN3eMYHSoF9m5eVghkqVWKtDY1ICBiSnKw05lM0B7Iu0+b7eTnCYzDDa7NEyQymkmMz7Qj1dRUWjr60NtfRXySsuh5V3l7eRv5p3feUieneQ0Uf4Wcqf6NRzTNdTBzLvwW0xU9gOcUD5WKo9Zf4DivEyERieIZaHlJ+O3ge8f6bmkp/uE52P4Jvdj99jiujdFY5Juh8tuCRm/OdAzRiYZMq4WrrYl4zpBD3oeL1vZswzP+C7MK3njJP7yKeMXCfFippc1DzY5s5LixEodDzO5SDJ+2Nubl/RkBZMVw6vsvXkfrKTQGUj54zx/UD4chQwrLVwPJlKuefK8w8GKuMtTKPffTS1kGXhuifiCTuTh0GDB5qEeq5pjzC7vY2x2E0OTavSPqtA7rEbvCNl0PDC+jpHpDUwubmNRuQ/VthY7x6QMU3yzxUHysHx8vdwi8/+vQyIZDlLODzExOYwJUqznZqZQXVmN6rpqVFRXY02lJkXbhLXVBdTVVaG8qhrzS/OoI5LhGxCM1Z1tTIwNYnhmkcqgxdTUCMk4ik3NGhobG8TX+OWVZVLel9HT34OxqSn09HZBsb0NEy9cME7hh0YwPTmO4qJ8lJSVYnx6hggCkQhqD1YzpUmydfUPiR3HV1emKX43TqjeeQ7RtkaN7o5GNDTWoaqkAJ0d3RS2H2WVJRgaG4WBrtHczAg6evpgsVuxvDSLzt4ejI8NICU+HiW17chMisFf//IBMvKLSf4xjI0MYWZZgaOjPQyRrCUl5ejoHYBCsYixoUFMLauhJRIzNT6G0ekFjA/2iz0vckrK8OThXfzPpzfQPTAMtXoFAwO9UK/v4eBwW+zvMT8/h5m5YeSXFqKhtQ2zC4tEwKZRRmUvLS3F8OQUjo93iWSkI5hIhonaGv+osbiumoyvQ3o2ce+Q0epEYcuytMHrjs51n/P9yHUogsqQ8QbUPmSSIeNq4WpbMq4T9OA32Z0oap+HZ0IX1jb15MTKmYy3wC9I8XXa9WOFg9ykHgTxgJSMKzgfiHD8kwIIxzfhXIbdxU8cS0ThTbr04zgiORGUXFiBpuvDk7fN5hPMkCI6OjYlkQxBDDgeG44ppSOld8G4/OhE+Et5nomvxFOkeM4vLlL60lfzN+m8+b0RRsSTZOYOAOn8bSOl/T6jUisxODgAvV5Hcam9uf3Ej+O9HZf+vX3OvUHcc0FxHU4zFklh7e3vg5nHfotP7xxfqg86cf3c4CPpnAmJnYgJf3Xd2TdiUXGIgcktNPerUNWhQHWbEvWta6hpW0ZVu4LMGrlpyKhR3e42qgvHSjR0r6F7SI3puR2sb/B4fgtMpKjzfg1ixShX/m8MuTHJ4C/925tKZGWlkclDTmYy/vBff0JCSiKee3ojLDwOG+tqxMVG0vlzZOcVoLy2CpWluXgZEELK+BwyU+KRWlSH3eNN5OalIjIhlfyLcefGLRRXVGNkbAQ9XS0Ij4xAXWMTYqOjkFdVgyXuTYiLRlFFFXo6WpCdmY6nz57Aw9OL6uUYTocTdusJKssL4OMXBPXmJspLCxAaEQ2d2HjRJvYeeXT3czz3eoGwAC/8y7/9Hl7BIQgKDcBTL18iYasoLc6BX8grWJwWNNSVISA4HIMD/UiOT0B5cwdKc1Nw44vbqGhqx9BQL9KTklFe14LG+mo8uHMHGZn5KCytRUV5PlLjo1FS34vNHRVyMlKRkleB0cEeRERFobSmDkF+nrjx8DlmFlYwPNQjyjo8Oo+V1RmkJ79CZWUFsrLj8C//9Z9Iy8nHyMQk+ns6Ka1kvPB8gfsvvDG3soCS/EwExSTAKBYF4Hkd7p4pNjLeBt9XPPzMKTZmLO9ag3diL1bUB65710X85eqT8Q6ofcgkQ8bVwtW2ZFwbWElzQm+xI7dpDp5JPdjeN/Hd7vL/rUNSTUldBU5tsJp02D/gDfB2YTDrYXKQ8mg4xtGRFnv7+zg8OoZZDB2hWKT087AMvdkghp4c7u/g+PgANptdDMPQGfQ4oPDsZ7ZZoafz/Z1NHBwfEemzwmY1wmDUk+KvFXnyxFg7KapmgxHHhweU1yF2d3Yx2DeA1q4+MUGWl8k9Oj7E3sEejg0GHOlPSEHcxLHJIL7QG3Ra7Gxv0jXeh85iwqnDSvKfYJ/S2qd4mg0Nenq6MTA+BouV5Dvcw9bODo60WtgcDjFZlhVli5FkI3kcThspngZo9QZKj1eZkoauGCnvQyrr/uE21cseTFar6B05pvwPjo6ojIeYnp8Sy9pyHeipXo8PSQaS60h7BIOJ6vNgi8qiFUN5jBYjDvZ2sb1NbuRvcdhgozjaI7oWVF9HlNfExATqSWnWC9mOsbu9gZ2DXap/aUUvaaIxX0smHw7Ra2G2OkgWM5ZVR+gb3UBDlxI1TCKIKFQRcagi0lDTpkJNqwq1RCpqmFy0a1DVtkF+ZLsNEw4OJ4w7DqVFBKWGiEnLwBpGFreg2tVBZ7LCwUOQxPwHaitMhEg+QZroeHdHQQQjlZTpXJQWZOFleCL0dhMRhSL4+EaiZ7AbIREh6B6ZEcsIO071qK8ugX9AOKZXZ5GdFouMwlqq+03k5WXiVXI+etqa4P30EUrKKqBQKohkNCAsIgpjs/MoKkyHXyjv+F2AoLBgKDRqzEwOk3shPB4/wqMnz7Cs3qS2zCt5OTEzNoBXEaHIyC1AanIqSiqbpBW+qAyTo72IiolE38Q8xvvbEBEejP7JWUyNsfsrtA+PobwoC36BodDRvVNbWwH/oCgMEDlMTohDY/8IejvqEBEajkXNDpZXppGSGI+CihoU5qQROYmCkeRwUv0plqeQlBiFwoZObG+tITcrGSkFVRgf6kJUdARaicAW5qchIjENVrrWk8PdiI8KIeKygBWKyxtaFhPJKC5IpTqOg4HarYnu6fnpMZQU5uL5s6e48+Qp+sdHUJyfjpfRSZS3tIIatyWhLLMRTwgZ53ARfPrZnWeo61XBM74bE4pt0dZFO3f3MMoVJ+MCZJIh48rhalsyrg0SydAa7ciom4NPai8OtWaZY1wAvxL5K79JfyDGi2dmZSMrOxMj40M4PDnAyGAXUtOzSCnMQEFeAZbWVGJ4DC9ly0rL4Eg/sjKzUJCbify8HMwtrWJzZwOtzbVIz8wW+0TMLy6graUZGWnJKCorw5xCIb5otzU3oKCwCKmpqSivrML6pgYTo4NIS0knhbEaQ4P9GB7sRVNnL1bWllFbVYb8kiIkJyeKjfGq6huQkpaA1p5OQV5GBrqRHB+HxJRktPcP4ER3TPL3IT4pBUXlpRgeGkR/Tw96x8ah1qyguDQXMXHRZJdhZX0LdlIybaTgT08Mo662Bgd6PVRrS2hpbcOKZoMUUSvMdh3Gx7qRkZ2B/KJ8KnsOxiansUrhKqtKkJ1biIaGVgyPjaK5qRHbu3sYHOpBWmo60tNTkZOTg8aWJmRmp6CE8l3f3MKaYhH5WZmIjY1FaUU5VNu7WFmYIeUvBzmFJWJvjbGxCdQ2tmDv8Aj9XR1IjIsR5ewZHBPL+opJw3QdeYKz2eqkcCbMLO2irV+B2vZVIgNMLNzkwm2ULsLhtteEqex417Cf1KMhhXXHV7tsBYVZRn33CgYnNFBvaiWyQcqv6C2ieqUGI+7FnW0FsjNTqW3koawwB0FRyaQAM8kogJdfOPrG+hAeHoT65j7s7W4TQdyk614CPyIZ88olZKZE41VCFlZW5hBHdRCemINDInvD1E6fv/BGQFAIWpqqiGS8wszaOvq76+HrcR8+fv6ITaP2OTuG8IAXePWK6i82Bl6e3nRttySSRnV4ckzkJScVf/7jXxAa+QqLREB4SWCWfXK0m9rLKwxNL2NyoFNsqDg8s0DEpB+voiPRNjSKyrI8vPD2werGOl3rLLE7/OAAkYzEODQzyejknfYDMb6owPzCBFKoLedV1NG1zoSPfxA2dndxQMR1fm4MiYkRSM4rxfzsJOKio4hkVGB0uIfyikD7wCAKc9MRGBlLhNuI2Yl+xEUEobGuW9yz4WEhKK6qQmlhFkKojs10vyqIpEWF+CMiOAQZKQnw9PUhkjGGovwsBEUn0nNSR3W+gUOdQbQj6au8TDLeBtUG1w39eLnr1mE1XsR3YnBeI+Yqid4MmWTIeA9kkiHjyuFqWzKuDUwyTrF/YkZK1TQCswehNVjJXX76S5AUCVZQR/o74OnxGEkpGYiMDMdzL0/MzE0iKT4Mf/rgU5SUFyPY/yVikzKF0sX7LRh0h0hOisGHH32K+vpKhAQHwC84ApOzE/D3eog7Dx5jYHgQPDzmzq2bpMwXkbIYhICwGMxMjMD3+RM8IyWvuqoc3j4+SM5OR35uIv77v/+G0sp6LM6PozA/FRHxqegf7Ma9OzcRGk3KYUIs/vM//4DI2GQiHDF47vMc0/OzmBjpFSvvBL30x2MvHywqVpFEJOIPf/4bmtvbSUkkWdLSkVVUAZVqCY1N5SgqzsEzUk5jM4vFxnfce9HX04DAlz7onZhFY0MVQkNCsXF4KJRQk+WECEEi/vLXv6K8thKvIoLh8cIHzW2tuH/7JnxehmN2dh61NTUICwnH8uoakhNe4YMPPkdRUQ5u3/wSn35+C8WUb/DLQOQWlkK9No/66gpkZ2eTLD7ILW9Ee3MjvvzoQ7yKT8bSwiKqiHz4B4VifWcPo0S+eIM9P39PeHj6YfdEj9endtgdDhzorJhdPUTbgAo1HauoFgRh3WXc5EAylW1qVLZryLCfRBgEoRBx2NC5sNlvnY45PBsO93ZabKopTHWrGo0Uf3hiExvbOjFvg/cHAYgEkdnfWUdZUSEKSytRS2VOSM2mereQckz1HB0P9S4PDUqE94uXROByiUhWo4H8XsUkYOtwF2WlObj/+Dld9yTcf/AIsSnZRMCGxByLsIhIRCckoLOzFUnJqVhY38aOZhmxAR746os7GJxcgGJxHMkxYYiJ593Sg+Hn64+1Dd4UkUka799iRFtjBX7/L78TQ4gMDrvo4eKemfkpaj8ZqZicX8EMkfD01GRML6xgYXqCCGQahqZmxHCkF15eiElMwOMnTxAQGIHx8VFBOLpHJjAxPiB2jc8tqcRAfzdy83KJBPaip7MJns8eEcFOFfMyevt4M8pUPHruRe09AY8ePkF+RT0mJ0eRlpYqhj5VlRXj4VMvDIxOYV21LIaS+Xu/FOTnyZPHqGtqluqYyJXt9JTa2TLS6H6IoXqKiwqHr58vRmdmxP2XmJ6N5ZVFFORlCQJjoUckL5Es4z0QREIMAETXBJGMuA50TxLJEISaP9vwSl8yyZDxNmSSIePK4WpbMq4L9DLgr7u7x0YklI0jJG8EOrOdPST/3zz4RUjKlcOEqpIc/Nd//Dt8/ALx9OkjePsHiC/w+blJCIlLxYnlGKWFhQgKT4aZl7okxdGkP0JxQRaiSdm3Oc2orSyBl08Q+ob7kZoUjfKGDuh0R6TYROB3v/sXvAwJwQNSDEMj4zA+NID0xFjUtXfDZDhETlY6vAJekhKZhcDQKBjsp+S+I4aEhMWlYXCwk8hPBIbnljFMClh0eBgmFxQYE192w9HZ34/Bvg7EklJ++4tPcZvyGZ2eRiGlGxaTJDas29tYQ2ZaGtKLKqFSrpJimouwYD9S+r9AQHSy2KCQJ4TvbClI2YtD+KtYUvwzEEsKq52/ZtOPVwAqK8xFYHgU9HYDutpK4Bvgj+z8EsRGxmBgeplalw0drfUIDQ7FkkKJovxsRMVm4Fi7gfzsZMQmZEGn3UVBbjaRiDQoVueQS0qoH9X5ja9uIzG7FG0tTQgPCoRq+1BsMMi9OH4vQ7C+vY2+rjZSkuNx+9aX8PT0hWbvGGazDcqtE/SMbqCOyYWLJEjG3eNwbirb2F5HTRuF79xAU88Gmvs1aOlfRyvZbWRa+zRo7lWjuYeIQ48SdV1rRFyUYh5HzVvpcfpk2qShVjyng4dStfasYnpxB0dE8pm88YpNZoMeayvLWFpTQqlSYWZhCU67DetqJSbm5olwWHG4v4Xuzh40tbYTUdnChkaFaVKGjVYzDg420d3Ti46ODkzPzmB+eRkKupY11bVoa+/A5sEetrZ3MDM/jz29AXarEStzY+gbGMCJ2QynTQcFKdPV9Y3oaG/B4tK86AkQG0mCN0R0YHKoAy8DfFDd1c/qIrmfkbud5Nok4juH/YMjHO7tCPJ3cHyC44N9LC4uYGf/QCxUMD0zhfrmZgyNjFD6CjHUcGl5EZu7+zCZTjBNRKG5vVPsKM8T1ZVbO7BYDFiap3hETicmp2A0m7C7u4GOzg50dneLSdvLSpUYcrcwvyh6tHZ2t6geujE8Og6rzYRNqqfW5ib093WLdFXqdaytqjC1uET174DDRvW8toqmhlp0EuleXp7HLpFnlUqJhcVlMaRvYW4Waqo/u+vZKT8r3wNXb8UpkebemXV4JXShbVglejbEXCtyl0mGjHchkwwZVw5X25JxXeCXAZmtAz1ii0cRWTQOk5XVBvnpL4FfhHZSYk1oqSsX47R7B4exSMrHqkaD/cN1UpBTEJqQKZGM/AIEhSbDdGYTvR+mkyPkkRLv7RuGtXUlKfRpCAkMx8jEiPjSXNnUB4vhCKU5yXjywpNIAY8XX8TG1jaW56cRExWGtMIKrC5NIiUuCuEx8UQyWIGPht5BJEa3h8K8bITFZ2BooB2RUZEYnldgpL8T8ZFhmF5WYWKkBzExYcjMK0DwS38kpWehIDuFSJIvxqanUJKbiQgiSVZScPc0q8hKT0VaQRlKikrw8N5D9Ha34dWrEARHx7OKSYoVKWOk9DZWl+Lj//kjgsMi0D0+LRRNXlHGbjpGCdXJE29vLKpXUFGSDv+AQJRVVyPhVTSGZteodTnR2dyI0KBwLK+piJzlEpnIxfHxOoqJtCUk50FPJKMwjwhQVALyczJw9949dHR1ICoiEklZxWhtaUBEcDA0O8d0fWyoqypCQOBLdPd2I9DHF3kllRgfH8QgnfPSsnOre6jvY2LBk7h52JNEMphsSPMwpEndTBLqu1Vo6ltHx5AGA+O8ctQullSkbG6fYHNfjx1Kb/fQiO19A+Wvx+r6MWYpfV6Bqn9Ug66+DbR0b6C+Q5oIXu0aZiVMB9tEPNrWpXkclF/fmAZbu0SEbE4iFKdknET6eE7PGexi13UHKWjkzootD6s65bkYdjE/hkmftFO6NF/GSWSAl3s9dZCKR22E556IMKdU6xTGyteIzh18zO4814bjEkngPTNeU1wexsV+vGIU775uI3+xyzxdZZ5n1NtWT20qFupDrXh+8Bwk7r3jnepPOU+Ky6tRiTzpFuL9M9iN53VIO9xLu7LzXA5p13qKS+USYYQcRLo4PpVdyE9hef8P7k05pboQu9G70yIZWT42vAwv58v5cdq8cz+78RK7vCs+G96ZX9Qlx+ey289gobCcn+itIdk4XbGLPskh7b8hDWsTO+aT4f0+xFwaqkt+RvDTUn5iXsAbkmHHwNwGfJKIEPev0TWUSYaMb4ZMMmRcOVxtS8Y1glcrUu+cILJwGPHF42JFEPnZ7wbXBL8MT7G2uoRXpMTz8JHk5FSU1zZjZ4cUyaoyZOSWwGgxo6G2DimpWS6F5xSGk0Mkxsfid//PHxASFIwAbx9UltVCsaZAYVEhOrr7cWq3Eiloh9eLp4iKfoW09Ey0dvZgYW4SL549woef3UHIywAE+gdgYGQQzY1VSE7Lgln0ZByhpqoSGTnFmJwcRGZmFuaX1ZgYH0J2RioWFeuYnR4VqxRV1zaK1YMCAwPg7+sNH1L8Z5cWUFddhqzsQjHfYm9HTSSmGKXVDWhtboHns+eIS4zBM5IjMycfFp4wTaSLlS0eZ//ph3/Cg6fe0Jp5AzeqK1Ic7OYT5Gcm4F///d8QEBoEL29fMb9gfHICOdksH5MMYKCvFynJaeJrcm1NFbJzy6DTbqOmMh/ZBaXQ6Q5RXVmClIxs8q/A00cPkJAQj2ceL1BcWYteIg8pycnYOTgmeWxob65FQmIiJmemEEekKC87G7u7e+RvxMjcDmo6V8XQJh7KJJR+nkshhkHxZG4VajtVaO7jZWnXMbO8g809HQwmG7QmC9YOdNg/MVEz4K/XrEBJLcNteHU2DRMPrRFWu4PIkg0K1QmRuB10DRJh6V6j9ClvIhSVnZw3Exqpp4Qnjde0r6J9YBWraiIaFlJoWZllRZYVdF5EQCi1Ut5CgaN65q/ob1b0EgTPFcZ1zIIJP4orbHHOvq5wLsP3vxRPUppFXsJwHJdS6DL0n9yJjG5vURtWkiLvlkfcJcJfyouMOCY3KcgbdymM+C/iSGHc7pIrD1F8I5uQn2WWzLk85CfCsDsfkxsdk4cQ5jxNLssFw2mLsrnich6uvKX02Z/duT6kuQPkK640Jy0ZPua8RAnIuP/LkKqK//E1dGJ4YRPeKQOo6ZF6MkQdi7Ym15mMt0H3lUwyZFwtXG1LxjVBvA/oJbu2pUVY/hBSSidhc/BLQMa7YMVDq9ViamICQ8MjWN89FJuJ7Wyuk6K8Ib4a82pP6+vrkoJD9WrQHaGwgJcXDcfM1CRWiKjYKZzRaBTheGgHf6l1EtHYJ8IyNDyIyekZHOl4aMiMWFknt7ACk+Pj2NjchP3UQoqzBmsqFewcz2HG7vYmpaUh2XahoTR1ehOOtPskkwJanYkU3n2oVUs4OjnBwd42pTWK2blZaLZ2oNVrsb2lJv8NQYxMFh22NjewtbMPi8mElaVFjE6OQaVUkPuWGM7DigN/LV5XzCE2JhJZBRWkPLhaDCkQNosWZUW58PV9SUr2JGYWl4iAWaE91kKj0YiyM46PpWEoBoMeW1sarBPZ4I3ktjbWoNzYhMVqwvamGmtUNr1Bh6WFWSJSk1BrWL5dHB7ui+FEBrMFDifV3+461khOi80sjpWKNWzs6tA3tUEEg5R6IhXS/AtpCJM0Z0KN2i4V2gbVGJndgXrbAIOFv2hzUViJPMW8YhcROd2o7ZjnkXPifnn3BlHtHCMuvx95VRNE1nhn7lNBxrgX4vjEJpbF7SPy0tijQDWRDEE2hHEPpeLejlW09iixRGF5ngYrspKy5jZfy1aGjF8mBAFjsnaKsaUd+KQOoYLuP2mXdxeR4+btCi5DBkMmGTKuHK62JeOaINQXetqvbhwhOHcA6RVTpMhKX+xkvI03X0JJweYv+Q6qI2noihO8mpQYQuEyovron8l4grraauTmFJPiapeGglwMJ8iINPyCh3BIfpwmT0JdQVFBAXoGJ8hNGrIhlHwxdITS4mFcdMxL5fIX6LMzC11LB9n8RZZlcoghKGKYi8ib4rvykvJkssDKrLSvhJMUAEEgKA6TBjFEhfztrjLyHBNWDtjmNCfHepGamICZeYVQGPiLL+CEw6ZFS2Ml0tPzYSFCxbvJ83AcMYyF8hHKM0H6wizlJ8rEYd7I6pKPznkeiIPS4EmjHF8K74pDtjvs6zNeXpR7WXiCtw3bByb0TGygqnOZyAUTDNdwJTFMSk3natFzMTpLpOVAD6uDiQFfU5aNi0P3AZnJ5X34kZJUTnHFMCAxC0Eqgxtr23qEZo0jqWQKFpaN6xHcu8Nl4GFKgN5ow7JqD92jatR1kwwdClK8lGSI8HRKK1PVtirR1r1GRONADFukklFO0qwHkefb2cqQ8cuEm2TQ/TKxugfftGEUt6yI+5XvIJlkyHgfZJIh48rhalsyrgn8kGelb1lzjMDsAWRWTYlx3/LD/3KwEspUQtSUW2kW/8/Bzk5Sdg8Pd7C3t+9SPEmpd/lfBLuxiv4mJXpJWy167O5t4uDEQKekfPOL2eXHY5rPYCebX+YchWOzIupWRpkwkALO+VG+4oVPZy5fFzgux5NKIuUvEnP9d/sxXOlz3qSFS0uZ7mFLo4HFwsRASovjnJ6ZcXS0JXobmKCIeQQi/nnO53DLzMalvLvqUwovyfJ2bCkvSXa3v6sEXGYiHPtaC4am91HVxUo8D02S5mJIvRlraOhaQ9/YBtY2dTDZWPGh+K66eJObyP4MU8u74ktsWaeCSAjX4dcXRljb0SMkZwRJpeOwsjQiriSZJK8UnsnbwYkFE4s7aOlToIZk4yFcFa7eFd7Mj+eLtPUpsaw+hsVObYavH9cPp/F2tjJk/DIh7k965tD9P7VGJD1jBIVNy/RsYNrM94dMMmR8HTLJkHHlcLUtGdcEfsjz0J6ldYlkZNVMyyTjO0DUEL0oXaqty75Qb6Ji6U/0etjoZUsvV6GgOs/DfA3nPiL6mR2OU7OYAEwJudI4z09S3aUjtwL65pgCid4R8TLnl7pEOoT/BfAZpyGlJFEBkT57uOKxA9s8jpo1A/4y7+CScM+Dg9LnnpQ3JIPzdcLp5InJDkFyhMxvZ+sCOQoCRIbi4LVNyCDJKNnuY8m8LxEpDJdMUBXKS2e0YnJxDzWdatFDUNl5PkRKEIzeNYzP7+Dw2CyUfu694HjuHhY3+IzTnlrah2/qMMq6VkVd8nUQnhegJJIRlj2C1NIxUTciLenvjXGDo5ssTiiIRHQNqlEnZOOhUzyMSjpm8tE5pMb6lk4MuWKlTETkapAh45cOfm7ws4fa7IzyEAEZoyhoXKL7TCYZMr4ZMsmQceVwtS0Z1whWLefXjxCQOYisuik4WOHiNwCZ99mX+bF9mR/bl/l91zCX+bF9mR/bl/mxfZkf29IxK31ks0Lptl11dzE8hxM2K+H88r3g9022dMwvaR4m9Y6fOz92+4ZrxROU2WZCIM4vmLfzINst98V03X4X7ItGbDZI5jyMVMY3YYl0uIc1ueO8Lz0pHtcJ20w2zsO8Hd5V165zcSwsbr12YbifyGx3YkV9gKZu7r1YJ6VdLcaC8wRv3qm7qWcd08v70JscF9I+NxfzkOrlDBPLe/BKG0FZ55orHN005HURym0jwrNGkFYyLOSQrvPbdfLGFqyGJCaCtrljRN/wDhENnoBORIMIxznRWEP/OO8AzyscMdHgXg2JwHzNvJuHy36f20X7Mj+2L/Nj+zI/ti/z+y5hLvP7rmEu82P7Mj+2L/Nj+zI/ti/zY/syP7Yv82P7Mr/vGuYyP7Yv82P77WPpnuZz/tAxqzxAUPowCusXxXBD9wcLMWnfdf/IkMGgZ5lMMmRcLVxtS8Y1gR/zTvrNkmIWmNGLnLoxsfSjGPtOP/7q9K79PreL9sXj99mX+bntbwtz8fh99mV+7t9lYS7zc/8uC3OZn/t3WZjL/Ny/y8Jc5ue2vy3MxeP32Zf5uX+XhbnMz/37Rj/+Eso9KNwBQm2V/pECc4btPQO6B9dR69rjQsx56KRjspt7FZhf2YXJTKSEwrt/35QH29z7NL60DZ/UQUFWpN4k0qNc948bTDJCs4eQXDYIm4jLVIPneHw9TZE3pcs/CyldG/sG9I5soJYIRgUPneI5GmIyuAr1XWtiHw2zlYfH8dAzjsWpv22ErCKHt+33uV20Lx6/z77Mz/27LMxlfm77h/q57W8Lc/H4ffZlfu7fZWEu83P/LgtzmZ/7d1mYy/zc9reFuXj8PvsyP/fv/FhqkdyjZ6fftHoHgZl9yCOSwfOzmIRIvcDv3kUyfuuQSYaMK4erbcm4JvCXJH4hzCn3EZDSh6jCYcxrtFjWnGBlQzay+WWa5Q0tljaORTtVbepwojfBaLZgamGPCIYa1a3SDt3S7txqNHQrMb6oweahTqyktkxt/H3pvms4n+o+BZ7G9ZHizxPcSYki8+43WNWWEeGZwwjP6Ca5vj3tZbbXT7C6roVm7wTKzRN0Da2jumMVlUSKuDfDTTQ6htRQb+lgIqLB+3Nw3HfN+/KQjWyuy4j7c5PNMZqHlfBK6ER23RysRDBEzxu9cwRVl7syZFyATDJkXDlcbUvGdYEe8vwleEV9jKC0EfzFuwEf+jXiI99mfOTXJBvZ/CLNh2T+5k9t1KcVHhHtaBtYEYp4a69KbHLH5k1vQLsSI5O70BwY0TK+hvuRDZQGtfF30ny/qcNffatxM7wdjQNK8IpWovvkna+w6n0zwkqm8d/eNfjAn9Nvxoe+7SRnyzvpNeEDMh/6tuATkv0L/0bEloxgdceANc0xmnoVghi5l7blMvD8jNHZbSjW95FVPoJPKO2P/VqF+ci3ldKS71XZ/JJMi2j3f/Mnm9rm37zb8HlgB8raFmDjzQ6JZHC/h0wyZLwLmWTIuHK42paMawQP3dAbTZhZPULH9Da6pjbRO7GFvknZyOaXaXqmttAxtU3tdQvjq7tQ751gYmEHNe0rYlgTD5OSejGU6BhWQ7NzAp3ZhnnVLsXToJPivi/dd03P5CbdDxoMze2IZW75XhHzLd7RjkxWO5bUe+ifVKJvQkNxt9E7uUPm/fn00302PLODkdlNTC9tYedAB63BhvGFA/BeHtIkcJ6jQUSJjjsGVWKi+PqWASMz20Q6djA2t4eh6V30870q36+y+aWYCWr7ZLqp7fePb2NwfEvsQbOxe0Qk3SzuH/7JJEPGu5BJhowrh6ttybgm8KOeh0vxXgk8rl10Y7+WNgJzvQZkI5tfnhE9cHxA6gqZ7V0TOvo3SEHnPSdWUSE2vOP9KFSYXtmD2e4QvRC8L4iYb/Qd27cI9dq1shPPA6H7Q+RNfm+BHTgIGTH3VTq9xNCdRoHFHh8ki5FIyua+AePLR6jv2RC9GNKKU2wUqO1cwcDEBtY2DNg+MIuhU6IMZFxZy0Y2vxxDjZL7Kqh5in+irbpXkBPvGeEh/mTIcEMmGTKuHK62JUOGDBnfD4JlOGF3OLCqPEEd74PRxuRCIU32btege3QLu4cmQZpFFJf9SwJLZDDZMLu6g6a+VUEuqls1qBYT13l+hrTHR02bEnWdCozNbUNv4snrHPPd2SEyZMiQ8fcJmWTIuHK42pYMGTJkfD8IJfsUeoMF4zN7YhO7arHhnkLsjVHXtY7ppUNY7OfLvv5SwbKZLHYsKg/R3M8ESTJMMMQGfa3rqCXTPbyJjT0DnMSvpPLIJEOGDBm/DsgkQ8aVw9W2ZMiQIeN7gZVsXulp78CArgENaniytBgmxXtkrKGtXwP1plYMR/olEwwJEmFgQrSi0aJ1kMhS56qYn1HbpkEdEYyWbjUWFEewOniIGIWX/mSSIUOGjF8FZJIh48rhalsyfjGQ1RYZfx/gkd1OIhkb2zo0EbkQcxgukIz+sW0cn5gpFI8O/zFw3xM/7X3BfRL8sxLRWCNy1DGkRJ0gGeuop/KMTG9Ca7QKYkVvYyGOO44MGTJk/L1DJhkyrhyutiXjOiGUllOySF3h1XMgTfyWzc9t+CH7rnlfuF+ykeRmAvCueX/495l3y/31euAP+UwwbE47FOoj1BHB4FWYKjsVqGxTopqOx2Z3Ybby3IUf3p7Fvhh8Pwhz+bKbIg57vzFfT+8bDYWXJnKfit3UrfYzaLYN6B3aREOHCp2D61gnMsUTxcUKV2I3dY7Lk9F5xat30pONbK7RcFvm7fbc94HUtrmRSzeHdC99w40k4zcLajsyyZBxtXC1LRnXCF71w2q1YOfQDOXuCdQ7Wqh2dVDyJmGy+QkM1+3bRk31rd7VY31HL2zJ/L1cA61ks7yiHDqsUzu6aNRkvh7vfYbT0It2eJ4un79dFyoKt3mkx6HRiEXFASni62jp16C5T4XaVtdO2Sv7ODHZsHlwHu/7mrU9SZZNyk9ntAgSwErUuwqSzXmKvRMTVHT9VDsGKHe4HJyGqwyXGh3db1IZ10R4HfZ1JlgdDuzuGTAytYF5KqPZ5sSp0yGIldZshXpfkk31netWNrL5eYyC2uQKH9N9oGJDbfVIb8IZ3SeveZU3WOkWIqIh8wwZFyCTDBlXDlfbknFN4G9KDnrYr24e4VXBJO5EtOFpdAeeveomu0s2P4nhuu15yzwm8yjGZWLpnMyTmL+Xa9DpslnebtF2ntH5s1dkLthfj/c+464bPnany+dv14VHdDtSSocwp9oV+0dMTu1AvUFK98YJhsY0GJzUQEHHMyvbiMzgdNxpfT/DZXkc0QWfuAF0DG+65ne4ejQuYOPAjKTKOdwKaceT6F4yXXgc00HX8Lvky3XWKxmK6x3Xi8r2JeiIVFjIaE1EKsiYLFYYzCYcE8Hon1UjILmN4vywcslGNj+poXb/KLaT2nM3Hkbyc60XNb0rsDtf44x74XjJdNGr4bqBZMggyCRDxpXD1bZkXBfoIc/DLuaVR/BJHMDDmFbkNk2hsHEGBY2zKGgi8679PreL9mV+bF/m913DXObH9mV+bF/mx/Zlfmxf5sf2ZX6Nc2TmkU8mr2EOeXSe2zSH7GY2s8hpoXMy+XT+jem8z+37hrnMj+1L/PLZkMzCJpNH7SWvYUYcZ9fPIL1+ClkUNruFykNlyiMj4l5M5+LxBdudJpsCykPU1zthCpum0Ta0jO0jA2ynZzglY7c7xApNNicdn57CTsqMeucQtV3TFO897fmdNL9mk8mneKF5A7gR3o6yjjWxqhNpSNKNcwGKbQMCsgZwN7wROVwvzVQXbN6X7zt58HEhlVEyCyhrXsD4/CYOdSas0H05u3wozPzyPhRrhzg8MhOB2kdV2wTFnaS6nZbyeV8e73O7aF/mx/Zlfmxf5sf2ZX5sX+b3XcNc5sf2ZX5sX+bH9mV+bF/mx/Zlfmxf5sf2ZX5sX+bH9mV+3zXMZX5sXzguJJsNP7/yG6cRWTCKG6EdyKqfh5XuU2kIIvdiyCRDxtuQSYaMK4erbcm4LtBDnp/1i0otgtKH6EUwBSsTDzL8vdZJ5l37fW4X7cv82L7M77uGucyP7cv82L7Mj+3L/Ni+zI/tb/aTxiqzkeYUOHGk1WL/4ACn/JXvlL/0SR/5ePy9lfzt9GJ+N53zY0pHmIt5kBFjot92e9eWjqX4XwtzyfUXNqVvsduhN5lhtpOMJKuDjMVuhXpdg5XlVdhtdqk8FOF97el9aXOdnOh12N7bg4niS7KJWQdvhXVQeg5KVOpZcMJ56sDm7gnmlndwpDPTOU+QtuOUZGJZ35vXe9zetTmfkeVdeKb1o7RLIdLi8eX8u4i1bT1CcnuQWN4LM5VBuibvz/ei/eaY0jzlcpCLuHZ03Td2jtDSp0BtGxueAL6Grj4lNBtaMeyEPw5QkxGzRTiN9+XxPreL9mV+bF/mx/Zlfmxf5vddwlzm913DXObH9mV+bF/mx/Zlfmxf5sf2ZX5sX+bH9mV+3zXMZX5sX+bH9tvHvMEk33c8m8mBadU2AjP6kVe/QPesQ7xwpDvo7XtIhgyZZMi4crjaloxrAylN9FtYP0ZQ5jBy6qZJuaWHv9uQwvM1+31uF+3L/L5LmMv8vmuYy/zYvsyP7cv82L7Mj+233Lia2Wb2QKonKZNiyAApxlaLAU311UhOTcaR1Qob+ZFqTq/mU5xoD7CyOIetnX0xGfg1xRdzAiiuNKmYzp1WHB0dYGePSAqnyXmyVn9Kr3wKz9kKOVzuYqIwu4tjis/y0Iuf5ZEmE5OMRGqYZXB+nA+nw/Hd/hSNknJie12Fod4+bG7uwSHIhBM7G2qkpqUgNSsHVioPpysUcxGP5eeq4H8ko0hXNEHXMZnTU/S2t+JVWBiU6m0Rj3egF7JTZLEBnTuskElK98Rox+jcAeo7VBie2sbRsQlOB8UR5bhQByK+y754/D7bZaYW9+CbOoSyTgVdFfrxNXhHQeKejOCcYSSXjRDhIgchH5fRlc5leYhjCi8mqDMx416ZM6yua1HbrRAT2nkn8yqeAD66jq19LV0i6fpK8SgfTuN9ebzP7aJ9mR/bl/mxfZkf25f5sX2Z33cNc5kf25f5sX2ZH9uX+bF9mR/bl/mxfZkf25f5sX2ZH9uX+X3XMJf5sf2Wm6tdkjmjZ8ucck98wCokknF6Zidvfvbwe+fdu0jGbx0yyZBx5XC1LRnXBH7Is+K2RCQjMGsQ2bUz4Gl58sP/isAVKd679FJ1OmC3mKA3nEBvNMFht5FObUdXay18fV5gZHmFlHWrUCBJzcTceB/C/L1RUd8Bs8MOq9kMi9UMs8kAEx07nHbojzeQnpkE39AoHBsMMNtJST2zwWk1wGjQw0SKPn/NF98XSYE124zQ6k+gOzmGzmSE2aqD2XwCI8lloHMLyeS0WmA2GmE062GnPJiYsCLvcFhgNOqhN1lgtdkwO07tJT0V43NLMJPMdpsVM6PDKC4thWJrD04nx7GRzFZYLBaSmcpOcR1OVpD5iyYTLjrkH9WDjcpkpnqpLy3E43v3MbW2CTsp3g6HESbK12Axw8YKCoXnWJKK4iRS7IB6R4+mPg0qeeM6IgMDE7zTN+fFYTmcFOfNBRHmu2FqeR9+qYMo71ylOmSiROm8E31tR4fQ7GGklkwIUiUxm6+TkcshxeO2YjQ7MLm0LzbjqyRywaaiQ03l2qZrZ5aSF0lL+XxNIBkyrhPiHpE+SswoDxGQMYKCxiXRw0Gu4pki+IgruAwZDJlkyLhyuNqWjGsCP+QFydAwyRhAVvWUpBrJT/8rBa+ooj06wMTYMBob6tHe1gnl2roYLrWyMIHwsGBkFFfDccYkgV/ADsyO9SPEzxdV9V04OtjD9PAwenv70d7ShvbWdqjXN7C8MIl7t27g3//0EToHhrBL4bTHu5TPCJoaGtHT04uN7W1Stm042N9A30APKivLUVSQh9buXswtzmCgtxOdXT3oorBr6nUsLcyitbUVLc3NmJ1fECTBSgRhZXkeLU0NaKG8l5VKbGmUGBsfx/r+ARGVYyhXFtHW1ILa6hoMDY1g/+gIWt0B5ifH0NfVj872TkqzFUrlOhEQibiwMnLqtGB7ax2dnR1obWlBTEQobt8hkqHcJDJ2hPn5cYrXhPaOdqysKcUQMkl5Z6JxRsTFivH5LVS3KYhkrJNRobZjDQOjG9jaMxJR4hZ9cfDS92vcPzfJ4N6o3SMTukaJNF0gGdWdSkws7MFm47qjoOIm5fJwXjJk/IIgGiiTjFO6j+n+IZJR2LQsPnjIJEPGN0EmGTKuHK62JeOawA95VlZWNo4RnDOAjMopOOicXwAyrgo8xt6O4cE+vPTzQWhQIL78/Et4+gbhQG/E4d4G4qOj4BMcCysPpaIXNL+EZ8d6Ecwko6EDq7OjeHHnLv7l3/+E2zdu4W9//gtehkRiqL8Hn/zPn/C///m/UFrXhDXFMqrKCvDFF1/Bx9sHt2/eRHB4JLa2NcjPTsWHH3+Cp48e4p//6Z/wyMsfRSUF+Mt//gF/+MMHCA9/hZq6OiTGv8LLgJd4eO8+7tx7gMnZeUwSOXr88AHJ/TkePXqExPRMtDTWw98/EL2jk1icHoDn0yf4+JOv8OjePXzxwd+QkZuHpZU5BHk+xf/5x/8kue/gwz//D7x9A8Wk5lMxxMqOoz014mOj8Ps//DcePnqA3/3DP+B/PvgS48tK9HQ14O69m3ju4UHy3IGHpxeW13mVJ1a0pbkgvDxuy8AqKolkVLSpiWRoUEVko7Z9jWRbh2bXAIvDQXHcROP7aDevf0aSwemeic34llTHqOsi0kQko6pdjep2JZp7lVhdP5KUM0Ew2HA+3ycPGTJ+Boh7RCIZk4o9+KWPoKRlRSYZMi6FTDJkXDlcbUvGNUGoKvS0X9s8FqvopJZNwcbj2OWn/xWBK5IVYjtMxhNsbaqxurKA1KQE3HrwHHPqTVjNR0hLiMW9h75i2JE078KJmbEuBPp5o6KhlUjGIPxfeCIyJQ9msx6lhXm4+/g5llfnkRQbgvue/jBSVmtLswjxe04EJBwLi4vITE/FnYdPUd9Qh7ioUEQnphMRWURkRCiCY+PQ1l6PuzdvobKmHXbHKSw2Ew73NVhbVaC+shJPnz1HUXkNCnLScPfuA2ztH8Bk0uPIYEBvRxORJj/0jIyhOC8Vt27exfr2HszGI2Qlx+HL2/cxMNRH8ryAb2g8zCYTGquK8cTjBWZW14nMksJxZsNoXwueP32GsroWStuAoow0fPXlffQTeUl8FYx79x5ibm4BdZWleOzhiSIKx8suv37tgN5ix9TKHup6FKjhr/6kjFfw0CIiGpVtKlR3rKJrRCOIhvWUlX4mGV8nCZfhZyMZoj6c2D0yomd8SxAMLosgTG3cM6PBodZEAaW0JZvN98hDhoyfA+IekUjG+MoufNOGUd6xJg+XknEpZJIh48rhalsyrhFMMngDvoiCISSQkmThCbPy4/8KwHXIr9QzOB1mzEwMISjoJe7c+gr/8f/8A/70wScYX1URyThEVmI0Hj7yhvmUJ//yZGwmGZ146e+J8sY2LM8NIjwkDNlVrUQGTKirKMSTF16YX5lFSpybZLzG9Eg/vvrwL/jHf/49bt26g4/+9jdSzL3Q1dGK+Feh+PLuE2RlZ8HbxxtlRDw622vg6+2JwellOJyn0KjWkJOWgPuk2P/tj3/E73//n8gqKEV6Ugzu3n8Knd1O4ayksDsw2NWMQF9vdPYPEEl6hZt3HkFvs8Fp16G6NA/3Hnigo6MDsVHBeJVTAqvdhI7GUnj6+GBiSSl6IZynNvQ2VeHFk6foHJ6E3W5BQ2kRHtx9itaOHvg/eYD/9b/+N27euo8bH3+AO3ceoLa9F06em0F1dGK0YF55iMGZPbEZH5OKis41iWh0qFHTpUbH8BaWlCfQmWziWvwySQYT+zMYzVbMLO8QYVIQUeJhUkpUt62jsVON+eUDsTzvOblwm+9RGBkyfg6Ie4RJxhlGFnfgnTKI6m4lkWgmFzLJkPF+yCRDxpXD1bZkXBdIIWKSwTsaxxaPIKp4Aiabe+y6jB8HJhi8WtRrGA2HSIuLwGdf3cD86gKK8hJw+/4NjC2v4fhoG6mvIuDlHSKUd17xiWPOjfUgyN8b5Q3dWJkZR2RYKPJrmsVE58aqQjx/9hjTikWkJkbgK1Lot45PMD85ivBgPySk5eGAl8Y90QlbuTiFyJd++NOf/oo7Dx4gq6iMrvk2OlvL4evjgYG5ZZw6rGiuKsedr75CQ0c/+jua8cLjGXKLq1GQnYSvvriD2RUlNrc02NzZQk9bPQL8fdA1NIzCzAR89ulnmF5Ywub6GpJjI/HwiQeGR/uJZAQhmkiGzWlBR1MZPL18iWSo4KC64aVmx/ua8fz5E+SU10CzrUYmEa5bNx6gk9JNiY2Bj/9LbBwcQKfTQas9gdXGk9FJPRFaCivypzDbTrG4doQGIgIV7Qrx1ZTnMdQR0Rie2sGh3kIKDodnmiFNHf+u+D4kI+07kAx2Y1827MvnUhkcWNVo0dTnmujdyfMx1sSqUj1jm2KeBictQ8YvGqJR810mrcQ2ML8Fn6R+NPZJPRmSH71jxH0iRZEhgyGTDBlXDlfbknFdoAc9TzTdOTQioXQcYQWjYgiKpALJ+HGQFFLex8BqOUF5cSZu3L6B1JwMPH5wF3fvPcT8mhprihlEhQciKaMQdn4Bi5fwGRanRxATFY76jgExDColMRGVTe1EMuxoa6xCSKA/lNsbqCrNwV8/+BhFVfVYWlpARUku7t17gPyCAhSWVqCpuQVLM6N46f0Cv/v3P+D+o/t44uGBgtISNLbUITwiHOOLCpye2jDU0waPJw8QFZeC8JAQfP7FDZTXtWJspAfPHj+Bl48/omLjkV1YgvaWekRHRWJ4ehYTI3149OghHnu8QER4GJ4+fISiskqo1MvITI1DVkk1EQo7+rsaERYWjnmFmsiXtDLU3tYq4mKj8fmNe4ii9L78+EM8fuyJubU1dLQ04iGRosT0dFRUVKK+vgHb2zuCGEtauqSys2J/oLViYHwb1dwDQIaHGdW0qdDQtYbR+R2xzK1QckTE796+f5KeDHbmcCLEGWyOU6g3T9AxoEa1mOy9Lnpiqui4sVeFBeURkTRKT8SRIeMXDNGsJZLB90rfzCa8E3vRNqwSczLEstP0VBT3iNycZVyATDJkXDlcbUvGdYEe9Nylva+1ILliCoHZQ6SMWcnjuythMr4ZrBMKyvDaDu3xNjo6W5FbkIemlmaMjk/hSHuI/p56BLz0Rc/INGwivIiJo8NtjI0PY3V9A8eHe5iamMCyUkX+DqyrljA81AedyYCDPQ2aGmpRXd+EvcMjmAzHGB0eQGZGOvIKCjE9M4OR/k68ePEUaXkFRETmSal/hbsP76Olpw9Dw2PYO9KSrKdEhnSYmBxBdn4h6hrqMTQ+giWlGja7WcwlKSjMR0llDRSaLWxtrWNsdBhbe/s4ddiIUKyhuKwEOTk5mJyYhtXmgE5/hNnpUcwtrojx2VsaUvgpzqH2hFUQYV6/tmF3dxs1tfWoKK/A8OAwJqbmcKDXw2Y1YmF+RtRZVlY2hoaGYTLxF31XRQklhev3NezO16SoG9DWt05EgxR0Ihk8abqKCEddtxpj87s4NliJ7JxSlO+qsP8EE7/ZiUgS1zcrXRYbEYwtPboHpbkXLDOTDDZ1nSqMzWzjxCAN9eI4X8tchoxfEkT75/uL7m867prQwCu+R9jSMEeZZMh4P2SSIePK4WpbMq4NrDQ5cWy0I712Hn5p/Tg6MUsvChk/GpKSyQqnoBqSzYoqKaA8lMBh06OxpgwRUTHQGgxw0EtYLNDqCsOTwHnnXP7if0bKMSvl0hAhfklzH4l0zsadA8cVbsKF/p85MU+Kvp/PC/j4+yGPlHUfLy9ExbzC3omO3vWcH0vK8TkFlkA6ktJ0/zhfloHdJBlZUZByZbhTYD8+5XNKi2XhoOKc5XqTAv2kWPxfCkQWH5EtlYDL5pqsfSmk1IwWB+ZXD9HQzasySSSjuo2OyfD+GYPTm9g5MBFpIhlYHiHo5fhpejLoCtK1PjHbsazWor2fCYY0/4IJEg+Tqu5cQy8PkzowUp6cDqf57fLKkHG94PbP9xfPuXqNtpF1eBLJGJjbpHbM88343pfubrk5y7gImWTIuHK42paM6wIrp6TA6i1O5DQtwCupVyhh30X5kvFtYBWTFWQmA4IesG5J71YmD7yKlBV2qxZKxSrml5bphWwSQ4qYVHDvEn8F5KFsYtlHIgqvxepI9IJmd/GTFHhOV9oJW3qxn6uinD+d0fV12ozQaBRobm5AeXEpBgdHcKLXiZ26pXjSFozi1S+UaFdewoUIDh1JM3UoTZJHKgPnxS6uspHhArrzZkWb/bkcnKREHNif02TyQMeiLBxayov/S22PXER4lwycwDuQ4rzJmSyOcwqt0Ybx+T3Ud6lRQwp7TRsp7O28czYTjTV0j2ig1GhhNNmEEuTOjw3/3gWTDN7xu5xIyjnJeDucRDKGiGSMvYdkvG34WvHwqAOtGZOLe2jsJiLUymSISRFvKEhko3MFHSMqKLd0JCPn58qTk5Ah4xcNbqfU9qnN2h1naOhX4kVcJ8aXmWSQO3/U4Hua7125Pcu4AHoWyyRDxtXC1bZkXBv4Qe+EyepEYesSPBP6oNrVkzu/BGT8OPAblJVNyUgKJx/zS5iMUNbJnY5Z8RQKs7AluG0RXPxjlzeuBOn83PX8XLKlng8mENzrIZReToPzEIHOw0rm/EiSlsO7FH8hGx+54JJFSsGdzvtw7sdpSMoFuQhHKe45pGNRH+KM85TIyDfjXT+KReG1egvGZ7fR2MHKu4oIhnvPCZXo2WjkeRozm9jeN8FEBFta9YZsUV6pxOKPFKKJ5V14pw6jnAgLh3tNRro/OG/JrO0YEJIziJSyQUEpKTHJsFIlwlKqFM/mcAjZVtTH6BnWoI7kqWnToKaVCAaRjIr2dTEno3NQDRURId5IULSNS+tAhoxfFvj+4XbPG2dW9qzAM7Ed88o9un+4LUv3j7jHZMi4AJlkyLhyuNqWjGsDK3JOWGxOlHetwjO+H0vrR+TOLwIZPxn4/cqatKRN/wSvWykDiSiQLV7snNm3g2MKBYDaBceT1Gk+/27x3w8p1a+b94HllRT9H6SIkELOE7yPdFYiGjto7OaJ1G4jrdzEKzbVtK+ipUeBibkdQTYMZodQikSvkEiHJKHjydU9BGQMoLJTKTaqlBQl9qQwruun3DYgKm8E6ZUjYjUxiSZJdX96yvMunCSPDQoiDn1jajRQ3nWtStQSuahuk+aP8G7lNZ0qdA2rodw4hsPJ9eDKS4aMvyNId+4pTDY7itsX4ZXUCcWW1nVv8b3NVP6bnwAyfpuQSYaMK4erbcm4NtCjnpRJ/mJa36eCZ2w/ppb3yF1+/F8JqBrF8CJW2IXtciNLfOxmJ/HiZXO14LkYdqsRehPveE3Ks5SZy/ebIaQh5fjMacHJyRH2j7VwsrA/Qkbe2dtiJjksNlI9WMngwVfvS4/UjzMHbBRWbzTC5hqW9Z0JjhCTFRhpLsuJ0Ybp5X009Usb8/FcB95Do7KThyZx74GSyIZCEJGhyU0oiGAfai0wmu2w2p1wEEFQb2tR2TqLoal10dMhFH8uA9suwxvo1XbNon1oAXaqK4fjDFYiLXqDHbv7Rswu7YuVo5jYcE9KNZGLmtYN0YNR3bomelvqulQYGN/A1q6OiAynL+UhQ8bfG9wkQ2+2IrdhFj4pPdg4Mkkkg9u1uIOk21WGDDfoeSeTDBlXC1fbknFNkJQlUshImWsbXYdXXC8GpjXiJSDjR4Lfp6SkOmxmHOxrsLoyj5WlZawsr2B5ZRVr6k2c6E3iSzcrlFcJfpk7ecWn5Rk0t7VAubMPXlXpu+TDV54JyuHeJirKS1FaVQvrj1o+9TVOjvcw0NOF4eFpsVv3Gezk/PX0mFA4idwsTI2iobEF+wYztU0e7vVde9Y4TWk4BqVGZ69hsp1CoTlC19Aa6ruluRnSqlPSylPu45p2JeqIiLT2KohwbGB+9QCaHT0Ojq3Q6uxEeuyCfJgtDpisDhjJmGxs26Ej92MiNAcnNuzsm6FW6zAzu4feQTWaulZQ2yaRC86nUhgNERweJkXkgntU+rhHZRtHRHB4Hg7LLhkZMv7+IJGMM2gNFqRVTsM/fQAHdH9IJEO69WWSIeNdyCRDxpXD1bZkXBP4RSDGopMi1ze1Ae/4PrQP8zKpMn406E36+tQJg24fleW5+PTjv+K//v3f8E//+H/Evha+AaEYn57HqVPagE96MUs/EVd8yWYjXCQf9/lFI9zdcSQjJo2fWtHTWgNvHx8Mzi5JyjrPKRCicTgRRRxLcwc4ben89NSBiVFeBjcNiwql2KOBe0Lc/mzojE6opfC5kE/yk86lMOKYwqgUi4gIDkZySj4cZw6Sj5Rpd6+ACC+B0zx1mFBVlIWnT59j4/iE5ObN96T6YSVFivO+FsqpuAmGK0UhAhEuIlgHxyZMzO6grXcd9R1roleBezGqiVxIZIOHLG3QuUas8FTdxmEUaOxRoat/A31jGxia2RaTyicXDsjsi+NRcuuf2EDnkBrNfSrUdipRQ0Smup3i8ypRbHgyt8iDdyKXDB83dCnRO0oEdP0IZiIt7kn1F+tEhoy/L4i3ivjtHRqQUDyJsNwx6Lh9830rhhvKJEPG10HPPZlkyLhauNqWjOsCP+WFgunE6OIOvFP6UN2tkF4GMn4kqA75qz0p7FrtPhSr84iPfYVPPr+JgdFJaDa3oDPoiITsQaNZxeLqCtSb6zCZ9Tgj4mE0HpH7GpaWFrG+tYVD3RH2ttVYX1/HMoVVqpQ40ethJyJjsRixu72DpeVlKJaXsLt3ALvdir6Wavh6eaF3dkUMV9qjdJZWV7FKZm//UAyjslrN2NtTk/ssFhYWsbyiwM7RAVTra5ien6EwVuh1B1AqSZZlBdRqNU6Mehg43o6GyrWE9e1tOrcTOSEycGoj0uqgdC2U3yaWFhfR092GAF8fJKQWwkHxDg43sKxYwYpiDTsHB2JYEjdGMQeESEZlUTYee3hCfXiAw4NdKBQKUT/rW9swm7n3xypUma9DNGjpUICPJeLBBMVicUKzocXQxDqa+pWo7ZJIhthXg5ePbdO4yAYvI8ub+kluPKypppXIgyAeZHiY1VtGJdKoJJvjVlBaHJd7LnjOhSAtLpLBNq98xaRkdmkHRyfSbuRvpGYNjC3xX4aMvy9wSxbLbtO9vL59hMj8ccSXzNJzRH6nyLgcMsmQceVwtS0Z1wXSZJhQcG/GjOIA/hn9KGpaFAqZjB8L/vJPCi7VL5M4HgZUWlyA+088sbF3BN77wmQ6QX9PKzw9X+DLm1/hue8L9PT1wajXorenCY8eP8Ynn3yC8Mgo1DfWIDr0JR48eIavvvoSN2/eQE19E4xmC+ZnRxESFISPPvoCX332AeLiErC2rkFPax38vbzROzWP+akhBL8MxoeffYEbn32M+MQUqDY1WFueQ9SrKHz85cf4w+/+GX/6419Q3dKGmqpKhIZGELk5xkB/O549fYIviCA9evIMzZ1dmJ2fRmRQAG7cuoeYeMpPpYGTSMYZkQyn04alhTmEvAzERx9+jBtffo5PyY5PzYVGuYSU1ATcun0Xd27fQXJaGrYPDt8McHI6zEQycvCISMYcEZvqylLcv3cPn33+KfwCgzG/tCJ6Q/hr/3cDKzdS7wZzZxIRBrMTyo0TDE1p0D6whsYuIhwXehsEUeiQjDScins71sQqVVUdqy6z8pbN8z3eNiqxWpRENpSoI0LT3KtAz4gKs8t72D+2iCU+z+flyJDx94+LJGNJvYegzEFk1CzQ884VQIaMb4BMMmRcOVxtS8Y1QiIZp1jRHCMoh14IlTNwsE4m40fifSQjn0jGc2j2j8TX/pXFSfj7eCI4/BVm5sYQEhmAR099MD48iKCXzxEaGYf1DQ2mZ6dQXVGABzc+I38/zM7OIjoyEvcfPIVSs4742DDcufcIy2tr6O2qx/27txGXno3OtgYEEMlo7uxG4qtgPCGCs6JSoovIxz1S8jOyM1FRkos7dx5jYnUJhWnxePzIA8tbOyjOzcHTpy9wQCRjXbOE6ekxzFG+LwOD8NTbF6UlhXh06xa6ByegUKqwt7dPigRPuHbAbNQiNz0Zt2/cwfTMHKpLi/GXP/wF0YmpKCtMw1c3vkJX7wDqa2uItDxBeU0tby8oqIBEMrgn4wWWqWyry/NkFqhcTfB44YmkjHzYRJ1+V7B2w4YZtbgcZF4TGTqD1erE9r4eU4s7pPyr0dKnQkO3NMypShgiHWL3bRfZEMe8QpWSyIOLTAjbPc9DIili3gfH71Khvl+FtiEVhqc1UKwf4sRgERvx8dwLNiwLNRQhqQwZf+9gksFzq3jxgqnVPfik9aG4ZUHcgTJkXAaZZMi4crjaloxrBL8UeCz4+p4OkUUjiCuYgMUqs4wfj6+TjLLiPNx74gH1/jFOX9vR11aLzz78AJ5+IcjNzYCH11M8fRGI8sISeHs8Qn1nv5go/ZrCLk4NISLoJUrq23F6akNVWSGeEmHpHRxEyEtfJKUXwv7aiaN9DeIig+Dh+xKtzfV46e2DgtJyBFOY9LxSOE+tONheR2xIEHz8ya8gC199cY+U7DFkJMbB1y+I5NtDaUEOnjx7gcOTE6iUi6ivr0FOVgZuf/kF7jz2QEd3JzwfPoCXbxARhj4cn+gFyTglknG4q0FCVBiCQiLhcJ5ifXUO4cEhCA2PRXy4P/7j939Eek4BEuLjRM9IVl4BlZMIBtWV0yn1ZDz18IRqawvz05OoqChHYmwIPv/sc4TFpFI5qc1+Z8Wcw7mJhtvwdeEJ5Txy/DXs1P558vbGrh6zK7sYmFCje1iJtgEVmvo0aOhZJ/KxTtdDg1oiGjVEJHgiN9u1ZOrIrbFLg5buDbT2raNjcB09oxqMzG0TUTrC/olFDBfhvQ9FmxCra7FNsgjWI5MMGb8W8L1JdxWR58H5bTxP6UFj/5q4C2XIuAwyyZBx5XC1LRnXCB7bziRj78SMhMoJhGYMQGe0u3xl/HC8j2TkEsl4BiWRDAcRhcH2Wnz16SfwC45CbU0NqmtrMDA2ju7WZng+fYyyxnaYTx2wWYyYHuwhkhGEosYOIgomVJflwOOpB/qHhhHk541XCVkw2R3Y3lIgOtQPfoFhaGtugL+XLwrKKxHg74vYtAKY7SZsqhcQEeiPQFL8y8sL8E//+x/xu3/7A7746kvUNrVTOmaUFmbhCSn6q2triAoLwocff4K83Cw8uPUFbj56Bs3REdYVC0hKjMdHn99ASWWDGC71+syG470NJEaHwScgRAznWp4Zgp+XJ8LCE5FE5OOP//1XFJJM1XV1aG7vhEKtEV8+edie08kTv6lsHi/Q1tmNJw8f4RGRnYy0GHzxxRcIi04RPQFCOf9OuEgyWLGXjDSng495Ujnvj8ET8HmlNd6R+wx6kx07BwYoNo8xu7aLiYUtjM1sYnhKg8HxdTJqDE9qMDq9KTb+m13exar6CJt7JzjSW6ieqSxcJtFjwWXjdiApYPRPiMVzWGw2CxwOaWK7JCsbhgh94cyNi66Mi8cXwe4UkvKyWW0w03X4ekhXGNfROd7ndo73h3XHcJuLR5fhPOw34X1+7w/vdmWbJKJ6t1mJ4Fmsot5Fr63bT/zOw14O8mdiS79TpxN6nQ4nOr0r1rvxvy2tXzuolui5x6vmtY1r8CyxB71TW7/5WpHx7ZBJhowrh6ttybhG8EuX9xXgNc3z6qfgm9yFzSML3fEupcgVTn5L/BDwC5frmGrYYSKSkYP7z55DzcOlTq1QL08iJjwYUa/iMD2zgPmFBWg216Ek5T08NFgo6YMjYxjoHUBtUSHCQ8JQ2thNCrkJNZXZeEGK+MqKEqkJr3Dz1m109/ejrLwUz194oqymCV3tLfDz80N7dw9S4mJw6+5jdPb3oKg4Cx7PPVBbW4Wi7ET8+U//g8z8QpRWlqKdSIvmYBclBVl46uGDmZlpMRckOCISwwPd8Hn+CLceeWBqcQHjo33o6u1AcFg0svKKYSdCdHpmh9mkR0F+Jsl0E21EIgqyMvDh3z5AbHI2GqrL4fHkEVq7ejBN5V1UKEgp1wu1/1SQDDNqS3LhRWWraWiE5/NnyCkqRmtjNR7cu4uwuBTYeTUu7on4XuAGfG6k5iwpnuckhI3k475uWlLOV/e02NOZ8fqUh4KwIT/hLxkTEQr1vh6bBzoqh13E420MqUSuEOfkhs+FsktpaY/3MDUxiPlFBRESLhOTewpDeZgMeuwe7sFs41WnOCWKJwjLKaiWBWmhEwrK4fmY/oRM7jbHMXgivQOzExNo6+iG/Y3Mrjube8k4jPjP8Tku+7IbxaYgnKjkRjFZbnJjSsRlFOWgNJwUz0HX4zVde2nXdCZtZ+R2BpPVDKOJ6o6ScudOCYkzKU3KneKzDJym5Of2l0KzbFwmkTkdSG4sl/tc+km1xDavpOaE1aTD5Ngg+vpGYTDqsLWlxs7RMREFK0xE3I0WC4Xm+uMSuSVzHYm0XSlzmahtc7vb3lChsrwELZ09RHYpDA99Y38OT9dDSottqc44NQl85Da/bnA7tTlOUdevwvP4AYwv71Opf/3llvHjIJMMGVcOV9uScY3glyipCbDaHajqWIJnYicWNk7ES0F66br+ye+I7wmqMFag6Mc7UJ/azehub0J8UiopOlqh6DitOkyMDOL5sxf45OMv8PDBI1RUlsFiNWBibAyPHz3Bf//pr4gIfYXullYUkrLdOTRJirgdvd0tSE1Nw7H2GGoiJZHhofivP/w3Pv/yBpGFGuhIsZsaH0ZmdhYWVxVQLC8gJCQI//mHP+KLr26goroWRwf7yM9Owyef30Zmbj6C/EmOz75AQVkVOlqakZCahQPtPjraanDzzl08vncbHo8fIikjG+1dXXj25D4++/ILRMcmQrO1Q0oXf713ii/0StUKwsKC8cc//Al+3r5Iz8hEZX0z9nc3UZSXRfFu4NMvvySCEorFlWWhSPJwKYfDin6qp4yUFCjWVSgqzCH5vsBzyjcgIACF1fWkLLNiyjF+WnAvxPTSJkIyOlDXtSCNsBLKpyuAC+pdLWLyepFROiwUUXHpyf2NwvrGcHuQFHDu9Tk+3EFeejLCiWTq7JKCLjKhNIb7OqitREOxtS31hHBcbkdcR3TGe41w7wtREHKjfEhWMRaec+VTdqf/DpsJeWnJePDkBays+0o1TQechhSGKQVP1JWWFZbueklBZlk5XSk9saHjKSvdUlyJZPCSxHTdyfAQQCv52IlsOE+JbNoNGBvvQ3N7F51zvlIdXKwZqT5F6mRILsmVjAQOKfmRD8shvKR65Lgiuuuc40qEyEGHVL/7m0iMicLLgBixClpORhrKG1pxcrKDgaFe9AyNiN4mKQ4nzDlJEoocuXeLa5vLdmaD1WlDf1c7UhITsb6zL9o7Xy9xPTmOqyySEVdCpCqBj1x+v3JwEU1WJ0rbV+AVN4CVDe71+fWXW8aPg0wyZFw5XG1LxjVCehGSkkFKQMuQCi8SOjC0sPvmRfvmNXn+tpTxncAvVVYBSYljJZGUSl6alocR8NwF3gX7zGGD0+Fe+pXdpLDSMBspDE8QP+Uv6BSGV6SykZZ1SmHZcBje4+SMlDrpWIrLRrif2uCgeDYOz1+ZT4nYUDgnpcfmYH8bGUlx8Pb0wziRmsbaSvgHBKOsuomIDBFPimflJWlPTUKhEjKTcZAyJeZfkOIlSAXLxIa0CyG3y++Uw3NZnKdCDp5LIeITkbCLepDKK+rHVWNc3jMHDyFywE4ySHmQ26lD5GWlfDhvSRn+acFNfnJ5D34pQyhrV0h1zuokK5MXoNzRIzR3FIklE7BQWdyKs5QCn5/CaNRDo1FhTbGMjc0t6M0GMcm9saoUzz09iNjvwsb1w0SDrlVTVT4ePbqFKaUKJ7pjbG6osbGlwcraGnZ3d3F0tAGFeh7K7W3obRbYbAYcH+1ji/xU6nWsq9ah1elhtZ0gNyMOD594inZgMZ1ge0MJxdoqNimsyUbXwmrE0eEuNrc2oFKtYZ3iHx/tYXtXhSWVAjsHh7A5iTxQe9WTu5rCKFVqHBwdiWF/JtMRdve2sbWzgwXlGlRbmzCbjUQo1xAa4o1Pb9zDGsmj052Q3PuUh5LOldjZ36d07RT/GPs7W9ja2oJmcwMmHtol6pjyJHK+v7dF8iqwQnLxDvSnZ1ax/wzH5zbqoDDao21KW0t16sDxwQGFX8P01AgigkPh/zIeR8f7mJ8dxyyls7Q4Bk/PZ3ji7Q/N9g4pxBbo9DoqlwrLRMjXqRxGHsbmNEGr3YNmYwNKtRIbO5tQrvAiCPOwUF2cnOxSXSmgVKxhg9LR26htk2HyqCT3LSKIJrOZmwhBKs9vhWTwbvtZtXPwT+rHjpZ7sn795Zbx4yCTDBlXDlfbknFt4Bcf0whS8ki56Z/egGdSD5pGNJJCKF6IbDicjO8Hl1JB5i2iJg7P61VyomOua6pzdyxxxF+1+Ystnws/VnI5PVZcpTTEtaMjjuGK5TonZZXii6/NIhzTRmkoB+tvnB6TjoXJYYT4+uH2V7fw9NlzIhj1ODYYJaJAbYKH5oivxiJVEZH/C8P/pZ90Lhn3kSs8g6y3Ql5I4+uGykj5EvWQjkU60ldhqbQcxh36p8YZppZ34ZNKJKOTSIbra/27ea8RyQjJHUZS2RiIxpGvVNfub+IOUkgHB/vh5fkCd27eJFLhjfb+AVJiHZgY6oS/33NUt/bCTjHFPffaipbqPDx5dAeTq6uory7BjS9vwMc/AJ988in8fQOQnJ6Mm3e/xBPeB2V8HErlLDJTE+HlE4AHDx/h7o2bKC6uwJFuD7lZ8Xjw6DmRFS16utrh7eWJ27dviTk5o5NT2FKtIis5HvcfPcG9O7dF3OiYWIS9CsVnX32GyNgEIiQH2N1Wo6QgE/fvPaBwd5GakgoNEYPRoTa89PGGr38YvvzqK7zw8sXgKA/za8S//us/4//1//6/EBYeha7uTpSWFuHhwwe4dfMGomJioNzUiPiBXt545uELf5JpbmFJInRELjXra0hLTcLdu3dw4zblmZWLfe0+mhuqEBoZg81jPQ631CjMSkV2XimFVyIlLhGfffElHty/gU8/+Bg+QbFQKVeQn5WGvPIqVFfk4//+//5/8L/+739CYkoK5uZmUFlehtt3HuCTTz8TG1j2DAxgZ0eDwtwMfPXVbTx8+gwFRQWoLS9HdHw6tHot2ttq8ezZM9yh+vKnazMwMw+Neg0ZdB1u3ruP8IgoIiQzgmhLbYavLR//usHPnO1DI+KLJxGVMwydxcaukqcMGd8AmWTIuHK42paMawO/8FgZZcXTicmVXfilDaKkfZmUJVZ4WEliI6l1Mn4cuA65JiX77Vp1uwmIE/Y9r3+JhJACyz0HPESFe0no3D1Uw50q/2dlnNVxQS4oDA/7cCu8b9Lj/xT3lHsenGQ7T0XPghiXz0oRKdOvX9uk3gluB2Q4VZGDOOdc3JDylvB2Hm4IeiDIg0QU3o4jgc+YXPDQG14Kl4fi8BAqLrdEOTgMn3MKb8f9acDDpfZFT0Z554rUK3PK+bu8XeCejLDsUaSUTBBRkOpJqgfJ5o0R19ZWMT46grnJMQQE+MLDPxBGmxXLi6MICfRCek4plZVjct3a0FRVgCcPHmJmeRl5yZH4x3/4V1TWtaAkLxP//H/+ER5+QegbaIev31P4hUZhYX4UT+/fw83bTzE2MYKs1FjcvPkAY1NTRDKSSLH3wMTYCJ4/f4GIuGSMjY0iwM8Xnj6BWJqZwvOH9/HhF7cw0N+FYD8P/F//8E/ILqlATWUx7j16iuqmdtTXlOCrG1+guq4ZLQ11ePHkGXIKy9DVVokP/vjfCApPxvhQHwK9veAb9ApHJ7tITIyh+F7Q6gw4ONjD3OwUlXkRTQ3VePLkKYora9HdUYG/UnyfoBisrG/AYDaLuuY5Hru7GxibHMXKygIp/Fm4S3XSNTKEwoIc3H38AoqDE2wrlxETEojgiESUlhXgq0++REt7OxpqiyndP8M7KJrynEVseCjSCyuxub6MsNBg+EfEwGQ+QVtjFRGFr1Bc24jFhWmE+L/APSIJkzOTRJ6e449//Cu6+gexualGTmoynnkHio0weWnlqelZjA52w9vzGV7GJKOns0EMKSypbcI8XTsVlYfvMXdbkNrurxvcc6fYOEI43ROpFdOwyptkyPgOkEmGjCuHq23JuDZILz5W3FjhXNo4RHDWENKqZmDi4T0uhUlSLKUYMn4opHrk2uYJtdyTIL7Ys7JO526VVII7LLuy0skRWEFhwiBSEH7SdeP/HMMdTzp25yV8hWLjTp2PpXP+z+oPj3MX5EKE5fzYlW13zwcbF0HgtE6JAPDwKQp1Dnf6bgnehiSZJJHk6wojgtM/YfiPSQ2RDMqfCQa3QJZf5H0eQRz9HJheOiSSMUwkY5XKTCUQF8/l6YIgGVmkUBVPiX4M6Y9llq6T027DhkqJtpYWFBcW4M7tW3j42BM6gxlKxTRCg70Rm5RD5eXwVOIzG5qJZDx+9ABTy0vITydF/fFzGJ1OUuJ74O3jjbKmLugNu0hNDsOD576kvI8gKjQIucU1sDmtGOprgedzH1TWNyE3k0jGg2eorSrHB3/5M0IiY1FYVIIXz73g4RmIqZEBvIoIRmJ+JWx2PUoKk3Hz8VOs7R5iaW4CQcGBSM4uQEpCJH73L/+K3IISZKWn4dkTD8QkpqOrpRz+pGQPzCpgMRwhPyMRL3yCcXByiMzUBDx6HgATr3BlOMY8EZr66hokR4fj5ldfITG3CF3tFfD28kD/9JK4N/g683yYU6cDJ9ptjI71ik0ZI/x98NVXt1Dd3oWSomzcpfxXD7XYUS0KkvEyNBLpKdF4cO8FjomoHO6sIj4qCn7BsVAQyYgLD0d6UT12t9SIehWNoNgkIoA65GWk4fate9jiBQicBjRWF+DBg/tobm9DfGwEImN4sQEHbKYT5KSnEMkIIiKkh5JIRmNjC/KzU3D7q0/w7GUE5hYnEeT3Ak89vNDS0YnN/UNpyeU3v183+D7loZrTK7vwTRtEUcs8eMU2cX/LkHEJZJIh48rhalsyrhX8WiDViF4CGwcGRBeNIypvBCdWKyk77O5S7+R3xBWAa5JfwnREGiv3SLAS+v66ZUXf1UdB/hzPrWb/tGBhWCYpP24bLAu3A9ESWG67FSazEWYbD4P4keDsuIDczkQenDdTDJ5yKySRwlwTppb34Zc6KJEMlo/Mu/Ks7egQmj2M1JIJ0RshykL1JpXmNQ73NhEbGYIPP/wQaaSc3/zqJu4/9IRWb8bK0hiCAl8gObNIDE1jkgFBMnhOxl1MEsnISU/AnaeeMFPdT4z0w8fXDxXNPTAaD5CWFIl7vArY7ChCA/2QnFUCi9WC3s5GIgFPUdPcQiQjGQ8eeqCuphIf/umPCAkNR3FpBUrKq9A3MomV+XHERIUiubCWlG4jyorTcfepB1T7x1hemEJIcAASs3KRmhiNf/nnf0V2Tj5KSkpQVVuPmaUl9LSWw8/bAwMLSlhMx8jPTISnjz+OdEfITk3E42c+MFrMGBnqxoM7t+Dj6YW4yGB8+tkniMvNR1drNREnTwzOr1LdiQZBVUhtjdpZS10pPv7wb4iIjEaIrxc++exzVLV3oLI4E/cfPcbK1h7UizMI8vJBEJUrMzUGd+49xzYRhm0iH+GBgQgIioGSSEY8kYyM4jrsbauovJEIfpUo5rLkZKTjxo27WD84gM2qQ2VZHtXXQ3R0tSMxnkhGfBZdG2qPZiIZaUnw8HqJFcU8gnxf4BbFS09OwOeffYhH/iHQWw3YonzzcrKpfF8iMSMHVqd0//xcd/B1gns+nacO9E9p8Dy5G01Da+IDhgwZ3waZZMi4crjalozrhHj58VfrMxwbzUivmYF/ah+2TnhcvkwyrhY8edZCCroJTlI8xFfr99btGcxmLdbVq1AolKSs6YTy+vMoKJKSJ1mnsJLSxBN27XZWs0gGahP7pDQPDQ9hZU0pYvxgvCn3a1jNBuzubuFQp6d8uGbcw8Dc/64Dr38wyRC9QeIL7inUyjlEhPkhLCwMI8MD8PH2xP1n3jgyGjA+2oYAv2eoau7kAXD8ohU9Rc01RXjy5A5mmGRkpOI+kQwLsdNxiu/rF4Dqli4x4To1LQ73PX0xMzeKJw9u48tbjzHQ24ukmCg8evwEc8uLRDLS8PCxByYnx4mI+BPRScf84hIWl1ewsbcP5cosYqPCkFZQJSajlxVnU34eWCeSsbIwg9DQQGQWFqO5sRZPSbFvbWnH4sKimCS9d3SI7rYaIj4vMDKvgNVwgvyMJLzw86XnyQlKcjOIVN3G5OwsqqtLiTg9RG1dA2ro+O69m0jOzUNXWx3ViQ+GZ90kg+qP5wTZjKgoysLtW3fQNzyK3KxkKt9N1Hb2oKu5Eg/v3kNpRT0qCvPxyf98jHAiDbU1JbhBYSob6lBTXopPP/4ML0OioVhaQHxkJLKLqnB8tIHk+Cg8fuwDJbXhxvpK3Lr5JTILSjAwOIDgoED4BLzE8vIMkuLCEZ6QASuJZSWSkZeeCC9vf6rLUQT6vBArvPX1tOPJ4/t49jIEGzsaTI0NYnR0lIhRFMJexcHiILpM7YCvLZfu1wx+otnp2dYyqMLzhE4Mz29KbVqGjG+BTDJkXDlcbUvGNUL6ekwqHb0ETXYLykiZehHfizn1gfhqzcNkJBLiiiDjR+AUa4pFdHS0Y49XyXErle/W7Wsnhvrb8dVnH5Mi9hQdPb1idaaf44sg5yC+ubJYpOwuLU6hprYOm9u7rPoRObKiu6MZERERWCIl80fBVRxugyuzE4gKD0VxbZMYJsWUivMTQa5NSfmxJIPtM9hsOrQ0VePzzz4jZfYm7t25h6S0TOhIaW1pLIGX1wtMrarFnBgxh4YU7KE+/ooeBYVahfraSryKS4SFlLeF+RmxHHD/8BgsFh2q6yoRQ4ruzNwIfL2f4b/+8jH++ue/4NaXN9Dc1i4IbWNtDWLjE8Vxb08nHty/h48+/hj3Hz5EFV1bjVqBkoJ81DZ3wGk3o72lEdHxSdg+PsE6T5jOy0JDaxsO9ndRlJ+Hzz/5hMryKXz9fTE6PiZ6V5LTkzBHhNhGxKm5tgrJaanQW62YHB/Cg7t3cP/RI9Q3ViMxKRF//YDaNcnAO87XNDdibHQQKSmpmFtZp+riyuXnkROnThtWl6bwMsgXf/n4A9y98yVCwsLROz6H/S0VEYVY/Od//BeRq3sICw5HcUkVtrbVSEh8hf/8r9/jMREi7gHJKyqDWq1GWX4RGpvaYLHq0N5ci7/9+SP4+QdhfmEaleVF+MtfP6J4f4R/QCAWV1exv7+FstI85JZUit4IC12vupoypKak4eT4CBUl+VSPH1J93iXC8ggpufmYmh6Hr9dzfPTRR/D39yNyNQ/7KRMM9webXzeYRvHeLmVtS/CM7xSbWfK75ddPr2T8WMgkQ8aVw9W2ZFwXWB9ixYlf6nDC8dqK1lENnsX1oWdqQ0xylcbi80tCxo+HE4115Xj65BHmFWuk7NhgNBhhMpmh1WphNBrBy7maTTqkJcfi9s1bUGl2YLQaYbcZoCNicnx0BLPFLAgHL31rpWODgXsb9DCbzbBaLSIdvUGPkxPugbCTm1Wkz8tpcjxeOcpiNeP4+Fi422w2cX25LVhtVhySm5biOmxmzM+No6yiEuubO2IohFa7j77uVnR2dpBcvB7Sa8qDlzE1ifRFPnQszfGQwGPr2c0ihldJcrOsFh6Sxy4kz/L0KCJCg1BQ2wjrqR0G4wkODw9EuXg53etqfz+YZIjBXtJwOI7DhM1JSrOd6sJhJwWarovRsI+C3FSEhETBYKf7jCcIv+YJ/RTnzEH1ZhXk0nlK8ahO7OTP+084yDhdSxLbyc9C4XhZ1levQpFfUQ+n4xQOB11Laku8pwpvyMfLATvEXBq34bRIFiEXGQelT3mdUnpc33YnkSMmPZwXh6Njvm5nFE4Yjkfp8H4ffH2tr0kOistLLfNyzKe85C0Zkb5Ig8tBslDavIyzg4yN8yF3Lo+D5CSxBTHjjxpizxReapnK6eBykrxnVH82hwVmUXaziHPqsIp6FWXgtISfjdxPRdo2yl+UnYcsUZ3wAgc2Dktt1knXgMtoo3CnnBb5OVlurj8qA9cd1y9/mecyO04tVNcUl8LwssxnVO98DbheuJzWMy4byUPl4evsdJC8nCal9f9n768f40jSdUH4L9r95dv97t27d845c2jm0GD3dPc0uu02SxYzWJIli5mZmZmZmZkZSipJxVWSn33fyJLt7unxaZC7bU8+VVGZGRmckRXPkxkgJl8QZPvdBj8c4BXvk8on8SSxE4f8Rpzr9Dufcxk/FrLIkHHtMNctGT8nBBmUGnYeI9A3tQe3uF6Udi5Sg8lkh0UGDzg2u5fxI2BCfXUhnBxsMbmwjOX5aVSVFKKisgapySkoKSnH2tYOZmbGYHnvK/zbf/weBWU1WFxZwPhQJ7LSMkh8xKG6vhZre/s4PtxHT0sDMnNykFdQjN7eXgz0dCI3Nxf5xUVIozBbW9rR2tGB9NQUVNXWiTcoSuUhevqbkZ6RjvSUDHT39OFMq8UZL1LW24ak1HRk5eVjZm4Gc3NjqK2rx/reoVivoLGhCglxEchITUPX4AiO1ediUG15cYnoBpOenIrKimpsHRyaCfcznBztoqWlCR39RMK5u9XOGqWrBaM8VSnTD7JbmOglkfEEOeU12NpZRW1tBZITk0ReJuYWiGQyXf/p8WNExtW4DPF0ntPPJFRsJdGxt7uO2poqdHcPiAHP0qxeHAcLQcmdZNgfiQ7aivtRuOF9siPiyvZbm8tUfwrR0tlLJJjs6N4Vs4Wxe9o+j5f8XhkOR8wuZj4nxBA/VBDHlHo+vjrP7tm/MHTVrtIh3FJclB6+tpJbvqacZfpXEcdSfMKwfy4OMi/WSeE4WPjwefJL7rhemNgdf+iY3XOcvN4LC4lLEjUiXBG+OS3sT6Sf00dlKI7JXriRIhVp5WPzfxuLJ165W8qX5PYqzXz+Ko18vTiN7JYOhVtSGZRW6Q0Fu+ewRD44XrHPZSKdIw/CUCreaXD9Wd09QUj2EKLzRqDVcXmIu9zsQoaMb4csMmRcO8x1S8YbAO62ww3s7OoRnqT2Ibl6SjyJZALD04n+LAzvnYNJDGR1trfDxMIKuhrL8PHv/wtf3rFCgP9T3L11F+GxKVhZX4SPuxs++vwu+obH0FBfBeuH9+Dh5onosBDcunkD/uGRmJ2agJedFf71P36HwNAINDfWIvypF375j/8KLz9fWD94iH/8+3+CvYs7/LzdcefeXeSXVYm+5hlZMcjLy8VTryd4YGGNvokJNDcU4y6JGx+/QASHRZDQyEMdiSI3Vw+0DYwgJz0JX3x5A9FREfB0dqF030V9Rzuayc37//kb3H9oiyA/P9y//QAJGQXQCbJ3CaViBzGRIXDw8BeipLOpEp7u7ugYnhAkjMcgLEz2ICjQB9mlFejv70BcbBwKKX4b64ewofiPtXpBOn9q/HCR8WpidXW/8XoQvP9j8HJYV+bHhilDxg8B3+8Ty4fwSu5HdvUMtR/8FkeuizL+e9B/liwyZFwvzHVLxhuAK6KydcAzTA0hOGcA5zrpySQ/HZQfRF0HWGQUCZExubiCzsZyuDjYoqlvFKfKPaTHhcPNzQeK81NkpGfC1t0Pp2dHyEiJhoW1I45O1DBozpGXHItHD+6is7sTwT5eCIpMIkGox/HhGuIiguHuFQSVToeGyko8srBEx8AwdjbmEBr8BAFh0ThXn2FrYxmzk+MozkqGg70t8sorkBgfDnvHx1CqVGIBOaNRi9b6Yni4uqGorBKB3l6ITMmCjs6tLU7C74kbAkLCKU95sLe1Qe/oHE4Vu0iKjoaHTwg03KWE6g13d6krz4W9nR26h8eRl5EKLx8/KCgeftrLT4Tnp/oQEOiHrPI6nJ7uY2F5HlMTI4gIJtFibYe1/SNJkPyk+BFjMn5CkcG4Cu/KXEeYMmR8X/D93j25LRZ1re1ZEyKD3/T8xU0jQ8Y3QP9ZssiQcb0w1y0ZbxDONHpkVk/CI6EHmwoN8SUiL9xAyG3ENeDiuciYXlxGB8/K4+6K3plFqNX7yE6JhLuHH45V58jKzIS92xMcE2mPjw6Gha0LTrVGMU6iPDcVdo8eoLmtBZEhwYjPKhVvm04Vq0iMjcSToFjRvailthbOjo4YmJrF0c4SokJ94B0YjvHJMXh5euLB/fu4/cn7+PMHHyE9rxAxkaFwcvOH2mAQfdy5z3l7Qwk83NyQk18Ifw8PpBRUQEfn9rfnEU7h+QWEoo5Ehou7CyaWN6A6JbGUEIvHvqFQc991qje8UvbyVD+CfT3h6ROAkKBAJOfkU5oNVK/4LdkF5khk+Af5IbWoEs0NVbhv+UDMPvSn3/4aX9y8jZXdg5/hZdrrExlXeFPEwMsiRRYoMn4oeBxNbc8yXKLbMDS3LwkMfkglNyAy/hvIIkPGtcNct2S8QeC+3DVdq3CM6sbI0oEQGdKTqJ+e4r17IJFRfSUyVtDeVAl3dw/0TS1Cq9lHZmosXDwCoVCzyEiBo6sXzlVnyM1KEXPu85oGc3OTCA8OIlLvhfGRATH1aFx2CUxE1M8UW0iIjYZPULToH95SWw1nJwcMksg4FGsD+MHLPxRFBZl4cO8uOocGUVWZL6YVzSutQkZqAu49tMLgxAzmSQRtrK2jua4Mbu6eKK2tR6CPN9x9ArGwRAKpsRpubs5IyylEfU0pnD08MbWyDrXyUIgMT7PIkPq5X0B9eoCMxHD88hd/BztHFwzOLlGN4sGwUr/2haleBAV5ITYtHTGhoWLxuanlScTH+OKhpSVWfxaRcV3dpb4rwWJ3r/IjnZfOvOz2CnxOOv/i7DfdfB2SuLiA4ugIm5tb0vgDsvtvfJm3L+NF3NLRi9/vghcuX/j85t4Vvp66r5/7oXgRy1+Gdz0x/G1ApTcht34a7jFtWNk/o1uBx/ORkdsPGf8NZJEh49phrlsy3iCwoOge24FzbB8aB9aIVEmDKpk0yfixMKGjpRqB/n5YWl1Hb08LQsMiMDG7JubgLykqQFBYPE415ygryUdgUAg0Oj1mZibx2MMVN+/egy0JFCs7J9S3dmNzZQ7pyXHILasRM+OcKw6Qk52NqMR0ITK6O1oRGOiPqYVFKA63kJaWgJjEFPR0N8LW9iEcPR/D2tYa9+5boqm9C6NDvXBwsCOhYQ07Bw+kpmShrbkBIWGRGJ2dR111OW7dvAlbG1tYPbTEk6chWN/eQ3tbM4JCI7C4vgHt+QmK83MRHpMsplzltxQ8aNlo0qKlpgi/+sdfwtbVW4yxoDNE4FiIXGB1dhyp8TEoraxBeWEubt+9RULFEzc+/wROru7YPjiievjT070fLjJ4RizuZsjdRYxkZbYnw8JLmhpashP7bEflxIJLyifdd/yhsmFzwcSfzvFbIWlANndlpGNyyWniMIwGDfb2t7G1vy9iF4OOKUwxsFoMdGZBwe7NEkikjcIzqqnepMPV3RvSdKuccsmIz1W6zXm7Guws5YnPP4PyRIHN7Q1oDAYx2FqsXi7SKKX9+X+IiJP/U9gvB8fjvqTZpKTy5fxLxy/yyXWI4qE8cNdNHmDOM1hJZUb7nD9OIpeXORyRQ9qKgeAiHE632Yh9ThPnjt1xWfFAcw6Tw5PydGkyihnONrZ3xAxRFJrkX+SDy1HEyJmQDKeA7c3+/zbwcj6fYUehQkz+KIIyB3GiMdBl4LJikfG3Uh4yfijonpFFhozrhbluyXiTQI3jxNIBHif2I7dmFkYiSEwGpVfeMn4cmLRsYnFxAarzcxwpdrC0uIRTJS/OZ8LODh0vLcFoNGB7exMLC/NEHIlUEVk/OTnGyOgIunoHsL57IKbV1JwpsL68gI2tHUGIDBo11jc2hYBhPwcHB5hfWMC56hw6/Tk2NhaxtrZO4auwtTUrFh6bmJnH2uY2Dg8PSajocbC3hYG+PkyMzVIadcJ+cXEFytNzGIiM7myvkEjpwuTEDNQavSBTCoVCpFtF8fBYDk770sqaEDpMyCgHMF5o0N9RBzt7R+SV18JA/pgIMyl7dvEM6pNzrC2uYWdvHxr1GRZmJzA40C8WjFteJRHG093+DMTth4qMZyCyzTMNXRig1Rzj/PSMypcIM10njXmKYSbAQlTwtLF6Lc7PDnFIQpFXx764kKZ+ValOcHiwi+NTJbQGrZjel6c0Pj89wjkJuoMTJc7UKro2OmyvzyLI3xsuT/xxcHqKM9WZcHd6phRTC2t0RugMRornHIfHR5SGUzGWx6g/QWZqDGwdH0PDZJtIO6/ofkBuFOcUtug6Z4Rep4FSqcDZGfnjxRkvmOzzOiA6FOVmw8rKGoNTcyI9akrj6ekhxX0CBeVdS/VCQ+JZQflTkCDR6g0U5gV05JbTd0plojg+horiNVJ5cJc83j8mkq88O6P6a4RWpcYJ5flERfkhew35ZfHKY4dUag3dT1R+FLaa6srFJYWh5bCPqe6e0j12igujidKqhZLiURxTeVC6+Rqx3Rnl85TK61ixT/njMUlGnB0fIDY6Eo9I1G/t7VD5qcW0ueeqU0oXXVNKj4FnnSJj4LIRUz9TXimtPI2wEGHvNFhYsSGIe/MScxvH8EseQkrZJPQsMEwsuPh+eNfLQsaPhSwyZFw7zHVLxpsEaizW988QnDWIiOxBIjbcWF49qZPxY8CN7SVPv8lPlXlu/kutIJNMRq76w/NAYKlfPB8TQafj51MJ81NpMSc/T8NJ9J2JKJExPi+m2CQCyufFtJvCn2SkJ8HS+gGXROilp9s8nz+vJSA9xRXxPw+Dt5IdhyfWRxBumBTzGArpaS+d5oZBGCn9HBe75bxR+sjQGfqYiJSqUVtRKBY6W97cEWm8oh0iDDo2cb7IiPiJ/F5y+kU4HDaXyU9PVH64yOC3DpR+Iv/jo72oqa4hUqolwaHC0FAfmlrboScx+eyZASatGqvL0ygvL0N6Zjbae7qJLJ9gb3sVjXUVSElORH5+DoYnZ3Cm0WBmagKlhXmora5GenqmWHRv5/BALOB44+P38bsPPkNVfTNGhgdQW1WKopJilFWUY4HE2srKMqrLipGekoDSskrMLK9ArT1GdloU7Bw9cE7lvEeipr2lFulZKcirqBDjh5Qscod6kJeXhZqaBmySsJVE1AUJ1k34enrgP//9N2J2tPGJSUrjOArysymOElTX12F5YwOdXZ3IzMxATn4+hscnqSzOMDPWiyI6rqmtR1paJpraunCsJBGh2EN/Vxtyc/LQ2NqB3d1dTAwNIL+wiPLWgIyMFLR2tJOAIRF2coDO7h5kZWUhJzcXgyNjJNTOMTs5SGFnoaSsHLUNTdg/OMTU5DgKC/PFtM/dfT0kYJRYo7KvrypDbU0tpS8LpVW1WN/awtzkCCzu38W//eaPKCgpIeG8gPX1FVRWVyEzPQMN9Y3Y3N0jIXiGiZEh5FFay8jv6gaVDdVjurjmGvIuw5xHrva0GZjehUdsLyo7VmHke0Xc5/yA6m+hLGT8GMgiQ8a1w1y3ZLxhUKr1SK2awOP4TmwfqYkzEbm8emIl40fC3BpzA0yNr9RlRfzBfiuRFgT8uR0TF3YvXQ3i3y+dl7olCHHykv2L8wzevzonxSUdm89ymoS9lC4RHxnpmB2yqyvSwOdeDpv9874UtmQh/XBqL0i8HOzvYHNzU+p6IhJ55UYKTepWY04blQXt8PfKyc+AHz7wm8uI5dUzEnY1FQWwtrLCyPgMNraWER4egtCoBOgv9XReh921ZQQFeOPzm3cREhqO8KhIsbZJSlwEvvjsU4SGhcLB2kKMlxkam0QFCYx/+8d/gqWFFVydnXHzq9soqKjGxGgPrO5+gT/fskDP0DiaqivwyQfv4/2PP0NSSgqaWpoRGOCH27duIjI0AHfv3IOtk4uYMjkjJYZEhjuOVErk56Tjqzu3EREbBQc7Szi6e6K6sRHO9rZwc/dCWnY22jq7BJHm68RdiiKDA/H+ex8go7ACqyRkygty8I+//CVu37uPotISEg+tiIqOREZ6KhycHGFp54jVzUUUZEbj7//XP8Da3hkuDg64fccStR096Ggqh+W9O/ALCEdWbj56ujuRkRCJv/+7X8HV3Q+urra4eeemJKZIDMTGRVPYKXB1cYCljQ1mV5ZQmpeEf/7f/xu3H1hRGkrR0FAPB3s7PPbyRkCIPx5ZWaKhqRVdrRX47L3f4caNe3j82Bs3bt1BVGw8VpbmKU32+OOHn6O5vQMT40OICAvAvQcWiI2OgNUja4RHJ2J0dASPXZzg5OCElMx81Ld0iLdBz++DvwFwtb+4eIa6nlU4RbRjaJa77F39j7CRIePVoPZDFhkyrhfmuiXjDQM/Ka/uXYFjVDtGZvfAT96ZMsm4LjBLvWKqL+9/E2x/1UjTvnD2wr20x798bb5pvg1XbiX/X99/GWxnJMODNvmQ3bGAMYsbyZK+f+nXfMa8I6WOCbdEuulIkPAr+xfmr6Xk1fj+Pr4vfpzIoHxemrAwMwwfn8eIT8lCe2c97fugvX+YO1TReQO6W+rhRMS7vr1PdMcx6DUYGuiGt4cLcorKoDGZMDXaCzcisrEUBhN460c2mFpcxdb6MsJCguAfFY+Dg1VEhvvBLTBCrD490F4PZzsbFNe0wGQworWuiki2Ddp7B8Q4jNbGWtjbPEJNfR3S0pJgQyJjenYUfp7O8PINwPDEGLJS42Hv5I6YpFT4eLiSWEnHzNIyTs7PxdsucS0pv/x2xM7OHnMb3HVPi/L8dDx4YImJ+RXKkxFq1amYNnlmchQpSQmwsHVC51A/8jKi8fC+PVb3D7EyM46Qp4GITstDe3MFHEkQ5JdWYXltHUrlPjITQmHx0F5M5byxNoGnTz3JRONMdYztzRXMTo0iMz0GVpTHpu5uFOfE49FdC0ytblCZniI7NQaffX4DXX1D6OxsgI+3B4LDE9DRUgY3e3s0tA1BdXqM5PgYOLq44fD0FKnJybB19sKpRovOlgbYWdxFamY2CYsBhAaHwcbhMdra2xHg5YHYqBjK7zL2T8/pP5TH13Ct/lsA1wFApTYip3oK7rHt2Dg4pdotCW3x//H6b1UZbzlkkSHj2mGuWzLeIHBbwN08eie34RrbjWpe+ZsX5RM0UMZfBRecaEivdszmalf8mMWCKEtzw/v8nNj5OoSV2S0dCP7KVuYfQfkFkWE6K5krUSKdlciu1MhfiRU2V/54QCYfc4AiUGmPIxICg86xM3LLYwyuBtgKK3bC+5dSrNIvu+N9/qFf89sKTgOPyzDQ+UvR3Yq3PNCWfNG+JEHYIYdP+xQf9zaRZjqiNHBYIv2Csoj0idWfKUzhm4/ZvzDXi+sQGVrVEdJSEmFl44z4pBh4eHhh5+SMZRudN6C5rhj29o7oGZ0VhPzSqEVvex1cnR1Q2tQBNRXG6vwoAnzdERqbjLLCXDi5uGP14AiHu6tIiA5HYGQSiYw1hEf6wzUwCloiuQMUxhOvx2jsn4RRr0ddST7sbKwxNLcEw4UeQ72t8HRzQnF5BVJTk2Dt6IbB0W48vP0F/vO/3oOtjR0eWTzEU/8wItWTaG2qwkOLe7C0JkHU0gEjXQO+NjyupKqsCLa2dphb38IFCZjy/Ew4OHtg/VBJceswPNAJN2d7PHxwDx++/xt8+OlnaO7vRUFWPIkJb+yrNNhcmkJMcACiUrNISOyijIQLvwlxcnFBV287MpPC4GjrBpXWiP3dOYSG+MDTMxTDg9147O6G+w/u4+OPfocPPvkYde2d4k2Gq4M7Nqms9ZpDJEY/xf/9f/+/sKDrYGdjSYLLEUWltULQ8JTOXWOL0KmPkZsSA1c3D+wqlSQyEklkeEKpVqOxugJ/+q9/x0ef3YQNlePD+5aIjEnGzt4eutuaYWtlifuPrFBZ1wwDCcMrkSHdT+8oRNak+3hjV4mwrF6E5vSLCQB49jgxwP/qraUMGa+ALDJkXDvMdUvGGwRuFvlV/8LKIXxT+pBQMU6EhMme1GDK+BZwA8oNqcSA6cvElxpYHp/AZceMWZSfNJXj19tb4dm8fYEXR0yfpSOxNccjCC+HJR0+D0G4pnM8Y4/hQgeDUUMikZ+qkhG0lh3RryA+ggZLduL35ZCutrx3AeOFVpDFZyYiFOSXjfpche2dXRyfn5HLl8P/uuH0GKlM9M+IeFxqoFWf41h5Ah0TEUobz+rD55/xvpHc0dZAW53JQGnXUhlSuBfsl2dWIvpOBI7HOpyqTnByeiKJkudpv178UJHBKWLhJGZnIyHR3lSDW198hs+/fIDYpBSo6TqKLmNM9vsa4O7kgMycEixvrmFlbUmQVg8XBxIPsZjf2ERDTZkQHcUVtSgvyIOziwc2jhRQ7K8gITYKQeHpUCjWEREdCFsXH2ztH6GjoRY+Xt5oHpwh4aJDV1udIMdZBeVYXV9BYVYq7Byc0Nk/iKzkKBIZLphanUNEqA9Cw6OxtbWF3Z01HO7v4/jkBFuby5idGYGv3xO4e/lBrZee1rNQqqkoxSNLS3T0DeFEcYSy3FzYO3tjS0FiSnuOdAr/y9tfYXxmFvn5CbC2fYBWEhmFWXFwtvfCkUaHreVZRIcEIyIlGwrlDqVxAf0sIDxcEUD2iXEh+PLjOxifWEBPVyPc3OyI5CchOy1eTPHcPzmN0uI0WNtbosEsMtwcPLFzqoLpQoXSolRYWdticnYBe5QnnmSAB7F3NlXDg0RG98Q89Fol8ik8d3d3HJwpkZkaD0sSDgtra2hvacRTEmW5ZVViLMb29h4OFcc4PT2lslnD4uIIAgKewMHJC4qjE+xsb0kTKlxIQvjdA98LZPihAd2bY4t7eJzYgey6Kfon4Omp+YGCdD/8xU0jQ8Y3IIsMGdcOc92S8QaBmwN+k3FwfI64omH4pnZCodKbz8j4djBZN78RoAbXoDsncraMqZkxTExOihmfNFqdKEGJ0r9ocK+OnpvnJFUiqBAL1hHBJjsm0uIj3PCgYYnUsx9B9l4Kg6dDPTzYwszMFBTHSkHEJTdMfdkfpYYdSz9iI4I125htCeTapMPa2gJmZqfFwGx+q8AzUfV3dyE8JAz9wyMirRymyOPLgZgNx2+k9PI0qwP9PSgtLScSu415St/E+CgRRyqrsVEqrymsbq5jd3cLG0RyTTx7kEGNg8Mdip/cTo5haXmJ8naI7s5OlJRXiVmTOM7XUUN/qMiQ3gSJq0h06wKry5OwfXALv/7tR+gZn4aBz/H1JTF4crSD1IQ43LhxE65eHmIV9Z7uPhTmppPdl3Bz94C11UMEBoVie/8QDdWVCAoKwe7xMY6PdpGTlY2k1ELo1ccoys/Ap5/cREZmPmrKShAZHo6+8XmKxoj9/Q3Ex0Xi5pe34Ekk2srCEnEkeI5IqJWQP2//QCh1KhI0pWK8B48PiY6OQEFRMdo6OxAWGkACJBwe7l7IKywRswdxrb8ggjky0AsnB3u4ejyhtHejrrISTwPDsH9yTgJHg4a6Itx9cAe+ASGwsnpAZN8a/WNjqC7LQcDTUJzo9NjdXEVGchJSc4vQ3dMGfyLsQUEBIq2VVZVIiAnD//j//R1sbF1gY2VNQssZEyRaWhsqKb0Utn8Q7Ei8WDyyQHf/AOqqChHoH4r9czVdNz2WFkYprqdwcnJFbFw8EpNTMDoygsHuNoSHh2GE3/Doz1BRnIeQ4BCcadRoqa3AXRJHETFx6O7tQk56Eh5a2CAqJhbhcXGobmjE6OgwoqJCEREWSGXjifTMQszNzSAiPBgFBQVCZLyb4HrO9wP9N1Fdbh1Zg0t0E1poy28ZxdS14s+A3X3jppEh4xuQRYaMa4e5bsl4w8BEVGc0obRtHi5RzZhaO6I/AG4oZHwbJHJNxJ0aWoNWg5GhXnh6OuIP7/0Wv/n97+Hm4Y3RCYmg81N5MYsTd/fhrkLUCPPWJGZx4ulqaUuG1wIwEZFngs/TcfJ0ptzPW09uuZvKM7Y3GaQwxRN/DpPC47BEeEYMdBExDAnFyOQs+WU/0rSoxks25I/MM5Ee8mdiMfFM2It0sWESSUZ1pkRBbhbCIyKgFlOP6qA6PUJ9VQXyc/OgproirYvAM11xHtgfh8/ihygGbU1EOC5IGB0dbCM5KQ4RUQno6erCva9u4F/+4e/wf/4f/wf+r//xP/HHDz5AZGQkUuIj4ecXAC0JtqXFCQSFBuOPH76P3/7232FhbYXG1nY011XC29sH03MbIg/8uV78mBW/JZLF7vVUNgf7K4gI9IKlszeO1CQ4mYCJp71URlRmGirjiYkRNHc0k8gicUXXxaBTY3lhGg311RgmAabSasW13dkh8UgkVqvXQ2/QYX19DcvLa0JYKk8OMTQwgOGRMexub4lpkBVKFpl0XShOjVqJGRJ0TfWNmJ6dhcagF/Vqc2MVk3TMK8Wb9BoxixIPFO8gIbe5swMVXYfFxRk0N7VgdmYeBqNe5EF6f0V1kvwsLy6iq6sH29s7lMZtzMzPQWsgkUzpMuiVWCD/bR2dlM9RSu+SmBlqZ3uVhPA8dHT9NGqeZWsZqyTK1ZpzTE9PoKW5GctLS9Cqz0iAJOCRlQNGpybR2dmDnf0DKie653RKEp6jaG9ro7CHsLyyiKNjBQn9dRKmc1DT/US1mcpHD+XxIQYHB9HQSPmfmYGGhMTx0R4WKK2Ks1Oqq3rsbK1jfp7ySOWiUZ1icnICvSRaFKfHYlrceV4zpr4OXUOD2DvhN3I6ys8smhsbMDU5LfJ8rlJSec2JiQ7Eg4N3ElzX+bEJXTuDEYXNM3AlkTG/pZD+W6jui5y/q9mXca2QRYaMa4e5bsl4w8CNIj817xrfgkt0J+oH1sj2XX0a9+PBbagguM90WFuegqe7K+wdnLC+sY7TszMiHjOYnJrC2dkJVpbnMTE6TMRlHFtE3rTUOCsUh1icn8H8whxGx8cxu7CArW0iSNPjGJ2exvbhoVjnYodI09LWrhgIfK5QYGt1Q7ylUB4dYGl+lgjlAvmfxOzyKk7O1Tg9OMTqygqRJ7WYOnVnYwnjFP749Lx4In5+for11UXMTE5hZmoe65u7giDxegab66vC7TSRtD1yu7e9Ldar4L7+58pDrMxPYHRoACNjk1jZ3SdRqsfx4Q4W5mYxN7+E0bEJInurUPOie9w1iAjpM+gxOtgN3ydPUN3QIUSU0ajG5MgQiYUnyCwsobyREFFsIykmCN6P/XCwt42o8Kf4/PZdjBEJ1mlPibwuYGh8GouzIwgL9kdaThmJIyb1PFj9evHDRQa/hZKIloFI9vTUMCJDAlBQ1UBCgU4TCeOPIKCiS4l4J0BBS5JVvBkjO35bxfm6egv18lgW9su2onue6EpG4o7DEWVNG/4xd1e5+oh4uKxIqErvWDgcKSyOnZ3zOe7+xsScAxHd48RZdk2nyYjAzfFJYXAa2Q2nR3LD+1d70vZqX7gS4bIfrh+kb81x04/Iq+SbfzhtJp0KpQX5eBocSYKExSyLG4qZypYFufGZnvxKcQifnAiRMjIiXVK5SMKO3Yigzb/kT6SF/bMbyf/VNZDOSSFziFI5snARJSS2klspDC4RLjHh6Z0GlxHnlISvQomIvAEEZPbjVEf1j7LP11fUiHe9GGRcC+g+l0WGjOuFuW7JeKPAjT+/7L7E9KoCT5IHkF49RUSAm1NuLa5ajJf3ZTD5fPZMg+a6IjFYtqmjXzzN5yk++e0Fr+jd3laL+/fv4r0//h5/eu+P8PXxwTwJgpryYnz+wZ9w+849/OY3v8MHH30Cd3dPfHnjM/zu/Q8QmZhCAmMVcVHB8AgIJSJ+gaGOTjxx80FdYzsaqsrxyQcf4vbtB/jDH/6IGxROY2cf2hsa4OP5GIMTU1iYGcETTxf84Y8f4PMbd5GRW0gCYRBPfT1w68ZNfPLh5/DxDRKrRY8O98DBwQF/eP9PuHX7K+Tl5iMtPhnunj44VZ+htaFadCH54x//iPcpfU/8g7G6tYGasnx89Mf3KB+P8Lvf/h4P7j1A/+C4IL+ClF1oUVuZDwd7F0wsblGdYoKox8z4KJ488UdGcTX05O70ZA/JscEkMnwx1NsDF0d7JGfnk8AhynKpo3IlUknlqjzaRGx4AFx8AqGmsHhswHXjx4gMJscSLWXhtI/F5QUoVBrirXSPkROms7wVhIxcsnuKgCz4XrsisRKJk8gx2ZFjQdy4XrHh80SymWyzZBCrZAtbDpO88LEg2eaIOE3CThJ9glhTnJKQ4H06x8fiIxFn9ifCNLuR3EmJF4sJivO8NVNwzgbZsGvJL23IiLAkj+KsCE/kg4WAcG32I6XXHLUI//JCh72dbcyvbMDAb99Emskf+TXSPi/uKNIjPlIY0vViQSW9ZZTSyddFSpME3jMbYc85kMIQfsxH4ktxcKlR7OSUw+V4+Eufq/hJbLF4E8f0fbchci6E5uTKLnwSu5HOC7iKa8rXh0uPy8TsXIaMV4DuGVlkyLhemOuWjDcITCy4EwQ3EDsKDaILRxGY1o1jHpfBDbagOAwmQmxkMDli4mEiIlSek4p7t25jcGGN/jS5fLiRNWFjbRJ+/h7wDozGmVqNsf4OOFtZIjYlGw0Vubj16RcoqW7F/NQYrB/cxwNbd+wc7CI3JQ73H1hifHYKUREBcHwaDh0Rq+HOZjx2cUNVUwcaqgvx5Rc3UFTZjO31BYQG+MEnIBxNjZXw8vBA9+gY8jMT8PCRA+a3dnFIhHd1cwOHJ/vY2FwVb1yKslJhbWOD2o42pCZEwNLJExuKExzubWBpZgzpCYlw8QjA0sI4/J54IDAqVYwzGe5sgiOJquTsApSX5OLLjz9HZX031hamEPLUG6ERKUQKmQzyoO5TFOTEwdLWCatHJ1SPmCxeYm5iFH6+T5FVXEt2l1CdHJLIiMRj78doqK+EtaUdaklMSW8reIwKl+kzGDXHSIkNwwMbV5xzF63XwGa+j8hI+qbIeO7wxfZlr98I5hv45tlvD+MF2PZV574N32b/st138Xe1/9fcfhd8F7/sRsrf111LR38ZwpXNlY+/dPHf49v9SLavCu+HxPX2gXPJgpS72zWPbMI9sh/tw+vfyP3fRlnI+PGQRYaMa4e5bsl4g8DNuCBSRGTVRiMK2xbhEtWGyVUF0T9+Uiz1I5eoNRsZUmkQyb3QoLIwHfdu30LP5DyVo3SGp1sdH+0m0uyK7KIaMXvS7tY0QgK84R0QhfqqfLi4OmN8ZRO7mysICwnG04gk6EwaVBVnworIf/fIAKIjg+DsF/aSyHBBVXMbGmsK4ebmgqnlTZyebCM5IQaeJEYaGmrg7e6J9r5+JEaFwtrxMZRGnnWKyL1Ri53NJRQXFyMoKAgWX32Oz774AjklFYgKDsLjwGCoKJ0XBj20ZwfISIqGs+dTDPS34LGnC4prOsW4j+2VGQT7PYF/WBQqy7Lh6uyChc1DHO9vIDkuDP5BCdBRfCy4jPoz5GfFwsbeCVsnp1RuL0TGU18/Ehl1XPuEyEiKiYSnl7eYNtXO0gIlVbXQ0lnuiiKeUhO5MelOkEZx3Ld0wrmRn5leP37Um4xvOpQh4x0C126u6udaA/KaZuEZ3Y2lbZ5pToaM7w9ZZMi4dpjrlow3DYIocR9vEzomeL2MTlT1rIvZgbg7AJ+XPrLIuILofnKpRV93Paws7yA+IxdHJ0qcnitxcHBE9m1iMHhUXDpOTk8xPdkDby9XRMSmoKa6AE7uLphY2yLiv4KQ0FAEkMgwXOpQWZoDK1tr9BERT4yJIHdPcEjhNlWVw4HER3Vzq3iT4coiY2UDZyQyUhKi8JjESGN9PXw8vNAx2C+e+N+ztMMipeX45BiKw30UZafgy08/Q3VNDTKTo/CQyHxuWTViQoPh5OaFfcURjhSHYnBuWmIcHD0CMDzSDQ83ZyRkFOH09Bhjw70kOjwRl5KKitIMOAuRcYDjvTUSCiEkMuJIFPGbh0uYjBqU5KfC1tYeK3tHVH9YLLDIGJFERkm9qFUqJYmMOBIZ3k8wOzEML2dbePk9xfrRMZSqMxxR2g8VCqjP9kk8BeGRnQc0JJ4kUXed+DEDv2WRIePdhmgDSOxvHpwjPLcfYVn9ONfJb7dl/DDIIkPGtcNct2S8SWBeRCRJrHtA27mNI/ildyG+dEyMBRB9uFlkCDeyyGBwkRGFpjIx4Fixg+T4cNy4+RUS07OQX5yPxKRMlJeUIzEhBHfvP0Ih7UdGEJF3cULv4CDqaksEoZ5a3cLuxgqioqIQGZcB06UBtVVlcCYBMb60jNL8bNy7cw9pGdl47OSCG5/eQF1bB1rqS+Ht44WZ1U0i6LvITo1FYFAkWhtb4e8bgJ6pKbTUlcPSwhKRqenIzy9EWUUN8rJSYfPwLmrqahAZ4o879x+gtrOThE2e6KKVlZWNrLwclJSVISstHe5+IdjaXUdMTBgeWNqgrLQUISEhYs2G4fFR1FXm4vFjbyztHEJ5sI6M5AiERiZDQ0REmq1Kj2ZKh6ujEwb4TQ9/Li+wMDmK4MAg5FY0iRqlOjtEOuXBNyAY52cKlBVm4LMvPkNodAyKy4oRn5iIsspabG8uITbMH75BMWI6Val72vVCFhkyZHwbpH89Hhs0Or+Px/FdyGucpf8suc7L+GGQRYaMa4e5bsl4w8CDJS9YZFxc4lCpQkLFMLyT2rGlUBMpZA7FT6Z5CKQsMhgst7gbj+gydWnC8dEGKiuL4ODiBgdnB+QSqd/d3sbuzgJycnNga++CoKBgDI2MiilIpyaGUFZeja2DY5we7aKlpRHN7T1isP342AiKS8uwdazEztYq0lKT4eLmgdQkfgNSj4m5BcxODqK8ohxbh8fQaRTo72pEXV0jZqdmKR3VmN/ZxdmpAi0NVXBzd0VAEK9tMSZmq8rNTYObhxuiw8NRUl6OqZVlIZQqKkrhQmkPCY+mdE6gt7sTJdXVYhapTSL36VkpcLB1QHBoBMYmZqA3aTE11ovS8irsHp9De36Inq561DZ2QMtdmygvFxcGTE8NItjfD/mlNeC1M1hk7G+tk9CqRs/ItKhRet0ZuruaUVFTJ6ZKVauO0NHRTALGHXZ2NohPTsXc8iomx4YQRmGVVDZKU/TymI1rhiwyZMj4NlDdpvvNaDChvncNTlGd6JrYEW8mZcj4IZBFhoxrh7luyXiDwMJBPJVn6kzkUGe6QHXPEpwjm9E3swuxpgIJDDE+49q7p7y9kErCTCsFyWTpIdkIW1FWbP+Cer44z6LNbP+S36uzfE5quqV9yR8Zsc97L/lnlxTGc3dmv+JIhG22JyP9clzmI+FWsnv5nPiQX+6OxB8RvthKrhjimN1fpeMqH3TANYrJOYuAU+UOcnJSERmZCL1eWtuDHUlvxq7AYbAv3krhSjFJRsz6Q6KmsaEWfgFBWNncFYO+xVu2a8b1DPx+FdgNu+f8XuX0KgwZrwNc4uLKmHeeH8v4HqBaSvfziVKN1MpJuCd1YfPwTNybMmT8EFDbIYsMGdcLc92S8QZBIndMkJgg8vSQRgwtHMAzoRt5jTMw8LSsYmwGT+Fo9iRDxisg1SWqLOJthhqzs+Nobu7A2ZmKGxZhvhe4XupUGBsbQVtXN/RUJ8V4jO8bznfAT/Mmg91/Q2SIPRmvA1y64sqYd54fy/he4DfaS2tHCEjtQkzJEDRGnv1NLkkZPwyyyJBx7TDXLRlvFJjimJ8qizcWemwcqhCRP4rAzH4cqnX0Z2AkDkQkSOZBMr4zmM2x2DBQ1TGS3mBxYT71fWEWLGJ9BTHeg2rsa+kL/voHfksC68odl4kkmL638JLxvcDlK5Wz2ULG9wa/Pewa24JHdCvqe5bEVNXSmwy5UGV8f8giQ8a1w1y3ZLxR4AbCTKQEWTJBrTeisHkWLtHNmFw/khoSbqBllSHju4Lqk1SzzPXmWtjddYTxaly3yGByy0ar1eLs7AwmXkNE3Et87gI6rVqsEm/gp8IyXgu4y6dKpcLp+bnUzY4t//JSyfhvoNIZkdc0B4+YNiyuKcS4q0t+ACUXpowfAFlkyLh2mOuWjDcK3ECYiRQTJtrnmYG6xzfhHtOMyu4lccyr7fJHhoz/Fua6xB2CmH4LWieIOJ/4YRBBPt/7cWG9Cq9HZJgwNjqMyspKnKs1QmSw+OKVuzfWltHS0oTl1Q3p9jMHwf5OlSdYXJjH/DyZhQXs7u+L1ZU5HuFMxM1Gcv/C8Bsk6ZT5pGT/0kek2Wwn3PDvlTs+zR/O/4UJarWa0q0WpS7cCn+SL+GO9yRr6cgczvM4hHsp3VfHXFrSvtg8PyfAG2EnmRd70tEVrvwKe9oRH96K/avzJPDUKvR2daGhqUWsGaPWUH7Ozp+7ZYfCvdnwj7DmD+8IC96YT4gDs9XzvXcTImcio8+wsX+G4NwhhGQPUn2Q3lDyeD0ZMn4I6N6SRYaM64W5bsl44/D1RpLb0ZXtEwRl9SOqYBznWh2e8YJuooGVIeM7wMxOXtSYt6PuXP/Ab6LXF7xeSBqcnNywd3JGxzz26VJ0N9ldX0JiXDgS0nKgM1IYJoqTgjNe6FBRnIP//Ndf4YMPP8ann3+JmNQMHGu0YkYzYeievDDSfUl+jBd66MmP0WQgey1MZHfBkzaIrmoXuDBdwED7Rn5YIOxINJBb8TSa0y7GzxjFmxYeh8WrrV+YtDg72UNzcxOqiKDz+ieiyxrFy1OXct45LBO55TRckF8TH/OWwnpGabqk7YVJT/aUJoqb/XLeNPx/wukSbjmd0jl+oMGz3FEGhB2FItLH43L4zY801oe+HDf7F+XFZWEQ+dPTluM2UTgmzjPtnyq2kRofDd+AMGh0KnR3taG0vJLcmoTo4PTx9eDZz0R5UJjCrwiX0i/Ki6+jiZJhEGXF3fUMnEzyw5KJf+nw3QFVZVHGZFhHcDn3z+zALa6L7o0FUb/4ulONIqdvx70t482CLDJkXDvMdUvGmw5qM07VemTVzcAjpheLG8fUsOqF+JAh413G9Y/JYHKqRllBCqyt7TE0M4/ZmWmsbmxCpdPDoDlDYXYaXNwfkwA5JxJLoVAwJpMGOZlJuH//EWaW1rCzuwuF8gRagw4nij0sz41jYnoKi2sUzrkKet0p9vfWsLi4iPn5SfH2Y2d7F5ubaxTfLNY3d3Cup/iI4CuP97G0OIv5hTlsbG9Dq9dCfX6EXXK7ukbuZ+ewvLyKE+UxFmaH4ebqCCtnD6xu70ClOsfhwR7mFhYxO7+Adc6HVk/+T7G5tYL5ZYp/cRmHJ6dE9kmMGI04PtrH1vYqiSiipHoNdvc2sb63Dy2Ftb+zgZXVVczNzVLaFyiPShIhJG6UO1hemscMxbOyuoFzlYpIvJnKM/klYXB0uCPSOruwhL2DQ5Herd0dHFN5GEjgKI72KH1bUB7sIC02Cr7+4djd3cBTvye4fc8K85TX3cN9KtsN7CnPKF4TjhWH2KY8abUaKI73RJoWKE/rW9s4OVFgdZXyR2ldojweHHNaOT187Tlt7xAoM1QVRf1mMajWGVBC4sIpuhPDSwqyY3HH8u+dklYyfkLIIkPGtcNct2S86aDGhRvPttFNuEf0o6F7HaZLHgD+TjWjMmR8A69j4LdZZOQn470/fAhrFw98+NGHsLFzxsDYJIkJI5qqK+Ho5IjBmSXxFkMi0SrkZcTD4t4DzCyuYJvIs+JUiT0ixLlpSbj5+Rf46IMP8cjaDo3NrSQQVpAaE4ZPP7uB23dv4pOPPoC7izt8/fzx8Z8/gpObByaJjB/srSMvKwV37zzEl1/dhJfvE0zOzmJsqBVezvZ48NAan338Ge7dfICi0koUF2fjH//uf+F//t2vERmXjGkSNiWFeXjw4AG++OwzODm5YmhiFiPDXXBzscant27DwtYJrd2DRPQBg8mAqvIyeHv7YufwGEckMFLioxEVm4Kl2UmE+D3GrTv38OWNL3Hjxg3kFhfjWH2K7o462Nk8wk0K78FDS1TV1VN4ROT5mlyasLO5jITYCHxCabhBecnKL0FnSxOCAoPRMTRO/1/nKKYy93DxxP7WFomMaPg8DUNbewv+6z/+E//X///v4RccisLiPIREBKO4qY3CN6KmrACPXd2wtbWJ4rwU/OG3f8Btij8kPAot5NfV3RG3vryBryhdmXlF0Jq4C6kkft6pf0fKDM+twMKOx12sH5whPG8Y/hmDOFDp6BpQvsmB3CTI+KGQRYaMa4e5bsl408GNCzXoc5sKBKQNIb5wEiq9XpAfGTLeZbwukVGam4QP/vhnVNa3Ym52HI89XIngB0NH99lgZwsRW2dUtfaBZ86SRIYa+anR+K9/+iW8njxFWGQUmjo6iLAX4yEJj9q2PhzsrCM6xA8WljYYHRtDoJcHviBxMEHhpyZE4lf/8h9EvsvQ39cJN09XJGdlo7GmFFYPH6CyuhH9g11w9/SEf2g8+nsb8fDWTfgGRGB1ZRmR/iF4ZOOIxbU5BAd7wzMkEmoSRGfnJ9hYnSc3C+jpaoUrEfKIpAwM9rfiwa3P4E552j48FG9puLuW6UKLkoIc2Nm6YWPvCPs7S4gKCUBAcJxY+d3J+iHsSAgsLS0gPiYaFlZ2WN0/xgGJqcX5cSwsTiAwyBt2bm440VCYROqNRi2qinMoHw/RPzqB1Y0tjM/MUd4q4e7miYbeMYpbhZy0KHJji53tbSEyOG9nZwrEx8XAzsmT0qjF+HA3PJ88RmZ1g+hmVZKTikeWj7CytY6UuED85j9+j5aeAZyeq7C7v4m5+QmsLS0jPCQcD63scXB6zleYrvO7JDI4JywvpI5gJhIZ/XO78IjrQkHzHIkxqfuaqPdymyDjB0IWGTKuHea6JeNNBzUc3C9aodIjvXYSj2M7sbJzRu0ON6YyXg2p0X3x+3IjLB2LD+1KpFQ6L9kJS7Pdy2dfxjdt/tLF68VVfN+euq/jys3L7l4+FrkWn293803714/XIzJUoruUs5M7dk/OodceIzUuCA8tHKDUmTDa1wFfN1eU1LSJMQncF95o0iMvPQmffPhnFJbXoLG5GbMz48hMiceDRw7YPdPgQn+O+vJsIvCPUNfUjLiICARGJJMYUKO6PBfWdq4Ymd/E5voCwkKfIiQyElmpcfjPX/8eYVHxiI4Lh62VA3yDotHT3YIAbx/UkXjRGc5RlJYIGzs7zC4vIDTEHx7hsVBfmqBSnWB8rB+5OVkIC3iCm59/Ct+IKAz0tSLQ2xMVrd3QXlDaSJA843EVF+coyac02rljfe+ARMY8Iklk+AcnkMgYQWiQHzJLqmEg4VBdVghXFxfMbexiZXEKpSW5SIiPwFdffY77NnbYU6qEcNHpzpEWFwlLS1uc6AwkOngsih49bfUkMjxQ3z2KZwYNiYxYWFrYYmuHRUYUfAOjRPqTEuLg4OIFvV6LyeFOPKZ0Z1c1UppNKMnOINFmjYWdTWSlRMDW3g0q0yWMBgO2NpdRU1WK1MRk3L99DzfvPMDK7j7RcH6bwQOgf9q6+vrA+ZBEBtdFtcGI0vZluER1Un3apraBB32ztOJ8s3lX8i3jp4QsMmRcO8x1S8YbDiZLPAjSSA1J+9gWnKlxqe9ZEYMgqWURbcrzZoVJlgwzuGAuBDEVg0hNTID0okEW3TzEyupGQYi0etoSaaNSFucuIA1YJUvybxRGGohKTT37FwJPerYoxAhzXzovphcWT7/NF8b8+/W9FzRecvVi7wWuXFy5/bobYcfEgtPMeeF4Ke2UAPPJ567MH04gp42MeOrJ7jg8HijK5cBh6aEzacQA3KtwRT6v/DCBEdtvpvX14doHfnMYF6cozk+BtYU9Ftd2cKzYQkyoH6xsPXFquEBvZzMeO7mguqVXGmRMfgwmLXIyiejbOODwXE32ehhIVORkJODOAyLBW7vQnB+hJC+VRIYF2jtaEBcZhZCoVOgutKipzIGtgzOGF7ewsT5PQuEJgiMiRVepTz74BAUlFWhsa0ZbeyfmlxYx2NMEfxYZHQPimhRlJsDG3gEzJDLCQ3zhHhgGFdXZ8cE+2NtawsndB/lZqbC+9xV8w1hkNCLAxwvV7YMwPuPB0QbKO+XFqEFFUT6JDCfMLq1ieX4cPo+94BcUL0RGWOBTZJbVUj3Xo6a8EO7OjhgaHUVooC8+v3kLxeVFcHJ4CAtbe+yfnlPZmEgcaJCZGIcHDx5hS6GEWq3CqeoM/e0N8HRzQ2lDJ86PDxEbHoyHVFZb21tIi4mFV0AMlOenSIlLgK2zG861p5ge74YfpTsrrxRnqnNkkgDhcJe2tkjQRcPK0R0aqpvnpwdIiovAp599gsKSMnhQPPfuPcTq7iHdp3wP63+iGvoTgeq1NND+ApvmrlKBmd044QU1L9iebwvO8U93b8p4tyCLDBnXDnPdkvGGQ6JMtCWys7SjREDmIGJyh6HSMqnks0x2zQ2L3L4ISM2toM5UbtLsOnu765hdmMO5hmf8YfHBjbMJh/s7WFxYIJKjJddSmTJRYUFyfqLEzs4Wdna3sbO3D8XpmZjJRQiNqziYAFyQTxPP8mMWHWy+hpePr/ZfpI1n7nl+DZ/j6vib9gQK/9JkhFJ5iIOjQwqDhQITSTPJeCl+DlcSGWRYNNBW2Am3/MSX7UxQHPIg42kcKdVExFlUkRshmK6ExcvmW9L0GnDtbzIoLywySgvT8N7v/4T45DSUlBbCxdEJiel50FK+G2pK4eZIgmBmWdQDjtNIIqMgJxkODo44Eus76OhaG9DTXg1bi7uITUhFU2MtvH0ewzcwAkskBhJjYxAZmyEGPddWF8DJ1RXjK9vY3FxGZEQgIuMS0d/TDk93D2TnF2NofByj45PY3t7EcF8LAv380STGUuhRnJcBe1c3ItGbFG4w7lvbYXx6Fh0tDXjs7oCUjBxUlhfD9uE9BEXHYmiwFSH+fqjvHqaS4LKQygQUVk9bEwkheySmZiIrJR6ffPwpAiMSsDg9hsiQIORW1lF9NKC2ogRe7m7oGxhAZFgAPP180dbdATcXBxJMrjg6O6WykcR4e2MNiTYLZGTloLGxES2d3Rge6IGvtxcePw1FeVkJbn55E9Y2TmLQfEZCMvyC46DWqFCYmYU79x+gd2gA0xMDiAgOpDjcUV1dBat7d3H/niVWd7aRl54ARxdP6EhkKBW7SEmIgiOJoI7eHjzx8oKlhRXW9o6oDvCTfb3I8TsDqoMsMHgWs4GpbXhEd9I9MUPHbM/38k9zP8p4dyGLDBnXDnPdkvEWQLQh1KCcanXIaZiBR1QHZtdPqJGXnsYL4sdu5LZGwEypRHFwFwOTUYuK4mw4E1Fb3z0ioknEi4uMyrS7rQGBvk8wMbdMBIVFgiRA1GcnaK6phtdjH4SFhiKCyFtUid9fAAD/9ElEQVRjWwd0en5Sag6XtiwQTo4PMbcwj90jhUTb6dxVw38ldARJFm9ByE6QBgPOTg+xsDSPLRIwooMH+yHDMoBnk2E/LITENJ3mMMVbGDrW61Voaa1Fbl4e9AYD+aAQ2P0VreTo+UcQEU6DOU3iy66kcMUMSpdaNNXkwdWeiPD0OtmRECM/PCaBy0hKLwf4U+I1DPzmMC40GOhvRWhwAILIfHXnDhKS0nBwoiABeoKCrGR4enhjn6e3ZWJHYRqJtHa21yI1LQlKLa+twSLsAhrVMVoay/HI6j6+vHkLEVHxWN7aw/HxAepqqlBZ00BlaMTwYDfSMjOxtn8ExdE+qqvKUFnXAA2R7Pa2Vjg6ueCBhaUYGD40NIil+QkUFxbRtZgXxLKrow1JRMZPNGcY6GmBta0NAsOjMDM/jYqyHDx6ZAlPTw+EhgajrKaGRPMUiosKMTK9IK67KAq+hpQWns0qvyCX8n0XT0kUJSYmooyExfbGCipJDLT3D5GAMmGIREJOdhb2DvbRT6LHwcUWDk5O8PF6guzcQiorNdUJntrWhLOTI1SWFuHh3TskYGxRQXlTkghpbW4k8v9ICKzAsEjh70ShRFNdE4qKq8VsV7Mkrjw9POHhTffg5DgGersoDGvY2dkgOCgA2Tn5ODg+QkdzHTLSssQkGJdUPycnhuHl7UFlYQUPd1cSONk4VLLw4fuT/xffFXCdpzzRtVPpdShunodHRBcmVw/FteVZpX76e1PGuwaqQ7LIkHG9MNctGW88qAGhhoRac/H0tHtiA25R7ShtX4Te/EReUOorMiFDFANTTd6K/QtpcKqDkxuml1awu7OJYyI7RiI5m6uziA0PQVJ6LvTijYLU7Uixt4bwAF98+aUFKiorUFlbg/GpafJjglatxv7uLnb3D3ByeoKmhirY2Nojs6AMhycnYsEx5ckxkc1j7B8e4Vx9jrOzYzHodXtrF8rTU+h0Z+jrbISjoz3iUjOwx1NwGvTQqpTY29sVwkOpUokZj4wGLQmSE2xvb2F9YwNb2zs4PjlA/0AHqohUsshQEeHd4zculC4xbaiJZIRei1OeBpTiPaJ08SBRUR5EOLku6YnkHu0dYHtnDSUFKXC0dcHI7Log4ioiids7uyI8XvxNPDU1l+dPg9czu5T0ZoaFOcs6A/mh8uXyoO321jySEyKQnJFDZcUCS+qqKGTbMz25M8JAx2IdCyEe2Ujd7C4pLBaOoosZi0r6iFRwfGREdztOgZkYMg2WSpRdMVHkk2yk9Elil1xx+OSXYyBKT+dZUEpC0iRC0ZN7dscxSnHytRJrUzwP02zovHArDMfJW46H9ykGEgycxqvUi/zRFtDRloQnuRZFTD9S+UppF2XO945IM4fIMUnlwHZXJSRSx37ZCAFLYdD/mhDR5IftxUIQ5vxLaeRfzjddM66D7Ea4ZndXeRGSWaRGilPE/o6A8kP3Kr+5XN05QUjWACKzh3Cq5XogQ8b1gO4rWWTIuF6Y65aMNx5XDSw1xNTYrO0pEJLdh5DMbhzzSq+iYeYGnbdmL3/z4IJgQsJkg0jKhY5ERjbufHUHcSmpCAx4gnQikisbW0TOj5CWnAAnF2+c6ohMEYlj4nO8u4KYcH/4+UWKfuYqnRp6o1684ejvakd0eBiSKKzW9jbh7p//5d/w5X0H1DU2YGZ8CDkZqUhMSkFSRjaGRkfQ0VaPqLBQBPgHo7i8GovLi8hIjMKvf/1r/PnWfZTVNmB3cx2djbWIjggTMxjVt7bj5PwcezvrqCgtxNOnfrC3d4Sntz/6BgfQ2dmM7LwCHB0fob2jFpERoQgMCkFpZQ0OSODsrC+hOC8LIaHhKK+qxpFSKcgXkzuD7hzT4/2Ii4lAUFgAnJ1sYWHhgKH5ZdF1qqmuCmFh4QiPjERbRyfONdyd7KetYtcrMviY6S+74X0Oi0mxROKZ+K8uzaGmvgrz6xtUBZgEsw+iuLTD4oEXezOxNyEyiPJTMGJwOB/TPSqMmTxzKqRfvn/JjgzXRXPyKE5B78mGyDITa+GBAxcxkuF9FrxMuNmd5Fqi0uZjjo/3KQ0gASkRbDpLh1wWHAd9vwYO4co/fyQCL5F1jl8SFpIrLi0R/kvEnf1yPByw2CcXL0KU/EhuWASwX/ZH4fOxOS9CbLARaeSg2D0ZDk6khdyxX/qIr/DDx1J8Upy8Lx1fpU38Cv/C5zsCygvXPcMFOkc3xdoYld1L4jrJkHFdkEWGjGuHuW7JeOPBjYlEAJjcqPVGlLTNwzmiAUOzO0SgmWxcNdzvTtP648DkRioPJiAXF3pUF2bhP/71V3D2eYqM9Hg8un8XoVFJ0BjURMSzYW/rivX9IypLJnzPSGSsISLQB3dv26C5uRXdg8PYPtjF/NQgnrq7wd8vCLWNLWhtaUVdZR7uP7yP2MxS7O5to6e5Eh+/9wfcuG2JShIP/QP9qK4uR119LVISYnDf0hrlDY3oInePHlnALz4Na1vrqK8ogfV9C2RlZSIpMQ5WNtZoaG9HRVEG7lJ6s0uL8djRCQ8tnbBKgiQjLQHWDm5Y2lhDbW0pGkigpCUn4ZGFBaoobaXcLebGF8gvrUBLayc21jepPLhBucDO2gICfD1wx9ISWbnp+OzPH+JPH36JvqlJVFTk4P69h8jNL0BUbASlwxa9QxNE/aTayMTnp8D1DvzmY/Yv2T//Fe65vjCZ4+4/LBbMhJbtRFgSqWZCzEbci+yHd3mf6gzfgaL7ynN//OGwpZh4yx9xKDb0Eaek+K/sRFrYCHd8juM2uxEuxAmzG5YA0lYoC+FOCpdDEfGz829ACkWkWHLz3EhnJC/SVuxLAYrNc/d0cOWCf69CYPNij8+Z4zDnQfJ1tX/lSjoWFsJeOicOOR4yfO2FEBJG8iVBcvni9yqOdwMiR5TdU5UOGbWTcIntxOK2UroXZMi4JsgiQ8a1w1y3ZLzx4AaTGk7R0EtPU4cXDvE4vgPZNeOiW8yVyOAGWQaDyoOI19VT2EshMvLgYOuAmfVtaFUHSIoMwIOH9jjRqlBVlAc7K2fMrjIJ5yejFzjaW0egjzv+8Zf/DjtbJwSEhGNofBIr8zMIfeoLP9+nGByZwMHBHvo6a+Hm6Y6y1l6YLgzobamBm7Mjajr7SeCYoNOeY21jBcMTYygvyoK9ozPSC8swNdoNH29PpFXU4UR5gMTIYBI199E10Iu6mgr4eHkjMSUbeSSKLB5ZYWJxAalxCXB188H+0RYy02LwyN4VJxoVtjZXMDE5gariXDjZWSMpuxC1JGws799DYWklllbXodGZV4onUjzU2QAPV2eUNXfBYFShpiQP9o+c0dbZhahQXzx8aIf+wX5UVpbisZcv8gpr+Xk0+Re0R5Ty68b1d5f6OkRRkGEfkmv+lUi9OH6e17+M93VASvNL8UmJuNr5FrA9pVeYv+bm7YUkPsz/a+K6XgmMvx3wVeX//JnVI/gkdSO2bBw6nnxC1E0ZMq4HssiQce0w1y0ZbziYeJifV9IRd+0wYF+pRWLJOJ4kdmBLoaLz1PiKJ/CSHxnfIjKKCmBPhHxuYwdGzSEyEsJxn4j04ZmSREYu7K1dML++Re5Jrl1e4GB/HdERAQgIihSDTXkwrOizbtRjbnoST3288MVnN5CelYOuznp4eLoKwq5/ZkR3az0ee3qibXgSl+x+cghurk744uZXeHD7S7z/4cdIzS/G9BjPwOOJjLJqHB7tIsT3Cf7hF/8KeydXuLq4IjggDB1dAygtyMJ7f/gd2TvCzt4ZabnFJFwOkZkeCSs6HpmcJMHgii+//BKPbt/An//0HhKy8nF8okBLXS0e3r2Phzb26J+cgpH5Ggmf/rZauDs5obp1kESGGrWlOXC0skdLaweeejnjn/7p13CiNDi7uCCIBNYA5YVL9KcTGa9jTMYVOBy6a+jaqDQa6IzcnefKr9kfnef7jcMRXXpeGd6PhIia4qF6xgPNRelydCJeNq+K2+zwXYS4BlLXqRfX4B3N618B5113YURd9xpcw3rQMb4lxhDJIkPGdUIWGTKuHea6JeMNhyA54sONCje6eiJTJrQMrcMptBUNAxswcGPM79QFO5HxssiQhIEOVYXZuPH5DRTXNGB8oANPfLzh6RsJtVaJopwMONl7YOf4VBIZ5Hd/dxXhwb5Esh9jZXUNq2sbODzchVK5g/WVFawsziIqMgg2JFzaeW0FTyfEphVi62Afna0NePzYCx1EzJ9R3A0VRbB69BD1bW1oaqgmseCM1NwizE8NwN/LAyHRyVhdX0FeRhac7R9jYmIOy2tr2Njcxt7BFrJSY/EppT0lJQXF5eWYWV7B2dk+MtMiKX5nlFdWwsqSwm9uQktDBZycrBGXlYu9/R0szU6hs60V7j5+SC0ogp6qCi90Nj/eD18SQqGxGZgh0RQZ7I+79+6je3gUWZnJcHB1xuTsHFY217G5vY1zlZpqII8R4Er2U1S01ycyRLcogwbLdA1b6JpsHxyJqVhNRgOMJqo3xGiNehVd6z0oT8+FyOQ68ReR/0hIoVFKKXzt2Tk2qY5t7R3Q/WzOBm+fu/s6uF7zxAW8IN4LwvltLt9ScN4veSrpc5woj+k6qKTxLn9z5PoZ/S+pEZU/Dv+UYRycaql2f7c3dTJkfFfIIkPGtcNct2S88ZBIk7nVpS33/77A4tYJAlKHEZU3iVPd1eBQueGR8E2RoUdHfRXu3fgclpaWuHPrK9g5eaB/bAqnp3tIS4iFj08QVEZ+Uk/lSILt+HALSTGh+OD9j+Hk4AoXd2+UVlZhbKwPIYH+cCMS7uDkiOz8EhIDy4gOC8Qnn99HQUkZ+jpbER0VicGZBWb0JCZGSNS4w8LGFg52Nrhv8QiltY04OdxAanw0PvrkK+Tk5WB8aASBvv6wtbLC4yfeiIhOxODIAHLS4vAfv3tPjOW48fmf8cjeCb2DgygvyYF/YKiY+tPH2wMPHj0isWQNi4f3kFVSioa6KjjbWcHZ0Qk+voGYpPTwwGV+U6NWHqIwLwN/JvFi8cASd7+8jYDAEMysrGN6YohEkwtsKb1evn6IiU/G8vIalevVWhxsXj9eh8gQtlQnNGdHKCvMRXhkFI7OVdBqVVhbXcYS5d9AxP3wYBN1dWVoaemAkbsp8ttC4ZtDlrZiI+1RvWEj2T//0LFk8zVbsw3/8j1LaaX0LM/NIsQ/CIkZ2dDRaZ7umAPlMK7ubMkX41JMhTu/MIdTEidSPHxWcnl1dIWrdEi4CkkydOr5ObE1h/XCTnInfa+OzHbm35ftvx4X4yW3tDHvmT9X+y/shTHfgzyV8sH+BmrrqtHa2SO9hXvJNeMqlHcVPM5nYGoPzjEdyGudFeOFZIkh47pB960sMmRcL8x1S8YbD25OmFzRVnyZdFzgXG9AUdMyXCN7Mbq8T8SRZ7uRmx4JVEpUFoJyMTmlsjk/OcLBzgaRxx0sLC7iQHEipvmcmRlDaEggiiuqRccMQVLJ74VBJ9xPTExgYnwS45PT2NjeEU+7T44PMDs3g62dXakrFQmJs+NjLC2tYO/gAKozJXb3dnCm0YnweArKk1MFFpaWsbGxgYOjIxyfngn781Pyt7yKnd0dMU2lRnWCtZV5zM7P4ODgGNuba4gLD4XX02DMkv/mhhp4+zxFUXk9jhUH2KE08GDlkxMF5ilfG+T+ULGPQ6USOp0GW5vrWFhYhFJ5RuUgkVdJSJnovIrytInVlVUSVYcU3yE0WkozkTvN2SlWlhYoHQtQHJ+QP4m8i3rI5fQT4LpFBtuIWZ1MOmyszlFZ1mJscgpnOr0ocz8Sgo4ePtg5VGBvZxMtrQ3o6O6ja07XRavE4eEBjo4OoNarxErxaiqjvb197FLZnas14FX4eSE44zMTVFT2SuUx1DqDqGdaOj49U0BN9UpMF0sfHr9zfn5MRHoHowN98Pf2R3xaDnQkAvV6NU6OeFriPZyozsSK/5w/Tr9Bp0ZVaT4sH1mgvrUDylMlNGSnpLp0rFTQ9ad4dDqcn51hf28P+/v7lD4tpe0COq2ahPWJqHc8nuhEeQ7tBZXJBQlPtZrSso+j40PoDHrKM6WB3J1R+AeUz1PKr4Hf8lzooD6nMuK8k/sz9bmY2lejOad6eIjjEyUUlAY9hWGgsjo+3hduWRAZRd40OCP/SroHDg/2cXByDC3dV5d0H/EDgbPTI8r3JqVDgZ29DbQ016Orb5DipTSqzrFP6d7fP6CyU0vdGH+i+vjTQdRUutbAidqA3LpZuEa3Y2r9iKo320v/bzJkXBdkkSHj2mGuWzLeQjCB4u4bw3P7cI/vQWb9lFgk7pLn1JTxncFEu6+nHXEJcVjb2RONtyDRb1AxaojAVZWV4O49C9jau8LeygpR0fFY3zsyu3h3ce0ig85zt6jtjVWUlxYiMiIcaRmZGBgdQ3NjLT783W/wq99+iNzSSszNzqCZyG1TRxeUJFC7uuqp3CMRH5+KvuFR7OxvoaWhGlERkQiLikJja7t5PREtdCQe5pfnKI5iDE3MwkDicW5mHOXlxZjf2qR8GMRDgd3tdZRSOsLCwxEWGAh7SwfEZeRDpTnDxNgQMlLSERkeidKaSmzsHUDLa58Q0d7ZWEGwjxv+5V9/DVv3J5S2DkxMjiItNRVpmRnIKSjE+MwsWhtrEB0ZiUgyDS1tOCeCPjE6iPSUZBTm5iAiNAQFhSVikcATEgWdra2IjYlHfmEBFtZWMDTUS2EmoaS4GOEhoSguKcLWPomY4z10NldReUQhPCJCTNt8pFJhamwAGcnxSM3MQV5+PlZWlzE2MoCUlESRhvKqGio3BTapbCqKcpGdmY9E8p+YkoJJErMGgxYba0soLs5DRHgI8ouKMULl0Ez5aOseIAFzgp4uSmNcFCKo3GuqG3BIgkZc93cGnBeuvSYhVifXjuCb3IWE4lFo9CSnKK8it+9SlmX87JBFhoxrh7luyXgrwU+iL7B7okZ0+SgeJ/YQ6VQJOxnfHTwoXKNWQqE8JmJIJNbcReVNgXhaSaT5wqgXbxNWNzZxtL8PvZ4XkTM7emdx/WMy+A3OydE+kuNjYGlhgSIizS5uTrBzciKx2Q0nW1vctnbC9MqKWHU7KjIAEYmJaG+px/0Hd+AXEoaE5DRkFeZhaHSYiHouairLEBTohwePbDAytQAjiRg2K0Skg3x9EBgeT6LhHKX5mXBydsEiiQVOnUGnQmFeOj797GPExMXB09ERv/mX/0JsWgEJhhF4urvCx8cf+Tm5sLFzoHjTRR3lNwGqMwUKshLx+a2vkFpSLRaXrK8uxm/+7d9w18IB1XUN6OntQXFBFqqqKhESHIAHltYYHp9CRXE+/u1ffwUnJzdEksiwePgAWUWlGOrugKutNYIjYlFZ04SuwT4UZibh17/8R3hzlzkSZHdv30YipW9+aQFlhVmoqCpBRFgglaU1ugfHUF9WgN/+6ld4YOWImoZaNDZVwsXJHk8DwpGTnQ5raxukZ5RgrLcL9774HJ9/dhcpMVGwevgIj72DoFDsISUpGje/uovMjGykpqYgKz2exFAgYlNzxQxtFeV5KCsvQUJcPMVrg/qWLrw7z1akust1mBd/VBlVqOpagXtEGzrHNkRXR86qlN13JtMy3gDIIkPGtcNct2S8lSAKxV0wTCY0Dq/DMbIb1T3r4IXBZHwfcHnxOsrc555pKbfib2LnC0rb8yeY0v67f6WvV2TwEY9FmRrtg4eTAwKDIzA0NkqkNlbMotXW0oqIkGB4BIWL9a13NucQFfUUoURmM5JiYGH5CIcaHZF8EwwXWqhUSmysrmByfBg5GfGwJiFQ19orZv7h8UA6rRI5qYkkEFwwMT2BxKhQIvBx0HC3J0qNYm8D0SFP4e3nD53JiMWJETxx90RMaj5Ki7Jx+8tbKK9twNDgIPyfBsPF9TG0xgvKo0RAWxrLYevshPaxWTF7WlNVIeytrdAzPgcDpVGtofRtLGFscgK5WWmwd3BCTXMXqkryYWdrj7mVTRzsrSM2OgSBYfGYGOyHr5sLouKSKL0L2D8+REF6AmytbLBDAvfseA/RoaGwcXoChepUCntqDMUklBztXVBa04LGimI4WFljcJLElklH51Jw64svUNfcjUESFv6+T+DmFYrBvi74eHqgoLYZpgsdCaZM2Fq7YmhkEE/9PJCUmS8EP69vs7k8RkImADHp+dDqeRX6eRJhk6gqLYUzTwWdV0rlLV3jtx/S/xHXYV6vZ/XgCGHZgwhMHcC+Ui26u3G9FnWb67oMGdcEWWTIuHaY65aMtxTctcdEjc76zgmCcwbgnz0ExbnefPZvAdfRyArqSU279OEpM7+dwLO7l+P7IXGbycF3ghTflesXR1///eG48sshSaG9ibhOkSFsnxkx2teGu59/ht+99zHsnV3gZG+PuPgkjAz3IjzsKTwCw0hkPMPuxhwiIwMQGB2H5NgoWFo74MRggsl0iQuDHqODnXCwtcLtO3dx89MP8OGfP0VNU7c0MJfq0eUzHQY7m+Dp5oonT5/Cx/sx6jsGhNDhuna0tYKYQH/4BkVBc2HC0tQw/B57IDo5G4XZSfjVL/8Vtx9aw8nJES4O7igoLBVT7QqRAT3aGkrhQGKpfWyawjSgoboQrq5OGF/dgIEI/shwH/mzxa17Frj1+Sf47OPPUN7YieqSAjg7u2Fl7whHB6tIig1CcEgi9BoVBvo6SIw44Pb9+6iuriKRkUriyRnbp6dQn+4hMSIKj+y90TvSK6Zkvnn7AZXlp/j4o09QVNWA+soyuLu4YX59ByaDCgWpCfjnX/wjHlg5wI1EjruLMworqklwdCLgyROUt7Mo06IsJw3Ots7o6u2D12M3pBVViGtppHxtkciIJJERm5aDhbkR+Hq74NbNu3h46yt89MEHSMkpptJ8s+vx9wPXVJMYf9I+sgHnqFaUdK6IaWwvL3mCD3NORT2XIeN6IIsMGdcOc92S8ZaCCRdPX6nTX6CiexG2kS3oGN8Wg0wF1xItLu8I528pOPEvGyZo0qxRIML4/K2DyDDvcMP7jcb3+bnnG8lOuOPm2kxRRKPNQ79ZaLAjs3v64ak0z86OcaRQwGg0UJlrRD97uggv3Ilfae95AAK0T6TTYNRBo9OKt01XLl92dQVOh05zBoXiEOc6g7jOUhaYOLPhfXM+xQlBOcjwr5QnCZLti13OI7vgD5fhBbSaUzGQ+UxL4tTs5gV4/+XwGH99X/p80z3jvzv+67h2kUEEf21pBhHB/giPisHyxgbWNzaxu7ePI14XJTIQ1s7uWKXj5cVpREUEIyIuBUW52bh35x46BkfEjE7Li5PISY3DAyLjg+OjKC/OJDJui6qmTkrDBRFnfuNgxNE2CYlQP/ziF38PexcPbCvPxIxJXB/OlXtIionAIxtXTM7No6GyGNYWFohLzUN7cwXcHR1Q1dxG6VvH1to2XadTurephMX1NqKnrQaO9tYoqGnAwbEC9VUlcHZ1xujaFowGNaU5FXfv3UPPyKgYJO5o74Cyxg4SGXlw4WmZ94+gOFpDSlwowoITcHxyhOX1BUxNjyIg6Cm8vJ8gPTEBH370ORo7u9Hf0wJPysPT4FjkF+fg/v0H6OgdEMLCwdEJxZUNqK2soLA9sbC+jcsLLZpry+BiZycWeNxc38AG5UVxosBYXy8CnzxFbRuJsks9SnNS4Gxnj4nZOQQF+OKxbxAWVlYwt7SEgd5WRIY+RWxKpugSZmt5H02NLVRGjRSXM9Jy8uneVGJ9fRVHPEEBXefvXsPeLHC6+e589syAwxMVkksm8DihE3P7Z3Tdzd2ozJ+v36syZPw4yCJDxrXDXLdkvK0wtzM8o9TM2iF8UjoQVTyKE7VeEFmwEaTrbW2MON1MGV4y1PgayfC6IM8udaLhFcSTxJZwzg00EUxBNK/yfVUGZCRBwbsS0Zbckw2RNzFrC9mJxpy8M5kTBJ/O6bVK1BGJS05Mw9bmBoZGBrC5u49nJon0k3MRtngTwjZX8YvvpZgxZ35hFv1Dg9Aa6PpIMQl/7Oa5IfBMWDOjfchIS8HQ7AqMJpNIw3OSLYLmUHmHF5HjkPiYY5byJOIW+1wWtBHp4bxJ7riDmIFI8NRoD1IT49E/tSAWghNC66V0X4UqJU0EZDbkjsJ44eYqPxyfOU7+4fDIVhzzodntd8W1dpeiQ64mOhJ6TQ01sLJ8AM/H3vB6EoCc3FycHh+itLgAH338GSKTUjFA1yo7LQ1ZeSWYm5+Gr7czPvvyJqysHREfl4imuhrY2tvCwdkV1g/u4uEja7T0SjMg8ZsM8TbDqEFRdjz+9//7C4QnZELH15Gur6gnVH+ZuFvet8RXX92HtbUF7G1dkF9Sg/29dSL4kbjzwBK+T4MQEhSKJhIwFLR0acn/6vwUnvp44Db5r25oRkdrI4JDQzCzuYMLkwbDvc2wd7Ah0eQEG8t7sLKwQkNPL1rqyhASHI3NoxOcnG6TGMlAWmIG+vq74OHjRmXiDDcXN5RVViI3NR5/9z9/ga/u3sPduzfh6OiGsclpDA/2wsnFhfLvBLtHFnhA6Wxs7kBrcwuCwqKwvrNHV8CE/d11JMZF4QGJHT//AASGRqCjvRNTY2OIiU9CV/+QcNdAYiQoMBD7JMKaGipx/6tbeGj5CM7uj5GSlkr3Qhzyi8oxPTkMH0qfrfUjOPAbl3sPUVZRjqH+Tvh4eaKmsZk7G5mv/Nev/9sATjHXcR7TMzizC8+YbuTUzYqxODJkvE7IIkPGtcNct2S8raAWiQkHNz+nGiPyGqbgFtmMkcV9GLjDB5MZFhpM/N7CBtfc5D430uJjWiLpZC6ZxBF5JzuDyUCkisSHwQCTgVflJiL7jIj8hY4IuhF6IunGCybjRK1Nemj1emjYjvxzGV0adSQCtKJvuAiDmNwVgefuCQayOz89EIOFnZ0eo7+vDzEx0egfHhfT2er1WskYjaL7GhP1C4rPwIOzjdK0wmqNmghsMcLCIqFUndEVofRe6KHj+EioEPekGDm/7N+IgfZ6+BFpahsch07P6TKKcAR1pjiMJFq4HAwUhkS8KQzOEwkYE+VZrDFA6TdRfg2UXwOlk7vZsAjgPPPbGK1eg86WatGFpbFnRDBwXqSP020U3XIoPjIsujhMzt/VW5gX14bL1UjlTOVAeeH1JNjFJZEk7k/PU7qKMuUVtTmZ5s93xXWPyRDlzHWH0sbTtw6PjGJyeg7K01NKswGqsxMxDfDs8gqUZ6fY3d7G1u6BKGflyQ6mpycwP78EtZrqC5XhDoXBYx5Wl+extbeHg1O6tlzXRLcWIy7pGlWW5cLS2gr9EzNU5yhVIg+05XSYtNgjQj42Po6trVUc7B1id58XBqT6pFFidX0dQ8MjWF1ZozrEdZPrLGeCr7eW3G9ibGoa2/v7OFEcYH2d0i3GjVAdoTTvH+xgfHJUDELf3d0mEq+A4nCTwt2EmtJvvFDjcH8bu1s7MOrV2NxawdDooFgEUqc9RVFaPBxsnTCxtCim+j04PBJv8Pia7h0ckt0kpW0eu3u7UBwf4/joCOvkV03npbpG9Ux9TvEvYXBoGMtr69CSyDs/VVJcOzg+OydXl+R3D6sblEeqJ0Yqs72tDYyNjmFjawvnqlPsbK9SHIdU5jpK/zampyawsrKC3YMDHCqOcKakeNfXxLTQL/7tvn793xrQ/aZQaZFRNw+36A5MLB9I9V6GjNcIWWTIuHaY65aMtxVMVOgjxmYQ+Rid24NXXAdSKidwxnPxE9FgMiIGEr6VDS6nmRtXnn9fheXlRSL4vejp6cX04jLOdDrs720RQRvD5NQUuro6MTI0hsOjE5yrj0WXlr6BPnQODmNpbQWnJ4eYnZpEZ08X+kZHsLl3QMRKi621efT3dxK5GkJ3RzeRzBUiO3rotedYX1lER3cXOjta4O/zBE5OXkTWtjA7O4udIyW2tzfQ1dGM1uZ6tPf2i2lGFcdHGJ8YQ3dXFwYHhrC9tw8thbe+toip6WkSFhqcKHcwNTWGru5eDBPB3DlSCNHDQurZpR4DbXV47OyIrJIqym8HhgcHxNoa/BaEpz0dGuxHZ1cvRoi4Kk7PicidUPlMobevG5MTk1AouGvXPsbGhtHT2Yv+wTFsHiiILGtwrFjHyHA/2rvakJEcA3sbezR0D+NUqSTCPYXu7m4MDAxifXsHGiKL+/s7GB4eQi/lZXWD+/tL6xLw+xCTUYXtrTVy3yeuy8zCIs5IUB0f7mBmcgzjYxNUDj0U3yilSUkiRaqv3w2vZ8VvfgtEqZDIPrtiL+KMZCe9JRJH0j6dFG+3xGrnFK5ww3aSfGd3HCfHyKJMEhHs1gj16QmyMpLxNCgY53p+fySFKSIUWyk+8eGwRflwmByGRJdFXGTJMyjxOck/G+n+ltxL/oUwpn2+46USoPpE6eZBxEJc0Za74rBAl1JsXsGdzrEw4vVWWKCYKDKTXoWGskKEBEfgWKumuiMJey4L4UXEyyVFx2xHn6v8sK045tQIO/Yn2Ujp/7o73qPQKXwpLF4sUbxZFIbFOwtnckfpl97esU/2+3J4ZMx2by0o8RdU9qNLB/BI7EZi6ZjoyigeGMmQ8RpB95EsMmRcL8x1S8ZbCW5KuVHlhpe2FyYimxqkVU/ANb4FM+sKsuc/DnYjNeVvH8x5JNKxsrKEmJgo2NvZ4d5Xt2Fj50Siag5N9WW48dlneGBph5tffoYbn3+OrKwiLC7Ow9/bFb/+1a9x654lioqK0VhThYcPLGFhZYF7928jKioRB4f7SE2MwN//3d/j7gML/PlP78HWwRmzaxtYnBmDj4sz3vvwA9y9cwv/9a//Dnsnb7S3N+GJjx9aekbQ09cJRxsLvPeb/8Bv3v8Eta2dRP5b4eDsAFtbG0rPDYRGxuL4/BiZ6fFwcfIQpL28PBf3797DI2tr3H54D7Gp6URC9YJUcZ/9wbYa3P3iU3x88z7ufPUFPvv4IyQkpmBnbxelxTmws7WCxcNH+OqOBcpqGjE1PgB3VzvK610EBgaJLint7c2wt7eFo7UtpeMrhCdk4Pj0AMWFafjwo49w4+bneP+3/4lP/vwF6roGMdDfD1cPN9ja2eALSrdfQAg2dneRnZ6MTz/+GHZObkjPzoNKoyEyyDXPhLWVGQQH+eHOna9gYfEQ1g5O6OjrR097A+5+eROffHoLX3z2JT75+Au6LgXghQu/u8i4/nUy2IqdsAtBU9nJt6ZHnDCH8Jf7L/bol9NF+2wkV1KdZTJu0GnEitUHRwdUZlc+GZI7yYJ9SoKCwWFIYfEP/ZKRXF+lgcA7zw8YVwdXW3bNYXI5cPr4w+ScBQe/OyB3TNhZjojy4nEiJIKo/hkoPu46x9MmKxUKEvKH0tvCSwP5uor4KoVXabqyv8LL+9/Et7njcFjwUByiPPlNEKWSBQ/Fa2AxJeqOlJ+v45txvSruNx/nWhMKmufgHNWMgZkd8TZQiCsZMl4jZJEh49phrlsy3kpwQyrRDm6M+ckfd/Ppmd2GS2wz8uqmxUw0/HTw+5C6NwucP37CeQmtViXeWqyvrqC2olLMjlNYVo2m2hLcJdFRUduGMyWvfxAOaysSICND8HVzhJOrF07OVVhbWkSQtw/cPZ5gZn4SGanxsLZ2Qv/AAOJjQvH5l3ewur2N4YEWeHg+RlFNE0rzU2F17wFmFlewtb4IH1dXODg8RntbPXy8vNHUO0KkWYfDvTXExUbAwz8YuyfHOD07EvP5szCKiojA/Ue2WN3ZpDij4UQCZnCwG96eTggJisDcwiyi42Px0NYBi+ub4kk/dzEZbK+E7YM7SC+ohEqtQE5GIokKWyytbOBEsY21tQUMDnXhsZcbvEkMdLa3iG5PFdX12Nrewynl+exMgQ1K9zLlNyzoKR7aOaNvsB9PPb0QHpOGc/UZyvMycef2bdT1DovBsxvrK1ildCfFJ+ChtQM6SHgkRgfD78kTzC6vYVdxAj0RTkFUL3UoLcwgEXRLDOztG+iEp7c3/EIi0N3RBOuHFkjPKROrRSfExsDaxpmEFJPcb5LEv47rFxl8v0gUWUrFlXvJ7Ytfqe5Jdxj9ctzC9utu2O+Lc2RnDkvyzdeS0nHJ4pGfzEveJP98wG8eJJdXIUsfKV4RHtsLN5I9/z4PxLx5fvB8j09IbzWksKS0cdmJ7oG0FbbshstJhE/knok8WXMZSvtM8HmfwuN8kADgtLCROu6JUDkk2ko/Yit+nx9cHZkhHUnH5jNiw1tJZEjp47uePpRGfrtiuHqrQe44Vsk/QwpD+r06fp6iNx6ccim1lF5xTz3D7PoJ/JJ6EVM4hFPxFoPLmq+VDBmvD7LIkHHtMNctGe8MnuFAqUZi2Sgex3dicftUdH0Q3Q+4EXvrwKTikkjPJfZ3t1BalAcPdw/c+vIG/vTBh8jJL0VLTQWRa1eMzq/jwqBGaW4yrC3s0NPZgZjQIERklIgymBnqh83N2/iv334IO3t7IUys7V3Q29uD9KRE2Ls/hY7KaXFqAKGB/sgtq0RWajgsKawTjRHqs32kxIaTSPBGR2stnvi4oal/DHqdCvU1ZXB1d0f38Aj0hnNMjvcjPDwYbi5O+NPvf4vPb93FzPoGhRcrpiNtbqrCzU8/xJ/+9CVs7Rxx4+YtOLq4Y35xWZAM8NSnHRXw83RGa/8E9BenqK3Mhq21C7p7R9HWXA8vnyewsX6I3//mv+Do/RQbJGJS4iJx++aXCI+MwsjkhJjCNCQoAK6OdvjgN/+BW/dtUNvQAH8qw/yKZjEuo6ehEq5ONqjpHMTMzATio0KpPJ3w5/f+gI9vfIX+6VmxsrPF/XuwcXRFdWMzztRq4pwkavWnSIkPwv/6H/8bljYusLG1wO0vKf7YZHR1NMDH253KaAIm0xnysmJh6+iGIx0/qeanst+tPr6O7lIyZLwZYOkg3tlI3cR4TJDOiPKOJTiFt6NjYpvszW90zD5kyHhdkEWGjGuHuW7JeIfATx57JrbgFN2KnKZ56AzcSL3NT8GIKl7q0Vhdgvt3b6OkogqNRIztnByQUViG1roy2FvcR11bN/Z2N5EYE05k3BGjA32IDgtGdHohEU8jVudGEOTjiYCIWKxt72KLzObeIZSnh2KaTgdXf+gujZifGkJwYADyympRlJOIB/csMbO0gbXlWTx94gUHpydoa6sjkeGKtp5hLM0N44m3G4Kj4nB0zm9b1hET4gueGYcHCSdEhuCehRWm1reQmRoHJ0cSCj3t4k1GckoWtnd2sbG1LcaHaPX8NJkIMuW3v6MaznbWKChvxOHBOrLSY/HI2kGsdOziaIXAsDhMDA/B28MVrj5PcaI6prjXMDjQBXu7R7AmvwF+T2Bt40TpmEJ06FM8tLFDS2cbnnq5Iyo5C3tHhygvyIKNpQ2qG7qRGB+O23fuYHRsDJnJ0Xj4yAo904s4UexjY30W4RFPcd/CArOLayQcKJlGDQqojO7fvYPxqXls71I+tjZI6B6hp6se3l5eaO6bJLcqEhkJJDJcoSCRIT1Bl0WGDBksH1hys5gwkciY2VDAL60bYbn99H+ipVuFXNB/uiwzZLxuyCJDxrXDXLdkvEPgp157inNEl47BPbEbqztK0c3g7QU1rhc6dLfWwsnBDsnpmYiJCsXNO18RAa9Ba20p3vu3X+OepS3iEqJgb2uPpKQMrC3NISk2Bqm5JaJPt+psF/m5abCwtUNZTR1qG1rQ1j2A4+MD5GdmwNs3FFqTHvMzY4iKikRZdROGepvhYGcHn6dBiImMwEcffQwfv1B0dbUgOOgpiYUhIulp+PzPHyE+LQeNre2YHB9CZlKUWP25tKwYjlYP8dDKnsjDJrJT4uDs6EGiYhMZaQmwd3BEXX09ausb0dHbDw2JjMsL6YnmQE8Tbt/4DA8e2iOVV6R2cEFQeDzGxnvx1N8FfiEhKMnJFlN9PgkOw+TsOAoKs0iElMLf1xf+gYGII8Hl4OKE0ooS2Fjdh42jE+aW5pFEYuLW/YeIT06FzaNHuHfLEs2tA8jLTcEDEhZFpaV47GSD+ySU6ihdDY3lqK0uRXxMDPx8A7FKoojXm8CFEWOj3fB67ILomAQSX+1oaGnG9OIUBvvaEBREZTU8DSOJkdKCTHh6++BEpxd19Lvh9Qz8liHjTQHXUBYQPF5GRfd/Scc87MIb0Tq6IWYp44E8ksh4m//DZbwNkEWGjGuHuW7JeIfAby0MlyZ0T27DJbIFBU1z0Jne1jcZTBOfCUKrPlOgo60ZQcGhSEtLQmNzDSZnZkhkVMD5kR3iUjIQGOqPyqo6MY3lKYmHgd4uDAyPi4GTJpMGh0d7qK+vgb+/P4JDwtHS0YOzcyXGh/opvFboSIwc7G+iq7sb49Pz0GlOMDzci5DwSORm5aC1tQMdnV1YXVlAW3srlpbXRRw+jx/D3cMbQaER6O/vwebGMjKysxAaHo78nAwi8C1Y3lxBYlQwXFyf4Eyjx9HBDqqqKuD7xA9hEVHo7h8Sb50u6VpdGA1YXZ1FW2s96urqERYShLzicuweKaDTqTA22YfQmBASH3GoLC9EY0c7tnbXUVyQDX8SROXl1dhXHIkw0kjMREZQOvKz0NTegtPzM2xvLyMvPxcRkdFUXlXooTwsr21jd3sDhQUFVDZhyM5MQ1NbKxa3N9Hf04zg4GAScamYmV2g68H9xPXEjiitJhXm58aRGJ8EX18/ZObnY3ljFVvrq2hvp3B5alSjHpOj/ahtbMCZ3kh+vzthkkWGjHcaXF3pw/V6fuMYfqndCM3ph0K8xeBpq3m2MBIbclWW8ZohiwwZ1w5z3ZLxzoAbKx6seUEkU42EwlF4JnRiZf+U/0D4kRk54Z/vTvJ+XkikkokjD0LlAdEXJKB4oapLJroXJnS2NCLQNwhzS6skrrRinQYxDoXc8tSXYspUYWeeBtPEjTcPxL0gOxYwJvHmgFdJN9B5Dpe7nIlZkMjtxQWFKfYpHSZ2L7nhWXg4HhZ0HBYP7OUwTJQmA49X4K04NpKQOUFPdzM8nWwQHZ1Moo/Do7xQvJw2nqlJSgs/taRzFB6/feF4LmlrovTqKByDSS3WZuBuFUaRTgPZaUU3L0H8Rb64vKS08boPvHYGp53XCzFSGlmwmThfRp14Usrpu3imkc6R22cmKW9SeZigp/PPeJ0LOuZ4DFz2bEfnKDKqVxwnlSntc9w8MxHn5RnFKc1UxAN3KQ0UH5evXuTxuzOmd0lkcHrerBTJ+HnBdfWCzDNoDBeo7FiEY1gL2ka36V7i/xW6b8VsYCzo5Zoj4/VCFhkyrh3muiXjnYJEsC4uLtA7vgnHyCbkNs9Bp2OiRw0Vk0Mx1PBtb7QoB0Qm11ZXicD34Pj45HmeXp0zPvsqF988921uv4MdHXJ6WOicnR+ho6MFhYWF2NjYFOThW4P4C1w5+uaW8Sq7/x7sUrg2k3IWoVxzvlkvvluI380V47u7lPB9REbSzyIyOA6p5F4FyRUJSTJXrq8vdS9C+8tfxou9H4YX4X0zzBd2Xz8r478H14RLEhEs/Gc2TvA0tRtROf04URnMLq4gl6uM1w9ZZMi4dpjrlox3CtQgMWEkIrt3coaEkhF4R3Vicf0EvDq2GARO59+FZovzyGKKt+JNDeFq+7PDnAwub155nN9G8JsDTu+bkEZOgagF0g5Xie9AlX96vH1vMjjOb4/36oxkpM+Pw1VI0t5f4q+f+WH4ZlhS+FyfrzOWvxlQofECiKc6DQrbFuEU3oye8XWq4+bzMmT8hJBFhoxrh7luyXhnwK0TESwm3dR4GZ9p0T+5A6+wLuTWTEMlVgHnbi7iD0Xy8hZDkJs3Ph8sgCRyLLYvCaKfF1x2UpcMKT3muvNG0cW3ZOC3ORouR+7molKd4fRUmnDh+bXmzQWl62ogr8gLCWTaspvvUic4vCvD3dP4XuZpiA08joe8c3756bgUktRdzmiSurr9UHBYUq3geCkssSgf7XNclH6TQYvDwwPsHR6KNMj4HqCCNRlNGFvdx+PkHkTnD+NUQ//Rov7KkPHTgv6DZJEh43phrlsy3ikw2yAjxgkYcKTUIL1iAm6xrZhaVQiCIvoBm6mIjJ8SV5TtZfPzXAcejK1UKqA8OyfSKJFTJqZvWr14a0QGGRYNRqMWg4O9KC0rxdnZ2QvxQPedQaPC9sYaJicmMT09i8WlFZwovyFG/grYjcFgwMnJCY6Pj8VbMTWJGV7ZfnF1jfLNSZDKR8iMZ0YoDncxMzuLQ3L/6tD/OtifVCsucLC3iZnpCSjPVRQPnaH/l631ZSQlJSIzrwB6/m+R8d1B10qp0iOvaR5OkS3on94SY6Te7inHZbytkEWGjGuHuW7JeMcgCCM1VNxWXZguMbCwB9fYTmSUTUKt1dKfCT8t+6G0482EeIpLebrK11/mjmzY8muG7SQqKvlnYnpF0tj2CuKseZ9gjkc4MW/FvnAjnvFKHwpPdX6Gvd09Knc9neZzHIcUDyCtyCwFw+7Z14t9Hjyu1WugM/ICdi/Oi3jEvnBN3xfk7so/n5cgnecjkTLeJzK4urJIRLgEA0NDlDaOg6eWNUKjOcf+wR7OmEhKARDM4YlwrmJ9HrsZL/auE2+myHhRBuI+Y5FAQk0aMG9AT3c7/H2foL9vQNhxyfPq29sbi/DxdMUvfvEP+OBPH+HLG7eQl1+Ec7WG3PFbDQqRjFjV2rwvBtRTfvj8qfIEtTXVKC4uhclkws7WOlJTk5FOBN9A5/n68SD7Cy4n2g4P9SI8PBx9Q6MiDH5zxec4rcKIeDh89stbyoM5bil+fkNC9ZDtKfzO9iYEB/ljfnmFjnkSBTX6eztEGtapjus4ryIsNlIcX8sLfUQNujovjBT338bTe641V/WB1zQyYmxhH96xQ0gonsKZXieuG5eLDBk/NajeySJDxvXCXLdkvJMwN1TUYB2r9ciqW4BLeBeGZjbEU+wL7rYhuXjrwdRFWsyKZ0uSxmiIp/OUd9GkC2LFsyIRkeI+HSY6ZyJ3JmldCp4NiWc+4rETPAuVngmbiWdQYrJGBjwDE8+SJBHJZ+SHp8U1clzcVYXCNZGRuqJJAzk5HOOFFoN9nYiOi8Hk0oaIn8mZFJZ5n0gpzwTFaRezPZE9E0iT0YiDg210D3RgdGFexMV54/M8mJxX3BbElPZxwQvcMVGjXU4jnePpL0U5UFzslvOkZxJK9jqtGk311YiOT8Ls4iz6erswubhE8eowMz2KlNREdPUPkgRi4snxUXnwE1aKh+Pk2at4BjMxkxfFKUqZ4uG968abNvBb0GS+fhQPXz+d+hgba0sYG5/A5PwCDo5PxNuKuPAwxMQkQUNlf0nknkn05toMQgKfIiImDeenB0hPjMQXX91D39gktnfXMTk7g5mpKSytrEOp1kJ5rMTG0iLmF+YwOTeLseE+PHZ1hZWtC1bXN3ByfIiNzTUsEcHX6EnM7qxgcmoCEzPTWCO7o8N9rKwsYU95jmPFAZZXZjC3sozJsQkszCzimMI/VSmwtraIqelJjM9OY3V7h8LSk/BRYXN9BeMT4xTeLLYPDrB3sEtpm4dSo4FBqySRM0/5HqF0jYm3KUfkR3N2gM3NZczPL2KaymRqZg77RwoYTNJsaHqqY4c7mxTnJgwGHbS6M+zsbmJ7Z1vcq+8ypH8jnimKJ+G4xKFSg7SqCbhGtNM9fijuN66+MmT8HJBFhoxrh7luyXjHwbx6fOWIyFonYvJGoDjlsRnvzit5o16NE8Uedvf3sLa+js2NDZypVNI7AyLHx8cKrKyuYGtzE+eqc0HoVadH2N3axA6RqqXlVewRETISuTfoiQQdHWJ9hez46axWA9X5MTa31rG4vIxNIkNqjZbIkQonRxTn9i42iPBtUJzHJyc4IGK3urqK3UMFNCRitjYW0dffg23FKS5IOJydHGFjdVGk81B5SuRLh9OTfWxTWnZ3toTffcUxNFodhjrb4WBvi6cxidjcP4LOaIJWfYqdzVUsEfnc3NnBGaVF6u5EYH5N+VWfn1Ca1ohUruKAwtKqz3F4uIf17S2pfGg7P0OkcmoGHR2NsLe1RnB8Gnb2drG/s47RkQGsbfOCe0Yqp1OsU1ira+s4VirFVLinymMiictYofI4oLIysqgRBOr6GdKb9ibjSmRwPLzI4AiJQFsba/zuj+/jq3sPUVPfCNXZCdLi4+Ds7I1juj5XImOLREZYkB8iY9PEGiwVJTm4b2WL0poGpKUn4MubX+GzD/+ER1aOGCTh0dvRAqs7N/HhR5/g9v0H8HJ3wb/8/S/x//zinxEeFY3+XhKw0VEIT8ygaz2HwABf/P6P7+GTzz9HcmYW2poa8NTbFy19w2iuLcP9m1/C0sYFf/r97/HpJ5+hqLSKROUQ/Pye4NMvbuGjD9+D9xM/bFG9n5gch5ubG37/hz/i85s3UVBSipqKchI5bpheXMHi9Bh8vdzxh/few/u//yMsLS3R0tuLyfE+ODva4IMPv8Cf//QnvP/++0jNyIGa7it+cq9WK5GTHA97e1dsHR5jd3MJ0RHBCItJkK7dOwwpd1QvnxnE28me8T24RbYhu2aMhB3b0/8V1a93XWzJeDMhiwwZ1w5z3ZLxjoOfyJ8RaS1pX4ZjSDdaB9eJGBr5jOTgLcfm8hyyibj4B4XAxcUFTnb2qKquwZlOi421RSQlJcHG3hEenq6oqqvG8bkCrfUlcLZzREBQMB49sEBMbBKRqwNsEslPS0yEvZ0T4uKTMD+/gKHBbjzxeQzrR1Z48sQH3QNDRPBXUZCRBDdXb7g6u8DRxgqJFE9MQhKsHlkgMiYOK/v7GOxrR1JCHGbXNnGwu4mS/Dy4ONjCwckBaXlF2NzdQl1FAaytbRDoHwBriwdISM/A7MIyMqIj8S9/9w/41R8+Q3pOEXZ2d9HVWg9PD1c8fPgQj70eo7G9UyxwR9SXLucFzs+O0FhfCQdKkw2VQ35RMSYnhilP0WTnDk8fX5SUFKOkoBCRccmIiw7GP//iH/Af73+JnPxCjA/3Iys1Fd2Do1CScKsqLYMtlZ2dowvKq2tJXFC+c7NgT/m1triP6MhwzC4ti45fTJKuF2/iwG8pnxz66fEuEqKC4ejqSXVKhd2DAyHiTAYNCjLTYW3jiu3jU7PIeIZtEhlBvp7k3ofEXTP8nnjDydMHi+Rnd3cd61sb6GlvhrubDxLTctDf1YCHtz5FVFwKtHT/Kva3iJCHw9s/TORzj8RmbGQEwuNSUZifRXXCAourJHZJDK5ubaGrmUSGzxO0DAyitbYAtz/7HLmFtThVbCMhJgSPbJyxvLlOAnmZBPg61Yls2Do4oqG1HekpiXTdXbBHYlks7EhprK+qgKerK4ZJnGbQ/WZlZY1VEt17u2t0f3jQPeaOkeEeOFhbwvdpOI4PD5BB4TyydsDeyTmVA7+JM1C6quDoYI+6rgEMdjbBz8sNTb3D7zy5FveHeBtqxMbRCeLyJ+EV24+5rWNc8ptTflMpPjJk/PSQRYaMa4e5bsl418HdZkhULFJjFkhkLDCtC1sKzWuhYD8HliZH4PDwPm5b2KKzswNRwUF4eM8S/eNTyEyKwYN799DW24/UlDgifjboGelHXmoEfvXP/4WkzBxUFOTCytIG+aVVaKiuhL3FI1TVN2N8ag7zi0skNMbR39OBsYE+eLm5wNnrCWYWJ/HY0RoffXIXjQ318Pd2w9//8p8QlZSKksIMWFlbIK+yhgh/iSBmA1NTqCjOxoPbD1BVU4Oy8nxY2Tsht6gMSdEh+Pt//FcigIXIy0yCxSM71DV1YHKgDW4eTgjLKMI5kdjhgW7xlDg4OhbDo8NEWB/j7v2HmFrZEN2i8MyAwd42ONpaIi4tE31MLtta0NpSBzuLO/j85kN09vVjemIE8ZHRCIhKxOBAIwklJ0TnVECl1WB8sAsBT56goqkdzfVlsLpvifySSvQP9KO5qQHJJMBu372H2vp69LTVw9byPtyf+ENjJGokyP314o0TGRS+JDIusbM2h9AAXwRGJkLHaSNbutnACxoWZWXA2soZW0Qmr0TG1soMPBwe4X/973/CzVs3EUwCd3p+Dgoi8Z3trYiIjoGHsyM+/vgzhMemob+zGU+9PdDWN0b37wUUhzuIJFHnFUAig2I62FpBXGQYQqMSkBwfg4eWtlAZuYw495cY6mqDn48PmkkUt9YXUj10xuj8KhHaM5TmUT0j952DY6iqKEVEaChd6zv47OZt5JWWIyosAG7egdBfmJ+uUx6aaipFXe4aGkRseCjcvYNwTv8rFxfnyE6Pw4MHNujsaUcwlUlhZSPZG1BOdd7e0RXrh7wgKJeRCTvrc4gMfgr/sCjkZWXC09Mbu0q1KN53GaI2Uj3Q6i/Q0L8qpqwtbVuC2sRdH410jjtMcWnLkPHTQxYZMq4d5rr1msF/rVfmBV62lc3rNUw6eCyCzkCN29Aq7KhxK2lbhJ4ICbvgj9Swseu3DywyQvx8kVVSCyMRvN6Werg5OiM+NQN+ns6wePAQRUT442PD4eLshgoiyIXpUbCzdceuRoXNxXFEBAcjJjWTSHc3+XWALxHAHiLp+0dH2NpcQld7C6qLC+Fk9QCPnFwwNjuK6BBfhCVmQW/QorwgC5Y2DphZ38Ty/BACn3oiOj2TREYhPNxc0TE8iPjwp/jgT18gr6wamdlJcHV1R0x8GjIS4yhMd5waNZib6CGSFkKCpxazU93w9PdAXGElLvVq1JRkw8bOFoNLa9CYtJTPCjjZ26O6uUuIyMsLSkdRLuysH2FmbQsGHntj0mFuZhRB/j5Iy6uEgYje4fayeALuH5OG8bEOePt4ILW0XrzdmhjoIJHhjeLGFmSkxxIRtcPuqYbC1uFMsYmYqAjYufvgVKeDSXuI9OQofPXQBgenKkEirxtvosiQBkhfEMlfEN2f3H1DcXR+jpMzJU7JGHVq5KalwJrq157yTBB0HgTNIiMyyAfR8SliNXUxxobqa19XK2wsHyAkMhbVVSWwtbMnkZGBgfY2PPXyRsvAhBh7c3y0i8ioMLj5PBXjJnY3loXICItORGZyAu7de4TNg2OckiA9PlWir70Zvk980Egio6W+GLZULxq6hnGi2EVqYiwsH9kiLiYGN7+4gaLyGgojHpZWj5BfXk71Iwj2Lt44OD6jsE7FoPOm6gp4uLqhd2SYRGoYrB0eY1NxCMXxFuKigmBr60rCtpvq7xPkk8gwUp2pLM6Eg6MTVg95Fi3uEmSEXneKopwk3PjkYzi7+SAmOUsMXH+XwTWR6y6PDVvZOkFQ+iCepvdg40gp1QMhMFhocP2V/MiQ8VNCFhkyrh3muvUawf+W3HjwczfpKR/biWd+oqGWzU9iuMxpy0Jj4+gcEUVDcI9rx/zGMXg2GhMRJtHhRpCzt6+FW5oaRiCRqZScKui1anS01MLZwQnJqSnwdHXAJx9/ivjEDKQkp6CsrAqLq4sozIiFnaMr9oi8766OISY0CFFpuTjTnmN2bpJEhw9uf/UVEaBUxIQH44vPv0R4WCjufPkpHjk4Y2pmnPwEIjw1TwibysI8IoeumN/ax+rCCPwDPBCelo6WumK4u7mjfWiY3PvjN//+HpHMZCSnJSK7oBhDQ6PIik+ALRE6FZH85alehAc/RW55PRamB+Dt9xgx+aUwGlSoLMqExaNH6J1bgtpI+WwsgSMJorqOXrrOBlyS8CgvzIXNIwtMraxDZ9RBoznD5MQAgoOeIrOoXpBwxfYK4omsBsamYXK8F0983JFGQkZLRG98oIvK0gtlDfXITIvDAxIZG0Q09XoVDrcWEUHlZOfmhROVCnr1LtJSI2Bh7YAD5Tl0RHz1ZPip/XXhTRv4zUEKUU6kUKs5RkF+Ju6SiM0rKUVecTnqW9pxfHyIxLhouPv441yvpeTQtaF7bHN9AdERoUgi8WukMPjeZPHQ19cKVzdHpKZlID83HffuP0BMUh6GO9oR7OePjsEZurYGMdYjnYTAnbt3SQAPkXicQXxcAmKTc9HR2gjbRw8Rm5SGgooKVNQ1oJVMkH8g2oYG0FxbiD/+7jewc/JCcXYWXO3dqD7Ho7SAhKulJSpraxEeEYy79++isaUJNRVFePTQEhl5+eJtW0NtMxqra+Dz2A8z8wuorizC/bsPkEJCOisvA44ursjKLcL01AAiqZ6X1jTCQGmuK80V3fvWFSeUXx4EbxSEeri3CX/+w3/hDx/dQtfoNJXDX17XdwlcI030/3um0qCweRY2YV1oG5bGPfH9cvURZfAOl4OMNxeyyJBx7TDXrdcK0SA//3DDz0+z+MkebWXzkxpq5cTiT4PT23CPbEJq2SjONUyAJCEiuOFb2MCxyHCyssQj28fo7e5GJBE5B3tnjI6PIYPIvJOjI+1PYX5uXvSZP1UdIz8zATZOzjgkkbGzOoGYsGBEpWRhfWcDo2PD6O9uQoC/P5EyDwQ/fYKg4BAMDvXC28OR/LlgZmYS0US4I1NyqFiNJAAKxGDWJRYZi+PwD/RCRFoaWmrLhMgYmJpGVUk+HO1c0NnVi9n5GSysrGJ/fw9ZiQmwc/Eikm/CMgmLsGB/5JHI2FiaQqC/LzwDI7C2uYHujmbyb4XIhCQMEHGMDg2Ak7MbFrd2xVNinmWKu9g42T1CSnaumJ6W3XV2tiAkyB9ZRTVEap7haHsN8dFhCIlJwdLCJPyfeuNJcARWtzcw0tcppl+taGlBS30ZrC0tUFBeJcLq6+1GckIckWAL1DY2oq21Dl6P3REaEYujEwWGh/sxPj4uuvZcl9B4895kSD/SQoZ6HB3toIgFpr09wiNjMTU7i+XFGSHGUrLzYSBxwQN9WZQojvbQ1NiAtvZOSp1EPFlknJ4dor6hGq6ubggNoeuUnYmWzgGszk6juqIc08tbos/+BZF27urm6+uDaBIX0zPTJAhaUN/Wi/MzBdoaSVw7u+Ox71O09fRhYWYOVZVVmFlZFG8yLB/ehXdABFwcnUkcZmFrbx8Hu2vIy8mEk4sbgkNDUFhcgrn5OZwo9lFVVk5C3Bn+VPdHh8cxNTqG8tJK7Ozuk5A6QD0JEydnFzi7u6Cipg6narWY6KC+thz9o+PQG42YGuohYV+Ew3OeEvlClIOR6vnG6hTcne1gYeOGg3O1+A96p0HZ41njhhf24BHbg9iiMRyrSJCzuJIh4w2ALDJkXDvMdeu1QCIZZKjBF3+k4kkVNa10zF0NRO9T2n95+212X9u+6px5+6pzvH3VOd6+6hxvX3WOt686x9tXnePtq87x9lXnePttdkRPqOyogee3FkRqFGotshqmYBfRgJ7JTWr8WISQa3L7Njb1y1ND8HKwwXsffo5PP/4Yd+7dR019M3REchYXZuDn54svbt7BwwcWiI6OxsbWJuqqyxASGQmlXoeD7WUU5mSLsQddPV1wsLPH3a9uEZl7iqGxMVRXluD2VzdhZfkQD+/fRWRsAlZXllGQk4X8smoqPyPamhsRER6Jrf1DIlpLSM9MRkFVBQZ62hBLcc6urGGPSHxyQgpu3rqDe/fuUbr8MTYyjKrSYoRFx4kuNJurc8jOykJDSzc0RBw5XX/4458RTue3drZRV1GMWzc+F7P22NvaUXr7oSfhcCk64l9CpTxCaWEOPvnkc3z86eeIionD8NAgMjLSUdVI5JbcHR8QMc7NQVZ+Kc5OFcglUvuHP/0ZcSQgRgd6kJKSjHYSFYqjTeSkxuLjjz7EZ5TmpLRMzM+SuIoKxfsfvI8/f/RnEi9h2NzcwtraAom7QKSmpl6jyHhTV/zmNxmUFr5n+Ek0d1UjkceGu6f1ktALDQrE2NScuN94rAx3ExJrIND/oFg3gkLhVIpVv8mN6O5mDo/9GHi6ZapXpgs91QspLn7TKKZipn0x1TFtmbDzFMw8TfEzEiE8JTN3PTKQnZgSmcLl6ZTbm6uoPntjfHENxotnFD6EO+4Gx2MnODwxrTJPx0z2Ik/0v8DpkNxR3MJQuMKdlA4pDnN6RF4oDWJa5mfC7hkJMXbHUx2L/xcy/EZjenIQT/2eIKegXEyvLOrvOwpxL1BZHChVSKichlNkPyYXjqgcuV6YHcmQ8TNDFhkyrh3muvVawH+s3Ojq+TW/XoszjQZnRG7P1Dqcq3kedt7K5qcxWrFVqfRQqek60LUYWNiHU1wr/DM6sHN8LsgGd2V4fcTs9WFpahQRAX7IJcKv1Wmh1RsEySLaRRWR16vQQ63TQ6vVilWTuduCgQSIyqCHjgmSQQeDVkP+iNARSTRodeSewuD1KqgOM6EyGrTQ6zSiO5DWQPZEAA1Ur3UGab0MDYXFi9rxFK8mqvNagwYao17405E/nZGIG6+pYTRBR+nQabQw6sktpUdrUENr1BAt1hPxoDSQHT8FFmthUHg6EkLcB99Ax5cmClOnglajJndM9MyklbPKhgkb5UFPfrQ62lJ8JiPFQcdqYpYsAIxGHcVPYeo4rWRH8Yk08TSj3OWJ8q8VeafwjZRvnsaXylRP8TNpNJi0VD5UXlpKi4lII9FlfqpvorwaKd3v9JuMvwCnh8gzf2hrovKaHB9GSwuJXCpTFg08oPdr6eENJ1N8OK18zNsrd9I1ZeIttqIsze7YozAMyZ6n1BX+qS5Ig4elj1jPg68OpWFpbgL19TXYPFBIDyDIqygrFgIcB4XFh2z4LYtEjDlujoHjNudD5MWcX3Yp4uav+ZgPzObrv7yVwPV6enIUZWWl2NzZp1xzlyH2+26Cy1JP93/r0Brsw1qQ1zhP/xt8L/E/1NV1lSHj5wXVU1lkyLhemOvWj8BVg3IF6dhELdOpxoi1fRUGFo9RM7SDos5VFLax2UBR+waKZfMTmnVp27ZJZb+Ggo4VZLeuwC2xD5941KCwZZFIMhFK0dC/TAfeDmyvLCE/JxsNXb3iya200B2TX8oJ5YnFk7TgHVEu8dSUiBQJDT0/YeUF5gR5l57K8lPdC9o3kBsWGOLpMpMwJmPCPz8hJtpF+1eGw9Xz1hwGL8zHgoDXjxDHJBSMV0+CKUyylPZpy4Sc0yEI/TMdhc8kneLkdAgyyESP4jOnXyzGR+eFmOA0kV9KvKB9fPUoWyLvzzhudkuGMkRi4IIEFZWJSCOFbaR98VSa88bp4afml0I0iLLgsqGwBNFlf2QuxdNrEhNUpkxSxVNtTiO/M+P0sBuOmwnqNeGNFhkcPBkpNi57Lne6fiQy+S0DXyeyICdkuB5epcicRmHPPsUxh0BEnl1xPqkc6VKI/LBfQUZ5XwqBwFu2I38Ul/SGhN1J97F4q0KC4OoN5iUJ7QsWqHytWYhQWEK8UBBcpixGOAyxcjmHfBU8J43jgPQ2hrt+XflnGS9EB7mT8klx0y8bthRvLcQe/Yrz5vRz2qgOclrEoHgRNvt5l2DOK+WL77H5rRP4pfXCP6ULG4dnlH8qK7pf3r18y3hbIYsMGdcOc936YRB/jtxAUIMj/Z2Khk2t12NuS4m8tnU4J47gq6fd+MqnF/efDuCBfz+ZPtwPGMC9gCHZ/GRmUNr6D4v9u4GDeBDYh4cBnfjcvREOUT0YXjkSRFQiHERYzNeUG0vJvMFgUsbp5q0guWxnbuSFkXLDDbr5lDBse3VOsmS/ZARhY5/m8+yPd8UP27+0L85JhE2KW/LL6RFhibDNYdAJYUdGWAu/7Fayf54Wsx8Rpji68mc+ZifCHcPs77lb8xkRpvnoyi/bXaVRpIVDZhfshs9LoQl7diP5ln7IjsMR6SILUT7mMISN8MOO2al55xrw5g385jClkuE9/uUj8Xyfy4AFpCDPUjl/3b05PSKNkm/J8IbtzO7Flq8RCxcpXNGdyRy2OM9e2O+Ve3HEH/M+2fM+//J5SUC8OGZ/0v5VSJK/KyuztRm8w+dfGMmN+Vi4Y7srISFOkqF9jpuEyZUQuhJV0rW8ilcK79sghXZl3hJwkVB+L0g88UMI5ZkeufWzsAttQev4KokrElV0Ha/uHxky3gRQXZRFhozrhblu/UDwnyM3DpLhP9OTMwOaRnbgkkyCIqgLoRmjKG1ZRsvIPrqnj9Aze4ieuQMytJ1VyObnNDOn6J0+R0HTKuyCmhGbNwjFmYb+aFg4SkRAagClZ5EyZPwcePMGfnPYLCmkeEwX3LWN3+XQIUfHxPGHxMweOADyz+RbpF5EQVTVoMXJ+SlONRoSG3RGpEHy8iZBtAOiPRAHIj/SGxx+20FpZsP7oqC+C7gc2Q8bs583LdPfBnEd+To9g8FkRO/kFpyj2pBcPgGlTk/X1yius/T2SrqWMmT83JBFhoxrh7lu/QBIf/6irRBPY0w4VmlQ1bMOm5AhuCZOobJvG9Nz55ifPcfs/DHmFhRkDjG7eEDbI9ryseJr22+z+9r2VefM21ed4+2rzvH2Ved4+6pzvH3VOd6+6hxvX3WOt686x9tXneMtl6G0f4SpxUMMzu0isXgatk87UNO3Ap2Jn7IREeBHqERmRJcIITRkyPip8QYO/H457EsjNtaXMDY5DT0RaOaN0j1jJtrfC5eim9XJCa+wrYCB8sETZDy70GBleRpVdXWYXFoFDwK/evr9GnL3o2BuFaR0Udp5fMrRyREZaY0Mo1Ev1m757qVzCa32HIdHh1BrteZwxYk3HHyNuDvUBdZ3lQjPGYFHQg9mt05Et0NJcFFGuPuZ+H+VIePnhywyZFw7zHXre+P5Eyv6n+T+v+cGA5rHd2Ab1QfftCl0DxGRnVdgZkGJ6YVTMse0L5lpIrpie3X80vbb7L6vm1ed4+2rzvH2Ved4+6pzvH3VOd6+6hxvX3WOt686x9tXnePti30FJpYOMbZyhKahQ3jGj8Alvh3T60cvxg/QBZaeTL4VLbuMdxBvlMjg4Ch86QEL/RrVyMlMhr2TO1Q8pkmc5jvm+8fNwl51pkBdXSVyCgqhNppguNBDpzlGXWUpIqKisXdyJrpNvfkigz5EoI+OtlBWXoaKyjoSC6eYW5jE0MSkEFDfBVwm01NjyMrNweTcvChfLn9h3mBw6lggKtUaFDcvwD6kA3UDG2KWLvH2QtRhqY6yIJEh402ALDJkXDvMdesHgJsSqbEzXBowvXOMwJwJuBFRbRzexezCARbmiMjy0/KlPdrukzkgcyjsJMP7svn5zBEmlxSYWmTRcYSS5jk8Cm5EXNEIDs61ROa4WwNfZ9pIF12GjB+IH16DXofIkGzpLJE+lfocuzu72Nvbg1qjIaPG8ckJjCap/vMsXkrliVho8Pj4WEzXu0tuVeT2wnCOnIwE2Dm641RnwJlKhROlkmKWujidnSqh0erEwH8OY2trG3u7HI9W/HfyrF/HJ8fY3t7CseIAapUCo8O9aOnohNZohN6gxtbmKrra2jA8NIxztVp0z9JSmo+PFSKdOzs7FPapNNj/Rc7AM0qpVP8fe/8BUMW1tY/D3//X3n7f97Y0e+9GTUximunVdDWa2LuCiiioiAiIUhQRFERBEAXpIL333juHIljooFTp6vOtteecWEK8uYQkJpmli5nZs/vss9Z6dm1DTW0t6hsa0NXNhyTeJmO/k8paK9LkvPJif85HR3ubKF9dfR0a6hvRSeVrbb2JWgrf2tZO9X6XwnJdtEhrt7ju2tvJT5vYPY1PBOf8VFF+mpqa0NNHbm21SE2JR0pyOmqqy2F0SA8bNbRRWV9P9XdL1E9NdTWVoZbqTjoro5vSaKay3bhxE40NdSgvK0ZUbCwqqmvQ299D7xqpHquoDPUij4+jhOImyLtJpRTVYt/JBNh656Klg0eIpW/Eoxe8SF54fLyy/jslVRtR8f0kfwAVySBDpiEnZdsaBDHEkBYId/T24lLKNeyySoFbWCXyyppRQEYrG65FpY3KKxmyJc0PcukA14Hc7r8+6t2P9fOod3x91Du+PuodXx/1jq+PesfXR73j66Pe8fVR7x7ww+DiBt3fQHFJPbIKqmHrXgBNsygEpZahi76r2P2IFKHc1ybTjyFuJ9+1FaG7hblLF1WPrWRi/TNqfagXfkvrHbiDpA+N9VfgH+ANk0OmOGpqgoCIKMTGxcLx3DmUXqtCf28nUhMi4XzhHApKFLjo7gxDQyOYHjZHWGQsWm/dwMVzNtDcs4+AeSsiwsPh5OaDLkrhWkUBLrm7ICWtADV11+Dt6YqDhodgesgMwWEUtq0VJcU5sD1jAwMDfThfdEdFZTmiwoPg4u6Pzt4OlJdmwf7saejv24ejxocRFBmDprYWZKXEwcbiGBzOnoWhviEcnVxwlYxusXMalY8XFtfVlcHnkhsOGB2GueUJpOXkkoFeg5iIYBw+bAQ9PR3YUTkLK66gtvoKgr3ccMzKEmZHDsPksBl8fC7BzZXiNzCEM5WpngBEdkYCzrs442pDM261NyMyOAie7peQn5sGx9PWOG13DgZURuuTNsgvLUHTzesIC/KBj38o4mPC8OWCD/DyGx/DxvE8MrLTxVk1JoeNRZ26+wVR2VqRl54A6+PHxPkuZ6l8fHihh5sbssorCcBUwMPDCQYHjWBifIS+QRRaCPwx4JG+uYr5u/8zreynEKcjtUmpvVHb6r+La7XtsHDLhN6pJCiutODObQZ+UvtTtWPpXuUm81CzGPET8oJAnTgQk3dHu7+N8FUeTVKRDDJkGnJStq1BEP2I6R+r8ZobnTjpWwRduywk55Hxyj3jxDwdR+bfDhcQR6ZW4wApxf3WsSisvEFGFn1lYbjIQlimR5NKZataCut36Zn+ivbD0oKf7vW4/xga6pEMDn8bfejraYO3uyM2bdiMAD9/ONqdwlbNPbA5fQaGB/bDyScUjQ3VOG1tDr2Dh1FQXAD/YB+kpqbC0swCahpayL+sgMs5awEyqpsbya8Ndu4zwS0CVQVZ0TA5sA9evrG4XFGE0CBfCpsCGysLbN2hhciYKFiY6dP9DoSEBsPbJwAxMZFkrFvigMFRVJNBbUUG/2b17QgPC8bJo6ZYt34DQmMT4Ofhgk/feQ8Gh0xwwek81Lftgr2zp7QDFXFPTyt8PB2wfuMGXPTwgoenF/yCAhEe4gO1Detxys4e/n4e2LZ1M/YZmiA/Pxt629XxycLlBCLsobVzM1559W0cNbeAtbUVNm/dhqDoBAT5emCn1l7kVtag5UYNzlgeh8EBMwIuvlj+1WfYtkMHbu7kZ/tOGB2xwrWqMtieOIqjJ+0JyJTCxGgPNu7Yi+qGelwuL6JyhSAhKQXnHB2wfcdORCenIZzy9fmHH2DXXj0kpaQiyN8Hh/QPIDwjF+XlBQgJ8kIKfQOrY5bQ0NRC0bVaMuBVbUz67qqW972G8rOQMi1OSrTN22jv6IV3eBE2m/rDJapInHZ+81YHmjt60NreK/MvwlTXHV1o6+jGrU7+vZPsIPDHO3pJ30rF/Mw3MskgQ6YhJ2XbGgSpQAaEMWrolInjniXIK2tDQRkZreU3xVXm3w7zCbS5ZY3wjKrATtMEnHDLQn1zJ+lMadrI75VEb9cgicOqeKhoqOP7ZYnzLRl3/E/qUZRcpb/Se37342joF37zNMDbd3two/4ygQUDqG3ajbjERHh7uENvvyFsT5+FrZU5duubIikpGmYmB+EWHIPWlhsoVuQgLSUeNhZHoL5DE3HZ6XB2OiVARk1zA85Yn8QuAhmdt28jLz0Gh/X2w9s3Gm2tdShVFCA1PQ22NubYobkdJwmQGOnqwDMgHL39veBDHNvaauBw5ij09A8jNS0OhrqUtl80uuh9ZVE2gZa9MLc+DR8PV+zdtQ8lNU2or6vGyZM2MD12Gv23qcR3+tHSdA0nrI5gj76ZOITyNh8k2dWIs3ZWlG8dMna70dvdAc/zp7FlizqiYmNw0tQYVg7e6OxthqfbCWzfqYXy641QFGfBxNQAZ529EeRzCVpaOsiu5OldVThtaQF9SiMqzBcG+3SQkFGItvYbcLS3xe79B1FxRYFTJ8xx1PosbjZfh9VJY+zQM0LnHTLE29pQWVqEzNQEOJ13gMbOnXAPCEGovzd2a2kjq7RSnDWTFBeGgwZ6BDJy0NZcT/nJR3paKk4dP4Zt2zWRkFsCcVq4+O78hfkPf3+pHf78JLV1Tp+no/X0Up5z6qBuHI81B+Ng7VOMCyEKOISVwSGiDOciSmX+RbgM58PL4BJxGf6J15GmaMKVxja09fQQGOdvxXJEKUt+iWbyGyDSOzLIkGloSdm2BkEsVlnhA2nF9dhrn46zgZUoLG0e0ICV+bfCTcgoasQZz1JsN4mGT1wJbnURyGB9/SsTG958DgXzUBDHw6dT8wF6gzHqOTyfW6Bi6YyMwWsrVfnuj4/5t0eSAucD4G7zbkI90gnrUt0wc5l+bLl+JpBxpxcN1WU4rL8H7733FfYbGsGI+NSp08jKzoG/twc0dmjAzMwEB/YboPhqNaJCL2HN6pXYuVMDG1cuwfJVqxGbmQZnMtR37tFFfUsDzp46Ca29h9BOhkxGYiQO7NODl08k4iL9sX7temzfoY2Na1dj5ap1sLCwhj6F8wqJETu68QntLWSIn7M7igMGJkhKjobeXj14BsbiFoMMAjhmB/fDgkDGJS837KN35Y03cbPxOs6cOoEjBDJ4Ss7dO324WX8Vx4+ZYY+hKdq6O+kbdKK9mUABAZwtO/QIZNxCd3c7vFzOQkNDA9GxUbAh/yedfdHddwveF8no37UH5fU3UFqSBzNjI5w574VQv0vYq6WFLEUlGmqvwMrcDAcMjxDI8IPhfj0k5ZWSvLiJ847W0NE1wpUrpQQyjsDc5ixaWqthbWMmgQxqF5kpSdhFIEFt8xZsVduAZcuWwtWfQEaAD3T36YoRCj6YMiUuBIb6eghLzURUiB/WrFwLTc1d2LB6GVZRPcbnFBNA66Uy8mGDqt+g9P2/11B+FuL2RkxJ9pFCLK1qhtm5FCzVCYaaaQJ2mMVCwzQJW83SBW83S8U24vuvA7ndf33UO74+6h1fH/WOr496x9dHvePro97x9VHv+Pqod3x91Lsf9pMG9SNZ2HIkGxsOpREn4oBdNvxTq3H1JrV/ajN37/bQ9/uxsuj3T/TbkUGGTENLyrY1CLoHMhIK6qF1JgMXQi6jWNH4vWk4Mv+WWJrqFpdRDcMzqdhtFYNsAh5sJApdKr78z03fT4ENBz4ht7WlBY2NjWJKiPKNYH7fLxbK9op33Dr5H7/j6V69vbx1pgQmhCsZoQ0N9VAoSsTCVTF/97t/Uqz308Nuooee0mHDsKmhgeLiOiKjltwfJCnkw64quhcvxcdl6O8Ti17r6hvEglwpvnu+JLr/XqIHcy1d77mpnh+me+8efHvPXRUH11cPGXFdym1EVW9Vd3yydXd3F7q5/smN1zzc7u9CXdVlKIqK0HGri+pLioffSms0VOGlOH6IhhRk0KMAcgSAOttuwNXJDto6usgsLER55WVcrapGKxngxXnpMNizDZ98/iWOWp7GLfLrbG+JzZvUkVtYgPP2Vti2bRsSMtJx0ekMtHbvx81bN+F+3h5b1HYhJSMLzg5nsGmjGjy9Q+HicBJbyJjOLczHhfNnsFVDE+fPO8P40EEYHrFAbkEh8nMLUFKUK6ZL7dc3JVlaCGMDAxgYWyC/qAC+7i7Yq62DgPAoAkFu0KV8X6V219x0BXanLGBufgp32Mgmw7yz/SZcHG2xTWM7/ZbTkJmThYKCAni7O2PzRnWERsUjKyMZRw4bEUgwQ35eJqyPHcUpF0/6DXXBx+UCNLT2oqy+CWXFeTA9bILT532QFBuG/Vrb4OoVgNiIUGhu3Qq9Q0cJZARAX88AifkMMprg7GiFfQJklMHm5FEBMjo66mF/2gIb1HeivLwUbhfOQn27BiKSUhHg4wotza1w9w9CmL839uvoQEHA7u6dHqQSyDDQN0BoQgou2J0U3yC/sBjnHU5Bg8InZRWg+loFcrOzST50SFOnflaQ8XCc3K5ZHtxFQ0cPzoUUQO1wMJwCFMgsaUNmKXMHskraqS23ILekWeZfgHOIs0pbkFrajOi8RrhGVsHIPp/ARxysPPNQWtuOPpLZQlb8HM3kN0jUjmWQIdPQkrJtDYJYfZOyJuGakN+A3bakVEMqUVwig4zfNjejmEBGQWk9fOMqoGkeDzOnVFxvaBcGDBvw90y3IZbMHB2Dh7t8gjz/Y6EnMSEMMsA7ERsTgTO2dqhvahFtj6cn8E4tXV0dKMzNQERUNK7U1pGh2Y8+esc77NTXXkUUhUvLyUd3X6+Yt97d1QI/P08Ymx5HVTX5p/ibW2+ipq4GXf0clo01CTSIdk5/Bc6isLxls+r05YaaK7h41h6OFzzRRW58Xowwbtkv/yO/vJWlqDPOj+qe/jGxGcRGMU9J6yfDt729GV6uzjhuZYNbvQSKxIJW3hWIFy1KBjIb6ByezXURJ+eFTxbmffmVeeBwt7nHnu+J2TAX6VAk362xEXGrlGyfsmzEVGd3xC4+N1FbX0v1zr3st5Cfn4OkpBT0khHHpQClKc4CoDDNTfXIyEhBTmkZ1V2fqD+e2uJ50RHmx0+iieJiIMLGPedJ5FXUB0/Fk3bZ4X8D0dCPZLAJSu8JtCoKc2BkZAi17duxV3cvrE6cQlnFFbS01MHR9hhWrFyJiPgUAkw9SEuKxA6NHWS4a0Jt4wbo6R5AHoGDgEuXyMA/ic6eLmRnpkJTUxPLli+H+mZ17N9/EJGRcUinsFq7NLB1uzq2bFqHvft0kZaWjLBQf6xdvw6r16zDAX0jJCTEwdvDDRYnz6Ct8xaiI4IJnGzCmlUrsWXDRjg6uqC1rQ3R4SGwtDyBusYbaGmug6eHM86dc5F+o9QuuZ5LCrNhcGAfvuGwVD5ndy9cqSwlMHEEy1aswdo1a7GfypCVXYjqq5fh7HQOnmTk99JvJCw4EKbm5qhuuoGrlWVwsD8L74BQ1FRfwUlLcyz+ejl2bNXANjUN2No5ISUpCdYnTiNPUYGu7jaqE3dYURuuqanCRRdnnHfxQn9fNyLD/LF8xUr63R2Br68XDPX3Qk1tKzTVt2HXrl0Ii4pBQnQUThy3xNVqXmvRi9zMJNicOoVU+v0mxUfRN6B0NXZh48bNVL8GyKdvEHTJk0DXPlSUX6H2y9+cvz//Fvk6lCS1q3sNkH+HVOf0W+rs6kVw+lWoHY2GhVMucgpaoFDcJJ3YhGI+H4raMW+0UcAbo8j8szPrMgUBjRKySXi3S3ZLL2jF+cArpNeSYOVehKs3GJT20if9vpz4I5IMMmQaclK2rUGR6HklIZuUX4+9p7JwIfQKCdGmh4xWmX9bzNsO07WsAdmkHM8FlmGbSQQJ5nw0t3dKBowwCFnZDrFgZuOQlLUwivkfGYpia82OW+gSJx33CIPD3MQUwVEJ4vAz7rW9S8Zu9ZUS7NPchGdnvwQre2d08vQJiqenuxVe7o6YPWcONm/TRlNrB/rIYKy6VgJ/f28kJKYT8GADoR2+Ph4wNDJCWVUN2nu6Cet0o5cMR97as6OrSzKuCYDcpnx0s3tHGyrL8mFlbAITSwe0c34o7p6edgILHWLLUAYvfVQmnm/f1dmB9lvt6KF7/u0wCZOFDMI+MuI5nfqG6zhzwgL79h1CO4EMVoC9ZLR1dNygPErxMWhhgMGGfl9vF7p529XudnTcakNPb58YQegm0NVOz2z49lMdcZk7u7sIjHXj1q0O8nuLbGxSrpQ2c3/fLdzqIPfOdrH1antbCxmH53HosDEam5rQ0tqIAH9f2Ds4oZPPb6A66KK67bjVgi6K52qFAq4ujvCPiRffifNZUVIIf6rTzCIF+ac0KA/dPVwvPFWnQ6THh7PdvcP5kEo0UJsacpChZAmg9aKTylBdfRVVVdfR2tpObZzSoDprbW1CbW0VOug79pDhymCrpblJbJ/Ko2nNzc1Ujm4RpqnxJr3nw+Z4S9oGXK+6iqYbvKUr1VE7xUltqaWlEdevX0NDQ4PYBpa3X+Xy89a1V69dR1MLtQ2qW463lsADt8vbfV1ovVmPq1cqCVA00XckiUv56GhrRUPTTXTR9+Ypfxwfh7v3++Qq6Ke0W3CN0qxpaBTgmcFdd2cbaquryb0Gbe23BMDto7bB4W9SWbh3t53yzNvQcty9vVRuir+NwA0/8zveipdH71qb2wiMNlM6nbhBwL+bDG3OA/sV29j2cNg2qrc2Ua89PZ2or69GdU01bnW1obW9DlXXr6OxvpH83RBxd/AiaarPnm6eZtdH9dRKIPUG/Qa7KW99lM9GynsV1cdN3Gim9kdttr31BpqojBzm5x3JeDhe/i32i6k32aX10D2VgL0nExGXwXqQDd2H5avMvy7fRJaiGU7B17DTIh2uEaW4RTKSd1GUiWWiDDJkGmJStq1B0UAgo5BAxsBz/WX+bbC0YL9InGvShJTcGzh+oQAaR2IRllFJRg33jKuU+FATG4UMMMhIEgZSI3JzMxAQFIyohCRcq69HY10FTp88AhMLa3SyMSh64m+juqIIZkZ78Ppb70Frrx4q6xrFaMO1imJYHTfG+x8sgMaOPagjkNFyswoZafEICAhCbHQsKsm4rLpehkMGuli4cLHYSrPsaiVuNlQiNSUWfn5+iAqPxOXKK+js7SEDrwn5WakIDrgEX0836O7dj0NWZ9FOBmMtGaux8dHwu+SH2Ng4XKuuEWHqrlciLiYK4VExFM9VYYQLorz3kBFVUpyPoKAQBAb5wlBvP/bqGpNx240bjbVITk1EULAfkqgOaurqyWAniEffgPfZ5+lIyfFxiI5PII4VZxTUkFtifBRCgkKRlpaNBjLEbjTXITc7FfEJyQgPj0BoaCgqLlcK8HOr4ybyC7IQEhaM6JhwlJaXQFGiwB5tLXy9ZCnCImOEoVpUVIjkjEx0ESC6du0yIqMjEBQaghwCEbU11+lbpaGg4goZpZ2ouXaF6jaKgJs3YuJica22nsBFB8qKcxAdEYEEynNoUBiKC0vRzYfYfQcMHjYKf74Tv6V1I2QkkuF6mwxtHgXiXnCJJaDBoy+8SJRZ+KV2Kb17FHOcZOzT9V68xOx2H3/nVxknz+cXI2T0TXidELvfJZDJ+WD3PuGfysXAmt7xqCK7s9u9+IiVIIPrQIxOEUv553bD/jhOzh/BOvGe0uGykptIXxnmh1hKi1iUQ8qnVA5OT1V3P8RSGAHkuN7vdEvxEECT4pLivr9+eF2GlCcqOv3h9TQMPvpEHUj5uMPndghwSGXn7/+zgQwmVZx8pTZG+bta34Zj7nliHZtfVLk4fyifjNrvy1eZHwdOym+ChYsChqezUHythX4Xfcrv+ccmGWTINOSkbFuDIhlk/H6ZRzKkM06aEZFSh33WadC1TkZ+ZSMZpmyksDJXNoQhIY6MjAbifjKE+rtbERbig9Vr12Dr9h3Q2qeHiz5+6OhogKO9hdje8iYfxMWZoLxUXy4U24GuWrsRB/YfgFdABBmvPQgL9MEBfR0YGBhg5w5tAiq18PM8j80bN0FXzxBbN2+EyZFjyMvLwZ5dGvjgg49hc9ZJ7AJ08bwtvlm+DJq7tLB+1XJoae+m9l2OhKgQbF6/Bhs2bsSmtWvx/nsfw9jKHteqrsLK4hi+WbkS2lo7sYbCHjxkDEX5ZThaW2Dl8hUwNDaHq5uXGOWQit2Lopxk7N6hgW9Xr8U29U14/823oaVjjLrGGjg72WE1paOnvx/bNm/B8ZO2uNlF9S8M6B4kRgdixaKvsXDpWpiYH0VkRBhOWh7Bpk0bcEBXD+pq23DB0xsFhZkw2KeJr75ZJebpr1rxDfbqHMBVAkExkUFQV98CbZ290Niujn379RBEQISnBH3w8We44OaJkqIiONmdxe79hiirKIDx4YNYvmIddlDdmB63RHRkGCyPmMLJww/Xr5TCwvSwmJKjvWsnVi3/GodNj6C69hrsrY9i/ivvQG3rNqqfldDcpgXFlSoxUiC2lvwe/Xwg436654vv7g8jxXDP9f53KmI3To9ZSd8ZupKbCHVfUMkQVhHf30tH+ivln8vBb1QxSXdsPEtP98fyIN2LSSK6Ew9SbKqQ0vVenI+K8UFShVOx6lkZ7/fK95DBz7fiGynDkH+p80K8+O6f6l6Q9CieqRWIv6I+lO6Cv7u5L+6fhSgXlGeWgy1t3XAPLcEm40jY+xShUEHys7yegEbjgLJV5l+XC3nqVEkjPCKqsNc6D37x10jryCCDSQYZMg05KdvWoGggkCFPl/rtM+8wJTHdl95EPrF31BVsN4vB0QvpqGrsFD2IklEwhETx3Sbuu9OHG3XlsLQ4iv2HjuFWXw9udbehpaMdPb2tcCbjX337HtQ0NpPpwvm4jerKIlgcMcKBQyY4YWUJXQNjXK4sh81JC+ibmcPJ0Q7amjuRmZ4M4wP7cNjEQpx74GBnBc2dOsjOK4WHmwt2au/F1bpG5GWl4aCuDuxdfdHW34XMtDACDrtgc/osHKyPY9fu3ahtbUdJThZ0tffAzPIsosKCsVtTC+FJqejt60SEvyeBhu1wcffBWaujOHTYlIyPK2hqaaP6UxpDd7rg4WIvFrNevl6LmuulMDU0wB5dE6SlxUNvjyaO2ZxBfnERzpy0xvZdOijmcwHu8qFSXYgnkLGD0vAKjEX37R5EhlyiZzW4EyAryM+GmYkRdu7WQU5OKgz1dsPM2h6dPe2ICfPFrp174eoTACuqt507tJBXrICvlxu09+yDx6UgOJ61xc69+gTmbqG7ownnT5/GLl1D+AV5EXjQRmZuqZju097ZgcKcdAIZZnB090c4vdfS3IH4zAL09d5C4CUXAjtbERUdCbsTZlQn+1DffAOZyVGUJ0P4hMWLLU35ALOB9PzQgwx+zyxd7pmi/JeNYaVBzI/Si++uqseB6f63dM+PnID09INh77nf83X/X4n4XioTX4Vxrbz/PpEb15N0R34pLNUvVdx35ZXc+a9UXun+3pt/TKr80JVvRZDvbgagh92VaYkgEmwQeaB881UFItjDd1Erk1OGlP7eZQ0k+Zb8S+W55+vhdIeCOF5eS3QHXV23EZ12HRpmETBxTENaQaPY/IQPOhXTTgeQrzL/mkz2SVkDiukanlwDPftcnPUrQY+YYieTDDJkGnJStq1BkQwyfqcsAAaBi7Jmwawwc4oacda/GOqHY+EcUILWW50kkHhhJRsukiHwk9U5yXmW9X13e1BVmQszUxOYnDiHLjKe79xuF+Cju68DF13OikO/ahqaqf1JBlJNBY9kGML81GkEBHhhl6YGTlpZwcDwIIIS0+DmdBq7d2giOjoUm1cvxwcffY3NZPiuX/kt9u01RHbhFXi4u2KX9m5cqW9EWmwEjPbshV9MGtru3EJFWRJMDvNJz8dwxuIIdCjem319qL5cjOPGh3HUwh6BXp7QImM9+3IlevtvISMxHPt1DXApIAIZyYnQ1NDChk3b4UkGfHtXD9cc7vS1w8HeCpu2aqK1kwz2lms4Y3Uc+3RNERkZjGULv8CCL5dii7o61ixbjn0HjFBGYIQNbd5+MT4mEPr6+kjOI0XZ34kA9/P46K13sWTFBqipbcbKZUthYnoEuZmpOGp2CHbufujpo7wlhEJXRx/HrR2gu0sDb85/Dxu3bceGdWuwfccuBISFw8nuFIEMPTR1dqHnVhMunDlFIMMIru4u0NyhjfLr9bhN36b/di/KirII5B3GWVc/+Lg7EWjRFGConwBaSpw/dPfuha9fABxPHYfufnPcut2NguxomBkfhHtIHLp4yo5yB7OHachBhnjPLEWjYukvh2MmkhwlUt7f7/TDRL44fo7mu3D3TOGH6Z4L30lPqrt7T1J5VJFK8dyX1weI3lH6qrfCL9fHgCBD4gfj4/sfQ0p/fPkuyI8Jey9dKSynfi8PUk1JV+mZ/YhbcRVBhBs/qPxLcXwX7z1fQ0ycDrWru7z+ph+5pY3QO5WMvSdTEJVRJ/SforQBRSUtKCyR12Q8dqzsQCssuYnYzHoYnc/DSY9C3OrmNiOTDDJkGnJStq1BkQwy/jjM3zUlpx7Hzhdgh1kUwlMq0NmtnBNNCpdV709W6WK+9R2xO1FjbTkszM2gtf8wrlRfQ1XVZVQ11qOjsxnnz9pAU3s/Gls7RNpsfNVU5sPc7ACOnnGAoiQbhgd24a0338FuPSNUt96Ax3lbaO3UQlJWKsxN9HHK/hzqm26gubEON27cQEdvL7w9XKGxfTsyFGVIi4+C/u6dsDrrjCt11xAT7klgZA+cnC6SoWwFjV27UFRZifTEWOzX2osjx88iOiQIGls14BEchuqaK/BkY1tLB9HxqWhobEL1tSuwtbHGFo1dUFRek+rsdic8XM9i02Z15BYVQ1GYjkP792PfPmOkpSXhkP4+OLl6ou5mExpvNOJGSxv6CImxfUVwTEyX0j9wAIn5xQTCehAT6g8d7V0Ii08Si2VvNjWgtbVFgACjA7owtjiDquor4sRoPmvAyy8QdifMccjIBFU3mnCjuRF1lE5TG4EKquetBCYu19SJxcfnCXRo6x5CoL8ftm/TQGh8CmpqrqO6ugrZ2Uk4Zn6I8hqI0EBvaKhtQXBUHKrrquHjYofdO7URm5gIR1tL6OofQTd94yICGabG+gQy4umbs+HGZfo+/RLTpWSS6ccStyle43K1tg2WFzOxjeShd8w1cRAtTzHl3aSKCGCI0YwBZKnMvx7z7l585U60+KwGHHYqxHECGe1drEdkkkGGTENOyrY1KJJBxh+FVQqzFpGp16F/KhU6VrFIK25AZ68EMkTvoTDupLbxzxMHVK3JuIP+nnaEBnljs9ommJkfxRErS7iRQdzYeA2nTx6FvrEFWvvIt9KYrLumIAP+GGwvuIsdj5wcT2PBJx/DxcMHHX3dwqjWP2CI63V18HZzJjChifMXXOF20RXB4ZFo7ryF+Ohw7FTfBkvrs0hIisFZO0us2bABx0+chO7e3TAwOoRyAgrREf7YRka0ocFhHDxggNUr1sHGzhWVly/jiOkRbNy2FVYnLLBr106xfWuhogQ+3p5wO+9IQMgMh49aoIYAjuh5JZCWnZaM3do7oL1XByaHTLDy22VU5hOob6jDhfNnsV1TCy7urnAlEBQRHYuuHt7SVqqvtMQoHD1yFBnFpQTQ+lB1pRwnrY5BZ58uvDw94EmcmJIKRUEatNQ24KPPlsLUzJiMfi0Ym5ih/kYdokJ9sFNjO+wczsHbyxt+QWG4WleLYH8vrKfyn3O+iOLiAqorFxiZWqC8tJDAwSFoEICysjoBO3snREaGw87mBDz9wnC5vAgmhw9BTUMLFvR+13YNnLA6hcabNWJE6ciRk+ilcpfkp4m8BkQliR2zZJAh0+NPBPDv3EFTSzfOBRdB7VA4zvkWIa+0BYXlBC7KpQ0zpC1UZZDxuLIMMgYmGWTINOSkbFuDooFAhrzw+3fIYitGPqSvhq71uBRTA03zOBw6GwtFVTN6pQMkuEF8z/j78cQBCbBQixJTH+72o7vzJrIyk+BwzhH+YeGobmoiYzkDx48cgotPAPhYODZOOdyt9hvIzUlHVmGx2ObySkU54uKjUdvQJLbkLFcUIiExHp3d3ehoaUZaSgrs7c/CmQzonMJCdPX1oLWlCYnRMfBw90HJ5TLcaK1FXFwk7M7YIzAoFLU3bqKL8nWL8pWbnoIL55wRGRWN7Nw8pOcWo6evD3W1tQgICcIZeztEEyBoFVvZ3kJBXiacnRzg4+ODyuoa9AmLmg0W+g31dEGhyMCFC+cQGhyBzMwMpGVmUXy9Ik/x8fE4bXcGLm6uKCoplUYyRJXdRs31SqQQiLhOdSN25unvQ2NDFcIoD3anT8HH1xeV166hrCgTx80MYGRuBXcCK4EBQahvbKRP1ouebjKQCuj363SBwNl5JKdliDMabjbVISI8jPJMcVy5goKiIiTRu9sE2q5fq4A3xe3i4or8whLU19chNyOD6o3PKehHXV0NAgIpD2cdEBebhNa2W2L72qL8DKQmZ6C//w5uNFQjIyMVJVeuSyNiAzaeX2bht0wy/RhiEdfe2YvghMtQN43EEedcZBXcgII3yShrIKDRiIJyMmQJZKh26pP5MePvQEajDDIeIhlkyDTkpGxbgyJ5JOOPwnw4X7PYlpEXzBUWtcAluAJbTcNg7ZGO2pZOMhAlo+571t8/Q2wckrGpOidDnA5Nz7ydpThrgozb+JgIHD9ugZLKK8KND4Njg5J7F/lEcAYU7C5tj8nbX9I7AkFsfPfdkc6M4K0u+WwA3jKTpz3wuQLS1pnk1k9xUhw8QiIdyCdt0clxsvHKBi6fU3C3j+LqJ3f2S9ceCsfM6fCherc5TWJpC9EeCtcj8sOneIszFzgeYjZapC1Eu8h/D8XN5SCoxfGKeHrF9pxiGhkxr43mmpZqmYEd5YHS5+lHvAhW2vKT17BwObnupMX0V8sLYGd7Ap6BYRRvt1Q3PHrAv2BeW8NhOB0Vc/0ot1IV+aF8Mbhh5nh5206xlSj54UWT3QSw7vAZHZQx8Rkpbj7jQ8SjrF+KUJknYi4bhe3luqN3ot5+oO3IIEOmx4W6em8jLucatC0iceBUGmJzeAcpaYoUy8l8MmJZZhaX3JuaI/Pjww9Ol5JBxsMkgwyZhpyUbWtQJIOMPwarTqnNK28Vc43LFI3ILLwBG58SqJmGwCU0D623+FA13nFFZdTx9Z808Ng7gwIymBlksAHOdjRPDRIGeX83rl2rREGxAr1kqPJp0SqQwWElg56Ag8qIpQiEQcpXNrb5fABhiHOcSiOfkxV+pPUgfE6AADnimd6xUc3ARGnAsz9ORxjZFI5ZpCmY42Gwwm6UZyXIkMpD4SmT4jfD+eH3dM9u4nA9EY6NdymsSF/pzvkXWZSqQ7BUs/SX/RHzmQEMyETaDB4ogFRvUvk6Wuk7FhWi7Op18kMgif1y/PxPWQYpPDPfS3WgKotg8iedo8D3HF6qE3bj0aO7DLI4LpFHTp/joTsRP5/twHHz2Qz8bahORFwcpzJdZakeJhlkyPTrEbcf8cslQHwH+ZcboX8mETstYhGSxCO7JBt5ipSYGtUsOmMYYCh4XYasCx87lkHGo0kGGTINOSnb1qBIBhl/ZG5CQl4tTC7kQN0kHMEJFbjVJRmSwrIlpSxYGHyiufy8JJKkP5ysuIg9YB5KWnhSXr9P7Cr5uC+sylGUScU/hTi8Mg/f1dNPjXNwxKmKlMWNVGoy++k6QH6Unjm3vKcY/+75/vvErve9UYb7KSSDDJl+HZJ+EyBA3dvfg7Lqm7BwToeaaQTcIyrEYXvF4iwhWef9VlgGGY8mGWTINOSkbFuDIhlk/HG5oLwReZcbEJ1aCwObLGgeS0BCQQ26+7pJUPVKRt4vakRLRqUqLf7LBqaqR//RJOWTzWYRRrjc+8f/H+AhoQfz+2uQVBxl+uJBqoPv54mf2V16f88X/1P6pzpW+RLVrYzivttBkwwyZPrlidsPn0XTi9v9d1DV1IbTvlnYbBgMh0sKapPSTlLMbLAOJCNlfnxZBhkDkwwyZBpyUratQdFAIENe+P3HYD4/g6dQKcgADE66Ck2rROhaxyGPwIeYn3+bewBZUUuG+89F0pQgMnV5ig9PnRLGAbvfRk9PJ2403UBLcytlhQ1PfqHkB4hzyNOZlEYpG9u3e9HPazx4ahDxA+F/EnE8zL3o7m5FR3uHFPevQGK6GE/7ElPPVIXj+ns4Pyp3qh8xRYqnOvF6FGmdiJhSRXXVdesWGqi+28QZKhIUYdUtfZHBkrzwW6Zfh3gUg9dw1bd1wS20GGpGIThBBmmWggAGycDi0nrRqcYHlg4kI2V+TFkGGT9IMsiQachJ2bYGRfJIxh+Zm8WBU0WlDQQ4auEdXQ6NI5E4fDYZiqpW9PT3Ugth/mkm5j8iBhjd3d1ob28VoICNSmE83+5CeXkhLrq4ISEuRQAFyTLl/DxseLI5LP0T9inF09ZSj8qrFWhq7SBDg9wEyFDyoInDcmSU3t1O5OWnIDgoFJ2dPdLrn0SDyBcBhpaWRly9fg1tHQQMOA5hwH8/LsmF/xLw6m1DTe1VXKmuAetmXgPT192BjNRE2J87j/zSCvDCcgZ6qlGPn0IyyJDp1yCWGTc7uuGbWIbtJpEwd8xDaj4fUNpCRirpubJGsV2tfB7Gb4fl6VKPJhlkyDTkpGxbgyIZZPxxWUwVKGOAwQsdbyK/qJG+fxnUTCJw3DkDVxpacPtuF9l5JLyVNqGK/ylig1wsHmbD/I60GFowAwJyp/gL8nIRGBiAG21tZNxSkDtkCPe0IDIiCKdt7XGjqZmAAofvpTA8nYvCih54NoA5Hh7F4DTYjdIggJSTmYgTJ62QnJknwvJaE8Eibantq/6JvIg8Su5iNyWRP3pL13tEdSEWQ5OfO51wdTsLje1aaGhqFXkQ+aA4RBgOxulSHBKJlDi3Ig1RJ/ykzLNYXE55YwObr+QoWFUmsUhbpK10Iz+8+Do9LYHKeRI5hcUUh7J87IdYxM1l4HwIluJpbKzGxYtOsD9/Abf6eOepXrTdqEeAjwcczjujpacHfbwrFn0bDsOLyFVxKQsmyvNjSQYZMv38xEYmtxfpl8a/tY6uXkSkVWKHeTj0qP3FZ96EoqSVDFQGGjfFVrVstBaR/BtIRsr8+LEMMh5NMsiQachJ2bYGRWw0yCDjj8z3vjUL78yiJtj7F0H9UDhOe2Wj5mYrbvfxrkNkGAq1zf8kJf49K/EHqKOtFddrqnCjoxN9ff242dqIqtoqUgpd6L/dj47WVpyzO40N69YgOjkN9TdaCGC0o66uEukZachIz0BdfS1u9fehk4BHQ8MVAkUluFxWisabN9HSdgPVVRW4VnUdJaUlqLx6Be0dt9BYW4P8AipDUxOlews3GmtRVlqK0rJyAgU3cauzEzXkp7S8jNzKUNPQiC7KX0d7G65cr6S4FJTPWnT1dgujWJgtd3rQ1tqAivIKKMqLccrGAtu2aeF6Qyu6OptRW1sJRWkZKisq0Mp1x7s1KQ31vt4uNFAeFOXlKCU/VTXVuEVxd3W2Uv6voaSsAFfp2tzZRXlrRc31qygpLkBJeQnqmm6gp68DPd3taKS6UJQWUZ5LUE9lq6u+gtzcHFy/0YSWljpKuxwlihJcraxAe3s7eqmO2+kbXK24AkVxMa5VV6O5tYXyoEBesUJ8k86OFlRQ3aQkpSG3oAhNN5sovVtovnED1yieq1fKUaxQ0HesRW8f70LGc925Jfw4+mdAhp0MMmT6p4nbCk+1VIHhPtwioJyQX43dVjHYZ5WAkPSrBCx4q9pWknUyqPitsgwyHk0yyJBpyEnZtgZFMsiQ+X7OJ+WbVFiHk57ZBDRi4BRQhobWDjKuedoUC3Hel+gezPjHdBd5GUkwO2qKkMR09Pd0IyYiGEfMLVB2rVqcs1BcUAi1jRvwwtwXsHWXDiKj43GlQoFTtiewZasathPb2zmgqqEJlZWlsDl1AivXr4GGxnYEBAcjITYc+7W1oKN7EOvWbYCWtrY4ITszPRnWJyyRkpWDmupSnHWwxbr1m6G2TRPuPr5QlChw+pQN1NW2YOPGTbA4ZYfr9XXISIqAzh5tqG3dCjtHRzTcuCkZxVT2jrZGBPq6Y9OGDRTPFnz7zWJs2rgDV+tuorgwE2ZHDmPjls3Q3Lkdbh7euNlGwEqct3EbjXXVuOh6HuqU783rN8HUzAyKikpxuN0hIwNspPQsbOyguFyOnIxEGBw4gFUrVmADpXXK7hyu1Vajispvd+oUVq9bi63bd8A3MAjJcRGwsjiO5Nw8JMaHQ2fvbmzZuB46u3Yjmg/RIwARFRmErZo7sWrtehw7bom87Cy4XThH8TqggwBZYnwsdlO9rVy5DFvUNokD+vigvxA/D6hTneru08eK5atgdMgU5ZXXxULaf2YdijySIdPPTVKTodZCAJg7BjJK6qFvm4Bd5rEIjCOAQXotv7yWuE5MkRpI/sn8+LMMMh5NMsiQachJ2bYGRQOBDHnh9x+dSXjn1eOoSxa2HoqAR0QJbtySevN5qpCYLvSjTb+7qLleSgb1YRiZn0LzzTo42Z+G/mFzNHdSnLf70d/XDx9PN2js2I6Cy1fQ1t4M1/N22LJ5M+KTk+Dn54adu7Tg5RMGLzcy0reqIyUnG4XFhcjMzkREkBdWLfkWxyzPoiA3F4cNDKB/8DDiYiNxiO6jk1IR4HsBm9U3IS45DcWKUmRkZ+P6tUoCBvmoJKPey/UCNMkID42KhKuTFXbs2IOUfAUUlVdxs/0W+FyJu3d7kJUWQ8a7Js46OiEnPxs7t6lhzSp1FJdewemTx7B12zZk5mXj3Hl7bN25C0lZheI0dV5U3XazHiUlBSgtL0VEcCB279mDC56+uOTtAg0qU0JmDooqriMnNwvHzQ5gr+4BVF6tRGjQJWxW247zrp645O4M9S3byG8Wlb8E6Tk5iAy5BEMCJHHkdv1KGfLzclGQk4XD+kbYe8AEWdnpMNTXhpm1LS5fq0IOhclOTYTdSUsYHz2O4uICGOjrw+SoOa5XX4abqwPUN6kjODIBHudP4cuPP4enTxASomOwd48eHFwuUXn40/5Y419e+C3Tz09i+iD9Rnv6u1FQ0Qjjs8nYZhoDz6gKFJTWoERxk4BGK/Iu825Sso77TbMMMn6QZJAh05CTsm0NiuSRDJnvZ55GwIvBC6gNxGVdg9nZNGwzDoNvQimBAl4zIAENnjTFJuA/JmpffR1wd3GA5q7diIyJhLnZUVz0DlIaktL6gUu+XvR+J0qv16Cp8TosTQyweNG3cHC6iJMnzLFTazdsT58nw9gc2rv10dHH6xH4ZPAuxIR74YDufqTml6HzVjMunD0FHT0DREVHwJhARnhCEhxOncCWbTvRyidai7UGvWhtbkBqSiLc3dxhrL8PmzeuhldwKCLDgqCmthWmVmeQlJ2H5o4uSovL3YnQQHfspnJkF5Wj+3Y3PJzsoKmmiaTkVBzYuxNr122B4wVnmJmZQHvPXoRFJYiwd+/0orPtBnKzM+Dl5YETR0ywceMG2DheRBoZ/Nq7dsDgkAliE5IJHIXDyEAPTj4h6Ll9G3VXinHU2JiA01HY21hBc6cOWgmYiZPA7/QgMSoABnr7EZuehculRQj0C8B5B3uoU/zbdu+Hf4Af9LR3ISQ5E71U5zyqcrPuOmytrXDomAViogOxb+8+qqdU9FJ9lualwVhPH6ccXeF1wRF7tHRR19qB+uuXcerECVjaudM342/3441/GWTI9PMSteu7fejq60TRtSYcc0rBtkNhcAm9jJyyOhSVVUFR0ozCkg4UlrUMKPtk/m2wPJLxaJJBhkxDTsq2NSj6LYIMlZAZDHPYB8NzWZkb77u///0vxb9m2g8xz1surYdC0YLotAYY2iVh+5FghKZcxq1Oai1k/PHWkCrjj//+kBnI7v0EJDJSonFwvxa2bN+JvfuMUHi5RsTDXeJs9PoRyNhFIKPkylXcIJBx8shBfLt0JTy8fRDg74PQqBjkFebirPUx8ncQNzo60NnVhdZbLYgJ9cR+MrKTC8spf0244GADnQMHEUEgw8RAH2EEMs6dssVGNS3UtrWKdQ2d7a0ICfDFutUrcNzyOMxNjbFu80a4hsegraMZivw0GBJA2bBlO1IycpQgowsRwd7YtVMbCVkFIu3ztlbQUNuO1NRUGOruweZNGvDxC4Q/Gfrx8fGoq29Efz/VGQGS9KQYMfVLn/J0hsqxcdMGnHR0QUd3ByoqSnDC6jg2rF0P40PGVJ4DOHXRD+09PbhamgVTI0MYm56A/SlrbNfci3oqfxeV/9atm0iI8IUhld87JBxHTA9h/bqNcCFwsGPbRmwloBMQHIj9u7ThH52ITspLZ2cn6q4RYLC2xEGLY4iJ8ceenTvhFx5HRlovCtKScFBnLxycveDlfBF7dh9ATXsbGq6V4PQJC1jZuaG7t5MAHa/3oHYgwMYPtQCJZJAh09AStwluH8xE9Njbfxtl1S047pqOzUZhOBdUglyxc1Sjcotaui9rINnW8NjrOJl/mGWQ8WiSQYZMQ07KtjUoetxAhgoE3M/3vysmVpQ86D4QS2ElBcNGc5EwnBspLC/8U5WPh8xJAZUzN5C/emK+SmH+GaOfh3B5nm8xhSkmhca7Nf3oxYUiPVXa0jB+IQlQLivzPyrrz8PKbR3LmgloXIe+bSy0zMKRQPe3urrFtARpe1M2AyUWpqAwOB8kNhhvNFTCxkwXs+e8DH0za7HAWlo4TEbk7V5EhwRCa4eGWGNRXX0Ngb4e2KuthdjYWBQW5qGgogK1jfUI8HLBVvVt8A0KQlR8DOJS0hEe6A39A/uRWnQZ7Z3NcHGyh66+ESKiomFy8DCiUjMQHuSFLerqcPXxR2x8IhISEuFMhrjmdnXEx8XjgqMDxbsZFwOCUVRShMzUePj6+sDI6CCiomOk3amotIU5qdDfr40jlicQHhEOTcrLpi07UFl5Hc7nHbF79x6kZmYRIFKgvOIq5acHvVTOuwRQ4iIvQUt7F7z8AwhUuUJDQw02DudQeqUMaclxiI4MhqmJESwtjsPymBl2aO1GTHISLl6wx26dfQiKSkCAnxe2qW/BJYojKi4R8alJBHzccZhAiYu3P8yPHIKZuRUSEuNwQGcHtHT2ICM/B0cOG8LI2IT8ZyE6PglpKfGws7HCYQsraqt5BMZ0oGdghKTUdJyxPYXde/WQmVkAX2dn6OjooL6tHfXXy3HGxgLWZ86jtCwfoeHBqKhtQJ8AGixFuIYGJnnht0xDSiR7xLRNHlW9cxu9JE8u17bhpEcWNhkE4YxfMbJLeItulsMPyzUZYPyWWfU9ZZAxMMkgQ6YhJ2XbGhQ9biDjgXmXDzELl0eDjJtSj1Vp8z0WYak8ZMgz4GCgcQ9k3AsnWPiT/Er84+uB86NSaFx/nM6Pr0dOSwI3AvSU1CFPUYd8BQOdHyrrL8M895WBRmTydeieSMROi2jEZlUS0OgS05zYEORRDf4rgQzRrB6gfvLT23sLnhfs8NnnX8A7JA63eUtUhiYMVAhkXL1cimNHzLBh02aEhAShoa4KF5ycsHnTFmzZsgUmFpZQlJaiseYaHB0c8c2KldiyfSv8gkKQSQbzuXMOKLpSjc7udkSEBuGs0wVkZmfD5dwFZBUUo6WpGq6uF7FsxVoCBWrw9vFFqaKIDPojWLduPbR37oTl8WMIT0hGYFAgtm3eCDU1NTg5nUNzSyvll8t3Fz1dLQgPvYQ169dTvjbjsOFBnDt/EU03mlFZUYYTJ6ywdj2F3aqB07Z2qKtvQh9VEx9811BHeXe0w7r1G6CtvRvGJmYIoPwnJMZi144d2LxxI6ytT6KmqhpFRdkwOGiILxd9C/XNagJ8tfV0o7GhmurFEcuXr8AWSsPX3x9ZaQlwdnCichYhIsJPTPXS0NgBHS1NnD3vhObODqSnJUKTQNzSb1fjiMUJ5BfkIcD/Epw9fdHZcwvZ6QnQ2q2DhYuXYifVRWxCghgpiQsPxZkzZ3Cz4xaaG6oQQODPyzeIgFmkmBKWnlckztgQW+fSv6EAGfJIhkyPJm4X/dQ0SOr030ZPXxfK65txyjsH6gYhsPMoQqbiBvLLa0ie1g8o12T+7bJKH8ogY2CSQYZMQ07KtjUoerwWfjchnwzstOwKRMRmIyAsFcFRmUjIuIw8MsTZz4NC5kHOLaxBSmop4pKKEZtcgphkuk+7jPR8VjYPh2UAII04KBS8DqEZ+aV8QJPq5FdO78fVA4OJEjKieBRDclONTEh5/kesAjcivdI6xCVkwtnVH4GRWWJHlEeV+ZfgQmaqn+DEGuyyjsNOy3DE51SRESqdGn33rmrnqYGNwdtkLHZ28mJue2jt1cGV2kYyTLl3n40FNibJkLzTSzZDH/oJuDAA4YXSd9kPPbNByntaicPhxHoKeubeS/bPBi757b+rCsvv2f0O+ujKu1ex37v97M69nmzw8xkXFC+H5bT4nvzcJv89yrjvuUvvpClBnF1eQ9Ir/NwW8dEzvRNX4Y/zy8/MHJbTIiY36ZwOqc4oGQpPfsQWt+zG4SW/Iu47PYL5tPL+fs5TPzH7o3Io8yb55Svnhden8JqZTnLjuuS0OYzqRG8Kw/kV9UKgj9z4Xa9Ik76hiFeKk/PBU9y4fHep/rhe2C+DwTt3uume8yflmcEAh6MIBBgYuAXIC79lGkritsG/l3709nehkoC8rXc+Nh2MhK1XAXKKm1FCcpM7elh2DSTTZP6Ns9CFMsgYiGSQIdOQk7JtDYoep5EMPnk6NTUf5uY2+OijLzF79jzMe+U9aOw+jJC4PHFwEguYHwobFhqHvVr7sHz5Ony7fAO+Wb4ZG9X3w+FiGIVVHr5EzOCC4xFTqQqrkBifi4jIHGTkcK8XL3qmOFXTph5KZyAuJmCUmVaIsIg0xGdUIr+cR0UaxBStgfw/zFJ93xT5yy26hiNmxzBp8rNYv10PmcW83aIEMlRA45dmHh0qLGkhbkJg0lVonUzEHssoJOZeR1u30ognpc/KfyBzkI3Rxvpr8PJwgZvXJTLkyXAlQ/aeZ75hY5IMh/vj4BulN8mAvecg2i0bq2wki3t25DiU5zeIqRQEfsidQ7F/YbQqn5lVN3xhc1aVhuTju9dEHO5e+TifnF/JCOZ3yusPkCp+qWxS2O/iFvliN97jn41vMuC5DMIPPYu/7Jf/Cqglnu4nkSsKx79kUW7xi5bS5Hcci7gXdUTPdOWYVG5SbPxXVT4pr5wXBhAiHDGHY8DIAEGqY1XYf0wyyJBpKIllSnd/Nyobb+LspVyoG0bhlHsZ0hWNKCqvEx1HxYoOSW4NINNk/u3yvQ43GWQMRDLIkGnISdm2BkW/NMiQpjOxoa8yru+lVVxSj0s+IfhmyUq8/trbePuNdzB6xGg8NXwSduodI+O9WQk0vp8/NvTtbe0wbdxY/Pl//owx4ydjwsRn8eIrH+LQUUcxEpKZdx3xScWISShCctZV5BdXIyoqAVs2bMb77y/E2fMRyCxoIEO/AVn5VcTXkJJegmQCDgWKJuQV1SAtowyxCYWITVQgLfsa8sk9J/cyTIyM8eJLb0DP+BTSC+uQRwY5A59siichWSHCpGReRR4pQTHSQe9z8q7RuyLxPpXyk5ZXQ/6vwMXpApavWAtjq/NknNVTPmuRnlmBuIQCiqeY7q9L8VC5C4obkJFF7xLpXVIR0nKuo6Dkwbr5qcxrM3jEhxdM5pOxGBxXDW3LBOw8EYHovKto7+EedDYIJcOT6Z65yrYi96D3EBjpEwfDiTn8ZCTcbzuyfzaHpeu9Vxyd5Koyujk+ulOCCx7p4PUS3FsP7nnnOdrs9y4b6j0iBP+TTHNhOivvKWJORJll6Q0/SEYtv1JdJU8cp5S+5I/TkmKWABaHUxGH43f8V3pSxcYwShULJ/xdfOiV3lK8ZD5JbhQ/u4kwIpNSTUjxEYlopVgZXIFPQxejChJYY1eRP/qF81+hgikMgwYRE38zpV9mkSd25zt6xyMcDCpuc5jvwBw/cz4pBOeJ41CGYf4hkkGGTD+duB1Qe6C20dt3G5X17Tjjq4CaQTxOuRUhs1Ba2F3I52CU8noMYu5I+oU6ze7pNkm//TDf70d1/6gw9+f/Uf6YJZ36sG4dPEtxqfj7carcmkVn2IPv7n//oLvUaaZ69/33j2IZZDyaZJAh05CTsm0Nin4JkCFGBihOXgvBU5JyCSzkFFxFbEwmAgITERFTQAqiXgiN1PRyhIVnIo2M7riYFGxYvhR//usTWLPtAHJL2yUBU8Z+Hx4lIJBx2h7Tx07A6+98ARf/BESTQR6TXILM3OtIS82HjZUt1ixfg6+XrIaByRkEU/rWJ0/gtbnPYfToiVixUQtnXUPgF5wEG1t32NhcgNauvdAzskFiyhX4XQqCzp69WLJ4FZYu3QKjw7YIic6Hn28IFi5YgL9TPj/8fAlOOnojOr0CGRmFsDtzAevXqmPJklXYe8ASlyKykVNai4xUPlTNEZs2q2HzJk3sNzCD8bHz8PFNQHx4NE6eOgNX/0TkFVxDeGAEdHUPYcnS5Vi6ZAMM9G0REJND8dQhPjoLpgdN8c3SVfhm+RYcs3FHRmGDqMsH6+ensRiVYQVO37GgpB0hCbXYfSIGWlYRSCRg09FFxj0b9sSSgcvGPrcsNibZYGRTkf+pjNMfbzhKPvnvfeamiO/eVXUv3TGzgSqZzvysclXdD0Sq9wP7kdxVd+Kv+K9yl1wfpodd7/mU7h5+ltw435Kr9Kx8Ujl9j1Q+iL/zqAwj/krxSc8PkbLO7vm954u/03fh6I/q7X2u4unHkLzwW6bBEX97SWawfLl9txM9fT2oqGvHae98bDEkWemuQEYRT49S7Rp1T3/9FF3GuqZYdNjwyDcDFu5skZ55Yw7JUObOF2mtYD75yStrE6MnYn3eADKY/ReVtRIQ4g4zylsZ+S2nOCis2OSDO6e4E03VmSbkrsQs06V1hpwffseGP8erupemiHE9SHUhrUPkdIU+UMan0p2cR3bLp3yIGQKiTAQWRPk4r1JcCsGN4irWGnI8HCell55djvjkAqTlNyDvMoVR5YmuYsqx2FBFCid0h4iXpxc3iinGDAolP1I4qTyPZpUfLpMMMr5PMsiQachJ2bYGRb8IyBAC7oYQLMV0LSi+DldnN3z4/scYMXIiPvzkW5xzjySjmQV5AzLTixAYEA0ry1N4+403MW3GPBhbuSGXBfJ9wurBdGoJZJzBzDHjMO+1D2Bz3hc+fjEIImOcRyXOnDiNGROnYNjw8Zg49UV8tVQd1g6+WL1qNf7+p//Cv//rn/DEsAlYvnoTdPbtx1gCK+MmzMS4iTOxcqM2LnpGYf36zRg/bjKmTJmNkSMmYTjx+q162K93CE//+X8ojv/A//x9FN77bBnOu4fghLkZpk2ZhuGjxmHChElU1nFYtGIbIhKLKT92eG7mC5j94tt4880P8MTfnsLTw2ZAS9sEFiZHMHrcFKxWN0Ak5X+n+i6MHTcT06bNwtjRE/D00xOwZqsBklKLcUhXD8OeGYlRY6ZhyvR5WKOmiyQezeA6f6B+fiILRcfKgJ9bkK/oQGh8LfZaJkDzeCRisq+gvbuTTEJpfYYAF4LZROSrTH9kkkcyZBocKQHtHfp7+za6+ntRVt8CW+Ui79PuhUgrJn1QXkOyaWgXebMxK4EK1jeSESzt9seyVQIZbDzn519DTEw6vP2iEBSVjbS8egE4pM61+5n1KjEBiVTScX6B4fC5FE16KkJcg8LSkcKj46TnGNSowql0XX5xHTJzK5CRf53ADMfFoIfACQMaZvLDOxtKoEgKp2IVCCksqUcO5Tczh9IhYCbKIt5xOJ4q3Er3EuDhuAQoeoClemHOzq2EtY0t1qxXg71bGHIq6+k7sH7msnN8FC/pDQYSnDbPQmAgwvkRgIjqgTc9kdYwSpuy/Bjbg9PmqwwyBiYZZMg05KRsW4OigUCGyogfKua1BiqQwb0XKXGpUF+zEv/6f/4X/tf//r/41/98AotX7kRyPu+oVINTBC6mT5qOv/31Kfz5z0/ii0Wb4B+tQA7FUyQUCffmMN9Lo7CsFg6nT2PW6DH4j3//C/7+zBgyxsfg08XrEUjC+6COHsaPGI1N23XhHZaGwKg8xKSU45zjebzz2isEHp7Ftl2H4eMbBlMjIzz59yfx/EvvwdrRB0kFVxCXmg/7s444edKR/IRCZ89+jB4+Bp8sXgvPSyFYuWQhhRmGL7/dBGfvcHh5BmHFF59gyuRnoXfICi7OHvj84wV49vl3YE6AaZ/GTsydMx/H7P3h7uWND958C/PfWghP30hYmJpg5JgpWKlmSEBCAReHizhm6Qhf3xAcPEDlGD8R736yDp6ekdiyahkmE+jRP2yFS6EpBKrykFksjWTcXz8/nSVlIBanCwAjKbjwxGpoW8dhm0UIwtKvoE2cDE4tiowCxhbSrkO83kA2FP+4JC/8lmlwxF+eWwEv8uYRjNKaVpzwyMFGg1DYehUhhwBGMcn+wtIG0jMDya3Bs9Sbz8xGMh/ox1d+luQfG8QKRRV8vQOw4ONP8N///RfMf/8rXAzOQi6PVjwUn2r0obi0FsfMjuGpv/2V9NvTePKZkXiKdNVrb32OM84hyCuX1pEU0W+Gp77mCwDRiITELJw4cQrWdq5IzSNQRaCghN6J3RZJtwqDnXSjONWc8sdAJF+4SaMJ7Ccnu4J0kS/MjzkgPKaQ3rUIQMG6uYgBFY9uKDiPbOwz6GihcnN5Kf8K0ikiLd7hkYBSciH27NyNuS+8Cf2jTsiukMonRkMUFBcxgzQBMDg8bxVP+juf9Eg+PTMQy6d8ct1IIyAMNn6k7cHxUb5kkPF9kkGGTENOyrY1KPrlpkvdEzhxkQlYv3Qx/u3//G/87//1f/Ev//F3fLFsO+Kyq0VPi59PODQ1dbF40TJMmTAJTz49ARt2GCMlr1YIehUIejCdWpxVjmSMmzALS1ZvxcYt2jh8zBEJKSU4bWWLmZOmYNLk2Vi3ZQ9cfOKRnt+IqPA4LFu0ELNmv4lTTuEoLqqCxWEzjBwxASs37ENGcR1yL9cjN68MXu4e2LZ1Dz7/cjlefekVPPk/f8MHX6xGVHI+DHW0MWLYOOzab4nC8ga4X/TBWy++gAkT52DVhj3Yvn0P3n3jHQIEL+OA4Sns19qDWbNexb7Dp2F5whJvvDofC5drIiGDBKapEUaOmoxVW/RJKZQjxMsPmrsM8NXC5Zj/ymt4igDQmx8sh3dACgz1DmDUiHGU/1ewS8cEfuFZyCYl8f1etJ/KrECkHidWBEJZ0rfgdTShydew2yYFGmaRCE2owI2OHvT3k2ko1hCIFQXU0mRD8Y9MMsiQaVBEn543H+js60bx9QYcd07DJv0I2PqUIp0N47I6MnibUaRoJwP4Z1jkTXqmqKQG2ST/UzJLkV1AOkiADF6D0Ii01BwytHdhxPCR+Pvf/465r34Ah0uZZOC3Ur5YVz0cHwOTahw5aIT//vf/wIzZb2DNJm1s3KyNfYYnEBCeSWlVIjI8EV5ewfC8FIOoxEJk517GaZvTeH7WLLzy+kc45x6NxIwKZBNoiI/LQ1xiNgJCEyh8BtJyqpGUUgi/wBi4eYXCyy8GkfF5yMm9goBLofjqsy9JDz2LA8anEJ1agXwFAbTcCkRHpsDLOxyePpEIi85FRpE0cp2rfOdJ77wpP8GUx8jYAmRklCEsIBwnT7kgMLYcWYo6pBDwCAqMg4dnGMUTS0AmH1kFvHlJIzJyShAUGg03z2B4BSQiJv0qAao2qheecsajGJJu/16d/QDLIGNgkkGGTENOyrY1KPolQAazNI+TRx9aSWhdhqXpEcyYPA1PPzkKz855EwZHHcV0qWJSHMVkJHMvSiEJdrMDOmIh9yvvfg3v4Gzk5l8nYV+CjIJqMqSlHhaJ62B32g7Txk7C2x9/i+CkMhJsLdIoCsXJazIsTI/h7dfexDNPjcLLb31FQCOFQEYCli1ciJlz5sP6QggKiytgYWyEMaMnYZ26PrJLaimOOvh7h+DT9z7AhAnPirUPi75cjOFPPIP3vliHiJQiCWQMHwdNPSsBMtxcPPDK3Dn4y99GYAbF/eK8NzBv3mv46ut1OOvoh2NU/vFjp2DqjFfwwosv4aVX34WRpSeld41AxkGMHjUJazfvR4h/FJZ98RVGjZmBr79dh6WLvsG44aMIZCxFQGwpouOysG+PLp6fMxdPPMUjNxvJ0C8RAvj++v/pzMBCBTJUPWP0XRWkbEm5R6fWwMA2BeomIfCKKUZjWycZB7yYmVsXk2wo/pFJBhky/Vjir6364jwS2t3bi/zKm9Q2srDZMBwOfmR0k0znXnGWc0Ult0hv8Cg3L/geSHYNnvOKaxAWkQhTMwvs1jGCg0sQUrKrhO7JL6qGg50T3p7/Jt794CO89957ePHVj+HomyMATwkZ3Q/GxyMSN1FaXAdzw0P4y3/9BV8t24HI5MtITCkjcFCLvMJauDi44N3X38CTT47ASJL7WzT2wdXzEhZ/8QWeJF3417+Nxkuvf4lDZjZwvuCBJUtWYvHSFZj78nx8unA1HC74Y7uaJunXmXjyiZF4ZvhELP5mI846eUF7pzZGPf00/vSn/8HkmfOgtssUsckKXDh3ER+9/yGeeYb9j8MHn3wLB49wZBdfg+t5F3z64QJMnDAd06bNwXNz38QnizbA+rQbLI5Y4JMvvsUJhwBEJmSKkY0ZBGCefGIEnn5mAj75ch1cLyUgI7scFkePY87s5/EE5WnStJex1+g0csvb6bspp0GrOrAeqLPvszxd6tEkgwyZhpyUbWtQ9EuBDKmH4iYJZwISJEyysitwwTkABgdPwMk5BFkFtWJhWXpKMYKD0hEVU4SE6GQYamvgib8+gTc+Wgm/kAxccvfFHp2DOOPKazhaxbAuA5Oi0nrY29pjytgJmDd/AewuhpD/NARFZiM+rQwJiXkIDYyBt9slfP3l1xg/ZS70zZ0RGZGAlYsXYvL0l3DwuCuSUvNw9PABjBo9EevVDMRwfD4pMwfb03h2yjR88tVq+IcmwcTkCMaOGY/3P1+FqOQiGOzbh2eeHokN2/WRkF4OT09/fPjeu5j74luwcQhEVFIRohIyEJuUj7i4POzcso2E9rP4dNF6rF67FRZWjohJrUBu8XVYmRzGWAI56zfth5P9RbxAgvmdj76BT0gCTlocx+ypz2L+h8vhHZaD6JhshIUn4eyZM3j9tVcx+6X3Ye8ai3zuaRvwO/xU5u+oZB5aFzu4sKJvQkx6FYzsk7HZOBRuYUWob2lH350eamNsKErGorQEmY1HZtl4/KOQvPBbph9DqrFP3smMz3q51dODrNJaHCa5onY4Gk5Blcjl7Wl5ChPJfdYpYlSB5NGP3TL8xzL3rMfFpmLjujX4z3/7d/yf//WvmDrnVZif9RWdLMmRSdi8ajPmv7UAh0yP4ovPF+CFlz+Bk0+O6NwSi53JaOYONrG+gWQld54piupxTN8If/63f8P0Wa9g1dodWLd5Jyxs3RFFukF9wwaMHDYKC0jXbNiiB6Mjp8TW398uXIRhf/4z/v7kGLz63tcwO2oNm2M2GDlyFJ4eMQEffLYMR0444LS9G5YtWY0li9dh4wYNvDbvVQwXI+N7xRbvk54Zhv/+n79h2pw3sEPbBO4ufvj68y8wcuwULPxmLb5evJT0z3h8/u1m+IYmYMvatZj57KvQM7CEppoann5yGF54/XOcsHWD9vYdYj2grslZ+PjHYN3KDVj45Ups2ayJd+e/gyefHoeNmofh7xeJhR9+jHHjp2Hp6m3YsnUvjp50JT1F9UF1I035Gvg7PMwyyHg0ySBDpiEnZdsaFP1yIOP7zIapggQFM88LLVXU4oKDCz768DN8+sUifP7555g2aRKGj5yMzVpHEZdcgv1aezHsmXFYt/UgMop4ClYjCSjmOlw4cw5zp07Fk08Mw5SpszFjxly8Nv8j6BtZ4vCho3j15dfwJQnT52c/hxde/RAnnUKQnJQFzU3r8dTTIzDvjc9gdNgKRgYHMXHys9i8w5BABs9pbYLXBTe8Ne9ljCVg8MGCrzHv5fn429+HiTUf8QQqeI7tiKeHY/rMedi59yguekVg324djB0xGs/NfR1Lv12LL75cSvnWgYtnKHaRsP77n/+K8ROn44W5L+H9dxdgj+5RhMflwMrcApMnzyZBbAAvtwB89N4HGD1uFt79eDHmz5+Pp58ahvc+X45z7oHQ1NDG229/jM8++RxTp8zEu5+sgCeBD57vOlCd/5zMU7QSMupg7pCJTYfCcTpQgatNrei/000tjRXAfbscyXbjH4rkkQyZfgxJn50Axt3baO3qQkJ+HQ7YJGKHSQRcI8qQXc7rIshwFwb7wHJoqJg7vTxcvfH6Sy/g//1//x/+9//v/+JPfx2FtTtNkVFcBatjx/EiyXb1XSZw8w7G5598gOfnvY+znsnU3nnNGo9cSEaxxAw6GqBQXIe5oQH++9/+H/785EiMnzQbk6fPwZadBxASlYrNG9dg8vipUN9hhEv+GUjOqqJwjfC66I03X3geb32wEP7xJRT/NdgeOyFAxrsLlsI/Kl+M7mRnFCM8KBwXL16CtbU9Vi1bhqeHT8C67fqIDo/HxiXfYNrsl2Dh4IeC8lo42Nri2Ynj8Ma7X+KcawRsrc/i7flvkD78FEetHAjcLMSb7y3CpaA0nDlxgvTVy9i48xBSsiuwm0DGSAIZ+0zskZ1bgciQKLhQuqfPOGLzmrV4+unRWLJuNzx8g7Doo/cxe+aL0De2o3LmIV3sgigtMmeQIdXXPx6Bl0HGo0kGGTINOSnb1qBoIJDBvULfW2g1xMxzPYVwUQIMATLIEIkOS8L27Tvx/EvzSPDOxrxXP4DmvqMIS74sTvRmELJu3VacsPNGnhgV4bAEVghohPpHQWPTdnz6ySIsWLAQC+i69JtNJGgvwsHORZy7MX36TMx/830YmJ1BYm4NCouu4qLjebz/zvt49rmXoaGpB3t7d6zauANHTp1Hbkk9KbSbyEktwrHDJgQuXsPceW9i1Vp1bNXYB92DVkjPr0JgQBTWfLsKs2c8j6+Xb4VveDbCI5Kxbes2PPfCC5g0ZTrmzHkVm7buh7dvBLTU1DFq5Di8/MaH+PC99zFl/AQBJPRNTsPV/RJWb9TEsRMuyMoogfXxE3jt1bcw+/m3sHyNGrbv3AdtPaqT6HSYE7iZ9+KrVK4X8eGCZbC080UG1UfefXX9S7FqC8SUnFocd8/GxoNxsHbLR0V9szgfg1saxPkVDDZk+uOQvPBbph9HYhzjTh+ab3UhMv0atI/FQdM8Hl4x1cgraSF5T/JYyJuh3tji+8wjEUH+Efjq00/xp3/9d/zL//kPjBo3G3sPn0FYXBpWr/gGU6bMxFYyuLX3HCbAMQfjJ88S72NTy1Gi4Om/yhF8ngYk8l4vFovzmow///f/4NMlmxEQnoOwqCzEpZUjp7Aa9nZ2eOXF1zBi2AS8+OLbOGx+DqkFDXC76IP5Lz5HIGMJ/OMqUURg5dQxC4wbNxHfrtlFftgAJx0aHI0Nq1Zh0uQZQu8Mf+Zp/PnvI7F+qwFiwnk95LeYMudlHD0bgjzK46mjNhj39FMEREbjuZdex9znXsDkiVPxwSfLcdrOFepr1mDixDlYv2kPli1ZhmdJj+kfOYe0rMsEMjTEJiX7Tc4gJioN2zZtwcRplO606Rg7fAT++7+fxuJ1Oogh/Wl+6DDmTJuJ4SMm4633v4bNuUBkk97n78n6X6qnH/ldyb8MMgYmGWTINOSkbFuDol9rJIN7I1TgQsXcm1FCQrmAwEQKH3qXWIyUrOvIJcNV6vFgMFFPV97pQxLeqnikKw9L85A5gyTe/5t7RUgxkXJSFNcjO6sc8Yn5SM2sQD6lxUKKhbKiuApZWQrEp+UjvaBSxMNx5JbzjiXca8b7elO6BEjSMwqQnFmEvOJq8iONcvCQeElpPfJzLyMlKU/08GSXtZChT+CE4k7ILEBUYi4SUkuRn1+NSx7B+Hj+O3jl9QVkUEUjIDgcm9euJpAxB7qH7CneOsob9/JweahcJVXIzCpEYkq5OE+Ed+TgsvMOH7xQPSO9GPFJBUjjbQlJAIuTzSncQPX+czPveZ5fXo+Mgjo4ehZC3TAcpk4ZKLjaglu9PSQAu6m1MdCQDcc/EskgQ6Z/THyoZi/q2lpwKaEUO02isM8yGf7JVcgpJ/mv6CBZ3UlyhvXB0E6NGohZ9ubnX4WDvRM+fP8TzJ37NrZqHkRUQgEiIuLJkF+JEc+MwDPPjMeTT47Gn/7zP/Bv//E3sX7Q0TUASQl5CA1NRlLWFeSRLpK2d21EMemiowYm+Mt//Q1LVu4hfVKLdJLd6Xm1yMqvQwbpF3/fMGxVU8e4MaPx2tufwyMoHW6u3pj/why88e4i+EaVobD4GmzMj2PM2In4Zq02UgspzzzCYnwUY0aMxJLl6+AbEALtXTsxfNQUrNtqhOiwRGxYshSTZ76Eo2cCSA824rSVDaaMHoXnX3oLOgbHYXb0JExMLHDG0RdBIfHYvm4Nnn5qFMZPeg6zZr+EbVqHEJF8GemZZdJIxmgCGYdsYWN1FlPHT8SCr5bA0z8ABro6GDVyIpas0SGdWIPkpHy4Ontg2dKlePrpEfj0642Iy7oqzgQRO3Ep9dpA32IglkHGwCSDDJmGnJRta1D0OIEM7tFggcMLwYoZHJAbCx82nBk88O5U0h7iHJ731SYAwH6UgknkW7l4TPSIkDKSts9lv7wIjxcKsnCSepg4Tmk/cgIhJaS4Lt9AbkW9WGugULSSO78jIFJGhn25dJCgyBMZ0XyQkhSW88C7LElbAIr8cB7Edn18z+nzletU2kEjMiIJamvWY+rU5zH//YVYsOALzJ39Aj5buAFugdnKMnE5OA7eCpHjqCF3Kg+lm0fMOztxXCJ/DJiUxj27MVCT4vjlWQI3vE6jGRnFtTgfVIytByOhb5OEdEUTbvUwwCBlwEakTH8YkkGGTN8n6csKZj10+w5qmm7BJaQYGw+FQN82BVFpJONK+OwGlnUkE0vaSCZybzc/f1/+DCnzejOSrcUl1WLHp5TMa8jm6bMky7NyrsLXJwrHybC2OGEH3f16ePmluZgw5UXsNzsLn5AIqG1RJ2DyGsxtXJFb3ir0GIOjYkU1zA2M8Jd//0+89MpH2H/AHPsNjGFOcfFUWlv787A+6Qhry5N4+835eOnVT+DilQJvjyC89+o8zJr7Bg6f9ERUTAZsLE5i7LjJWLpWCykFVD+FFSLukcNH4euVm3D6rAuWLv6agNAErN96CHFR6VBfuRKjx06G+k5TBEdmwtnJFW+8PA+zKV5jCyd4+kTAwdEDzh6R8PYOx1cffohZz86F+vY90DtgjJN2XgiOKUZKqgLa2zUxikGGkTUsj57CpDHj8emilThNca5evgpP/n0kvlm9E37BCThi6UD5cYPJwcOYPX0OPvpyDSJSykS9CJAhdPY/Bhkq3SaDjIFJBhkyDTkp29ag6Fddk/EQC3AgjHcWNDzKwFsUSqCBAQH7YcNees9hHsynyr/g795xfJLBLhntkrsEUNhNAiNsFHO8+dzbRFc+A0IsaFb6LRSAol0oPEkgEisFokiX0xJ5I3+UhuRGcXE6AnzQVaTPSrMaMTEpMDE7gfWbd2LTlp10fxphMfkCRBWSfxEv14fIF8fJcXEaHAffUzx8L/LASlcqJ6fBAErk51dgrkeeL81ggwFRjuIGvCMqoGEaA22LBERmV6HlVjfukkEhAQ1mNibpKgOP3y3JC79lepCkJd78dfvu3kZXbx8uV7fjlE8+NuoH4ei5LMTnsnzjDiEejWYZLI3uskyVOm0GlkFDxyRXhSyW5DjLd3G2g5D9rA9I1tF9cXktoiPjsG7tRnxMhrNHcCrCY1OwacMmsXbP7IQzci+3ibBClxHIsD5mhcljx2HkqPHE4zBiJJ+T8SH0jY9jk9o2jBg2EsOeHoGxE2ZgnboB4tKvIzYyHWqr1+LpYSMwZuKL0NpthjNnnPDya+9AbddhpPHhemV1cOP1g6+9hmeGjcaocVMxc9ZcvDjvbWjus0RaZgVMDA5h3KgxGDZ8Ir5drY2AkAzo6xpi8sTJGDZsOJ4ZPpryMw2r1tG7gEisWroUf/rTXzF8JOWVwMtTT47GZ4vV4BOYhoMHDhMI4rOfzgsQtOD9j/DUM6MwfPQETJ3xAma/8A7UNQ/CwzsEX3yxBMOeobifGo1p01+EtqElMkiP5V8mHUb1yDrrx+gtlR8ZZAxMMsiQachJ2bYGRb8myHjcmYWZNAVLAh2s7IqIWfkM5P8fMxv/DRQfjzjUiauCQA2DkQJWouRHdfDR74l5ultAUhV0rOKgYRwFn5gKNLR1UNtjpcDGJF/YlFQ+y/S7I3kkQ6b7iVqAgBh8yF5nd7eYmnrEOQ3rDYNg41mAzGLuzOEOFpIhj7lM5J2u8nPLERycAE//JHFQHk+njY9Jg59/FFJyrlH5pI4gaeS5CSlJOXC96AX7c+44S+zg6I6LXuGISS5CYHAs9PUOQkNjD8ytXRCVfpnCkx4qrkFESAx0DQyhvf8o3C8lIjm9AJ4+YQiMykEOj/Lz1KPCSvh5XcIeHUMYmNrAKygOvsGJCIkpEvlNTsyGpYU1NHfpwfZcIHKKGpCdpYALgRMtLV2oqWlB58AxuPvG4ILTRbz+wot47bUPYGbhgIP6RnjphZcwbc58sS4yOjYDrj6c7zLkF1bD3z8M+/YdwoGDFN4vBl7BKQiMzEJ23lV4eAZiz+792LlzP+zOXUJy/nUCX7x+kAEc16MMMoaCZJAh05CTsm0Nin6thd+/BVYJvu+YRySUowwD+f9HLPXW8NQtBhoNUPCoA10Z1Ak/g4z3cWcxDa6sAREZVTA6XYgthjFw8MtGVUM7evrJ1LjbTyYHt0LliIZMvzOSF37L9CDx5+0ngNHS1Y6E3BrsP5mKLYdD4RRUjGwxWsy98vXKaaePtz7iEecSlukEHvJLWsS02gKFtI6PD+RjPzyqy6PYfNI1j0xzZ1NRSR0984g06QJx5VF11jH1FF8dxcfr75rIEKfwl8k/+Sui+sivqEMeuXE8PA2YO6t4WnAej4ITmFGI+OpQUNKIXPKTW87nRRFg4xEhhbTBSjGxSK+sle6bKa9SHooJpEjrGokpf052jpj37Gy8/+5n4tC9Q0ZH8Nqrb+PtD5YQiEimOBrF9N28Mj5Uj6cTczys5zh/PLWXy84jFQyw6si9VpRPqhOeOSD5kzr0fpxuZT0qg4wfJhlkyDTkpGxbgyIZZPwwPwgyeESDAQFPSeJ3kkIYKNwPsQQyOJ4H+fde36xAuPeOlVFsXiMs3QqwxSAcFufSkHulAa29t8io7CWbksxJ2Z78HZIMMmSSiNde8Ane/f130HCzCz6Jl6FmHoudFsm4FHMVeSQr2HDlNWdixJeBxmMOMiQ9QbK8hEdcJBZGMz1zx5RwYyObysX+hcEv3Dg8XyX/94cV02vpyv7E9CwGWyQ/xXQtBixiWq9Stn7nj0d+pDiYCxjsiDWMrXQvTWMV28SKPHEeeFSeR+fZjcOwGwMgfs9lakRiTAr27tqLOc/Nw4SJ0zF5KgGOD5fCyuYScop4fQwBGAEU6L6UgQbL+vvyQHmU8knPorzSqIVqKjLfcxgRTnm9v24HYlUYGWQMTDLIkGnISdm2BkW//nQpFkb3P0tG9/fvB2YhdMS9yp8qvn8UdoD3ZAhlZF9BQmoZsvJrRT2I0Qu+ltYiLUOBsKhMJKVXiOlNBaLH577wSmb/uUU1SE4vR0rmFeQrp0JJ71Rb9qpAhuQmLZi+P477n+/P60N5/o5/yP3XZ1YGYsG+UHoNSC1qgGPgZWwxDoeudTTi82rRfKub2mIftUiVQclX2bj8vZAMMv4oNNDvVulG/1nf9PT242pdK84HFGDLwXAcOJOG0Iwqkg1sWCsNU5IbLB95a/JfVh/9NJZ0BfO9fLMsV3VW3ZPrrKd4Xcd9xjj7JyDCV5VBfU+/KcPQM8crgS9es6KUq9/FJYEHaR2fCrCo0pXyw/JYivde2pKb5F8ayeB3vONjLfKKqhCXUoSgkETSfxlIy+GOSD6lm0EF54k73yg9MZWY885gSmKOg8vNOyGqysVp8LM4G0P5Xsrfj2OVXxlkDEwyyJBpyEnZtgZFvx7IUArSUu5luYG84hpkFlxHTnE1pd+AYt5jnId8y+tEzw2HEQuaSTAJg5wEGLvzUDL36nCvFwMCER8JH2mRIAs6peBksEDMi6pFuuX8noUj9zYxNyIvtwR2tnbYssMAF32TRD54IXU++U3LyIfRQWN89NlyWJ3xE8PcnDfRMyPKwz1UUlolJJjDI+KwW8dQnHuRlHNdxCMEqmpNR3k9FARcWNAWlLSJ7W7zhVAmBSUE8P1CmRWWVB4ul+jZY+UgFAoz+1OWVygH7rX654X3z8VcBrHLFy+mF/XfgEwqk0fsdWiZJ2KHcQwuRZeioaUN/bdvCwP0LgMO5juScSLTb5tkkPFHITb0pG/GX00wf+87/bhz+w46uvqQQ7//YxdSsOlgAKycc5GSQ3KC5aiQySQfhGxjOUbylOQFj4IOJFceNxbbmQtZLbGQ38JNGpWQRgxYJt8rj9BJyrCq8JI8V7JwY72nrA++F8y6gP2qdAC/V8Wlqj/JnwR4VDqE4+U88LN0/+BoggSQvnsmvShG7CmNYtYrwj/lSamrWJ9KcbFfKU0pTmkUStJ5PILC8XF5lGnQN5WYn6W0fiyr/MsgY2CSQYZMQ07KtjUo+vVAhiTIisnALiyuQ2BwNCxPXoB/WJZ4x8KHpycJAfedIOTeEqnHRigjwSTYxHsWfNJwMg/dFhHYYOEmDHrB0tCwdM9DwtwTw0Kfdy5h4d2I9OQMaGxcjdETnofRsYvkj0EKC9hG+Hj4YcnCpdi87QAS0q+IvIm5sDznlPLA/nj+Kee3RFED5/POePW1N/H50i0Iiium+Hlr2UYoFFJ+2L8kbKX6+K7nh8ujzKM0/NwqgAiDDiFcleWUBL8kcIWy4KF0HkYX8UqjJfzucQEaDzP39rFSikypxWG7JGw28oOtVw7Kq9rR2cMGCRkpbJzQP2mthky/ZZJBxh+FJGghPp+SGXfc6buN5rZORGVewZ4TMdhiHIFzAZeRVdwm5vALWc9yjWX5Q7JC5p/OKj2huleQTuNn3mhEAIH7+KfpC9alrF8pfgKTIj4lQBrY/z/PqvzJIGNgkkGGTENOyrY1KPq11mSwkGDjXlHchOTETKhv2YxhwyZi8w5jRKeUIIcPnSuuRkJKMQKCk+ATmIjguCKkK6cxFSrqkZFZhvCwJPgFxCEgKhuJeVfo/RXEJ5YhKaUSsbE58A+MQVBkNpJz65FX1k5pNyI7twLRUfQuIBmXApMQEVuAjLw6pKRkQ2PTGoyZyCDDVSy6yycAlJacj/N256CvbwzHiwHiUL3CYhLUhY3IzChBYHgyfIITKJ1UhMbmi+lW8QkpOGljDxunQKQXk8ClsmSkFSE0JJHyG4uwqCKk5dVTOa8gLiEVgUGx8PVLQGBYBhJIEeeUtSJPQXWTWoKAoFT4+cUhkvKcSd9J9FQx2CitQ1b2ZSpnAZKyrhPIYRBWS/VSgphEqqu8KlHPDwrmx4O5jfHiQ+bkvAZYexVh/cFIHDyTirSiOrTx9Cke1bjDrVMGGb9tktdk/FGIv5T4Xvz9xBqrO+ghgHG9oQPuYSVQPxQJbcsU+CTWIqe0TegAsRBZgIyBZYXMQ8HcadWqBBKsO/gwV+WBrsLtHv8UPcG6WZriJj3ziAeP4g+lTSGvyXg0ySBDpiEnZdsaFP3aICMv7xqsjp/E9Mnj8af//C9MnDYLG7bqIjA0D8Fh0di4aQMmTX4WI8dMw9sfLob1WV9kF9UiOTkLBw0P4vnnX8TwUWMx742PcdTWFc5uAdi4Xg1btu/CwsWLMXb0GLww7z0cOeWNDDLaM3MUsLE5gXffew+jx0zGqLGT8N7Hi3HybBBiErKxfdNajJ0wRwkyahAREQPN7dswY8Z0DBs9GlOffR4bdxxEUGwpMpIKcfSAIV6e9xpmzHoRr7wyH2+9uwjaupbw8LwENbXt2LHPAglZVxEXm4o9Wvswg8KPGj0eHyxYCruLwfC85I+lSxZhypRZGPbMBMycMw97Dp5AYk4VYmKTKO0dmDhlNkaOmowvvloBz4B0qr8WIbiLFNVwcriIJV8tx6Gj55CpuIn0jCKYm1lg5TpNOHtFibpmgf+4gQxeBM5T3YpKSPEpbiFb0QaXqHKoH42Ghlk0AuLLUH+jGf29PZLBItNvmGSQ8Uch/lLSVtQ9uH23Fy1d3ci43IijrhnYoB8GM6c8xGWTYUtGL/emK5Q7MKmm6AwkK2QeCuaR+xZkZ5YiJCwRIbFFyFPw1F4JZPCUtKEAGfmF1xAbm4bAsDSk5FaT200JZChHqYaCZZDxaJJBhkxDTsq2NSj69aZLEZOQyMm/CrMj5hg3cgT+69/+hGGjJmLJ8i1wcg6FpoYWhj8zHPPf/BgLv1qCCeMn4s33F8I7OA0nLW0wecIkTJ7+IhYuXYMFX3yD3fvNCbDYYsLIkXiGjPL3PvgKn7z/IZ742zN497PVCIkvwAUnF7z0wgsYO34WFi5aiwWfLsCw4cPw6lsLcfaCL7ZvXqcEGReRkl6APTs08MxTwzD3tffx9fI1mDf3BQwfMQVqWodw+owDXn5uLj74dCn0DI3xxssv4s9/HoHV6/filLUt5tK7dxYsR3BMBoyNjDBq+BjMnvsWvl66Fl8tXgODI2dhaWVL4V7HokWrsHjh15gwcRyem/chHFyicMrqBKaMHYtZL7yBb1ZvhZrGPrj6JaGgXBqOVijq4GB7FtMnTMD7C75FWFIZAvzD8PlHC/Di6x/jvE8M+eXha0l5qIDG48I8z1eaunaT2kI9csvrEJZeRcZoJjYYhOGURxbKr7egu5db6D2S7iVzRqbfBskg4/dI936D974Qj17cRv+dPjS0dSIkrRLaVlFiepRDYAkyCFQUlzeiRExXJTmg7OUWU3eUPJCseLyZ86zK90DTgqT3Pyx/f2yZv+/vXpyPno7Espa3qHVzcsZLL76MBUvUEEPfJifnKmLiCpGUVo4ChTQCcS/OfzbfTYiKTsaKb7/F8y+9C3uXaOSXtpPukXTQw/E+GPbHsyoeGWQMTDLIkGnISdm2BkW/FsjgKT9ioTQZl/l5Rdi/ZzdGjZiM3XonyDCuhbdvMN5/610y1F+H5cnz8HDzwDeLF2HyjHnQP2QDzS0aGD1qGrQP2KKg5CYySVgmpZbhlMVJTBgxEu9/vhbh8RXw96B43ngLL7z2GRxcw3Fg334MGzYW67caE8BpQEx0HFYtW4zxk+Zgj64Jtm3cgDEEQIyOucDXKxgfzZ+PuS+9Bwf3OBLCtThz8iSmjR2HDz9bQnk9gJkz52CnriVi4zKgtn4tXnztPbj4RsP1gjNemPMc3l2wDBc9g7H6myWYOHkuDlt5oogMrozsCiRkVCItMRcB7r7w8gqEjbUNPv3kA0yY+jLMjnvghLk1po4dj88WrsCFS7GIzaxEFtVZnujJkYalw0Ki8c0XC/Dss6/i+BkfnCFwM2v6s1i0ShPxOddED5L0PYduTuxQMI9ilSh4PnC9+N7S4n1p+J7boo1vMTYZhUPPJgEJeTVo7ugmw4WnT93BbTJi7oB3orrfAL1n8Mj0+JEMMn6PREbdXdYe0tgFfVUxvbG7uxdl1a04G1CAzQeDoXsiEYEJVWJzC2m+fjP93nn9nKp3W5JNvxWQwfnmTTqKinlKbx1yFTWkfy6L3QTT8+hZACdiMtqzC6qRklFCuqkYmdnXyL80YlNE17yiBuQU1SA9uxRpudfBuxsWFNWRbriGxNRyJGdcofD15J9HGXiTEmndCnfMsKwsLKpHZtYVAghlSMmtod8Y1Sf7oXTzihvIH9cr1XUJ5ZnyWlBcDV+PS1i8+Fts3mWExMzLcHfxxqKvVmKXzhGkUh7yuP4VN5BTWIOUrFIkpRQjg9IQ+aZvVVRMaVC+c4trqTxllO+rlKb0zfjb8cnny5Z8gZnPzYeNYyTF1YGigjrKZwWSUy4jLeMaha0R55+I9YX31euPZRlkPJpkkCHTkJOybQ2Kfm2QwUZmYa4Cetp7MGLEJGjpW5MAqhOnj86b/RyefGocXnr5fcyf/zYZ9LPxAt3v1z2C9d+uwNTpr+CobTAJZ17QTXEq6mFrbolJo8dg0ZqdSC5sQvClSHz53kd47pVPYH02EBqbt2PEmCnYY3wWfGhSbmYxdHeQ24iJ2LZdB9s3b8aYCXNw6NgFuDhSHqbPwJsffYuQhErKayMuXnTDq88/hzfeXYg9B0wwZ8ZMfPjRMujpmeLNN97FB1+tQkBMJlydzuOFWc/jnY9XwN7RC1998D6ee2kBznqmieFjsWichL6nqze+/nwhJk+Zg3FjJ+HJv/wVE6a8BLMTHvAPiMaSRUsxcsRoTJz2PNR2myAkqVQCZ/SNWNjm5lfCWE8P40ZOwsq1O7F7+3ZMmvwcdEyckEPlE9MQSJjzeg2VMn98mcokFgs2Iqe4Bd5RVdhlEQ914wicDylFeV0rOns7qc32ElOrJSNU2KLCCJXMHJkeT5JBxu+PeK0Uj1owuOC//bf70dzeicS8ahw8k4b1BuGwcslDcjYbv4+77PnxLKZ6ltQgPjIDrm6BcPUNgYnZcWzV0MXRE64ITy0hf3VITsqG3RkHaGnvw2Z1bRw0PiU2NskmIz02KgMXXYPgeNEfhgeP4KS9F9IIbPj5h8Ho0FFs3KyJnVqHcNYpCMlZlSTDpUP7+MwMnvZUkH8FQQFhOHjQFFu2auOAiS18wzKRRsAhIDAOzh5hiEm7QjK/BZmZpfD2DoPnpRjEJmTAzSsAXkFJdJ+JvTs1MHrEKMx/53PYOPkiNKkIKSlFcHS4gL06eti8ZRcOHLSCT1AqsgrrER+XA3e3IJx3DcChQ0dgYeOCzIJayhvr8ibERsRixeLPMeO5N2DrFIqsrDJ4u3niwAEjbNm0Bzp7j8LVMwoZ+bWUNx7JHriOH8UyyHg0ySBDpiEnZdsaFP1606V48TIJJhacuaXYr70XI4ZPwi69kygqqYXHBXfMf2Euxk+ZjdVb9mLv/sPERjA77gDXi4HYsnINJk56HgYWHiTwydguuIqsnErYHDtJIGPsdyAj1C8CC9/7AM+/8jFOnwskI3wXAYoJ0NA9geziBqQkpmPbhtUYO246tHYbYNvGTRg9YbYAGR4XvDD/uTl4+e0v4RFWgEJFDRzPnsHsmdPxHgGLg4dPYt5zz+Hp4RMxbtKzePvdz2F+ypfy0wj38054cdYcvPvxcjhcuIRFn36CmbPn4+S5COSVNCGroAqRcenYvkUd48dOhbqmIRztnbDkk08wacrLMD3hiZzC6wgOSyQBfRgvPDcX4ybMhJ6Zg6RoKA6eZsQ9/66OF/Hi7GcxefJUvPzCy3jljYW4GJgJPgFW9S3Fwr/HHmQQEyBS9drllTYjgpSImXM+GSwxMLLPREphLVraO3D7NhmfbIiKLW7ZDJV3oXqcSQYZvz+6TZ/ltviWfejp68bVuna4hZdBzTQGu47EwovuuUddbN36OwEZbODyaEJ23mUc3HMAo0aMwczn+aC6aXjqqeEYNmIKduiYi7Mkjh8xF1NZJ4ydgpEjJ+HvT47Cl9+qITiuAPt09mH4sJGY/txrJLfnQn2HARn/gfhq4dcYOXo0JoybiKefHIEpM+bhyAk3IcvFoXdUj8WKOnh5eOP999/FE0+NwKixE/HMyFH45PO1OOcQgHWrVmHc5NnQt3AmXdEAd0cn0lMv48NPV8DE/Ahmz56NBZ+vh+lRa0ybPA7//i//hv/4r79ixvPzcfC4I2ysz+K5aVMwYcxkjB49BX97ciQ++HI1fMKzYWRkjHFjx2PaLCrz+FlYQ8AhKZNBkNTxFRORQCBjEYGMN3HqQgBcLrrj3bdex6hR4zB2zCQ88fdheOnVBTjnlkhlkQ7vGyzLIGNgkkGGTENOyrY1KPq1Fn4zC2FBQjAv/zIM9+lhxNMjsXytJoLC0+DlFYIln3+BaTNmY5+RJXwDo+HmGQx33xjExGXjwB4djBw+joT2Vjh7hsP2jAvOOl3CiWM2mDx6PL5eq4WkwhsIvhSBr97/EHNf+whOHlE4ZnwUY0aOxXuffCt6kY6ZW+Hll+bhpfkf4eRpZ2zbtAljJvJIhjPCgmLxzeefEYCYhR265nD1JHCzZSMJ9QlYvWk3Gf9HMGPiJCz4aim0dQ1w7PhpePilIDnrqpj7+uLs5/EegQwPv1iobybwMmIc1mzci4ueEbC298IRK3usXbkK06fMwl6D47A6eQbvvD4fE6e/DGPLi/D1j4GFlQM83P2wdeNmjB41CTv3WyrXWUggo7i0BfHR6Vi/7Bv867/8P/zpv5/B0tU6SMqtpzq+p9j5fqBv8LgxD8kzyFCU1gkuKm9ApqIermGl0DSNhYZxHNwiylDR2IZbfT3UfnupFTPgEFhDpseS5IXfv0e6e/sO+np6cbO9E2lFNTA7l4wN+iH0DdMRzVNsynkqJG+tzdtz/zI65edmMQWprBE5ucUw2KWFP/3Hf+HVtz+F9anz0NungxHPjMQb7y3BpbAsOF3wwh5tPZw57YbDhuZk6L+I5156H6fOB0J3jzb+41//Ey+98QnpHTfEJOUjLDwJxocsccTkFM6RPlu3YhWeeGYMVqsZIkvRSvVIgI04J6sUe3fuJRAyBstXaOLsWWd8s3Qhxk14EXp61jAxNMCwYaPwzaa9SCW/Rw0OYPzoydi47QBO25/GszNm4ONP18LzUhjUNq/GyKeH4YV5b+HgUVv4RGTAzT0Ye7T2w/bURRw1PYm3XnsDU599DUdtPXDI0BB/+dOfMevFt3HkuBMiE4uQy9O8SMdIICOOQMaXBDLewimnMPiT7jPQNYbF8XM4be2Ar774HCMIvOzWP4U8cabVwPX8D1kGGT9IMsiQachJ2bYGRb/WSIZkJFM6PC9TUQW7k7aYNWUKnhk+Gp8sXo8LXrGwPHIcs6ZOwwgyzsePm4qx42bg80Xr4R+Whouuvnj/rfcwfNhojB47VSwA36ZtjDO2Tpj/0mvYuMMIycU3EBoSjzXfLMd7X66Ee3AGgvzD8e3ixaJnZeSYSRg1ZiImz3gBO/ZbICohB/v37MVLr32IY7Y+yM69Bosjlnh2+gyMHDkeY8dPJ4AxBe9/8g3OuQfC+oQNpo0ei//520gMp/fDnhmGWXPnw9TqAtwv+uGj9z7F0mXbEJ1cDIezjnj1hRcxYtgYjKH8znrhbWjrHcEhI1NMHjseI0gJTJn5AqbOmIXX3/kclqR4LC1OYebkmZg4dhLGjJ5Ayusr2LlGPAAyxGhG0XVYGpvgmb/8DaPGPQc9swvIZ2VI9SwJZQlgPPwNHkcWQ+HUJlTtQ5z6S0o9v6waEemVMHVIx0aDUBx2JDBXVIsbHV24fUcyWO+BDNkofdxIBhm/L+Ivwid3V9I3c4sogYZZmOALwSVkENeTMcxrD5pF77sAGyznH/qt/zb5pgBN2fmFMNDeiRHDx0Jzv5VYxxDg5YUP33gdz/MaPrdwxCVk4oTlGWxS24Uvv/wa0yZOxrNz3oQlGet6u3fjmSdHQX3vUWTzGo7yGnEYrLdHAHR2GxHA2IS3X38Nf3lyGL5dq4uMwhaSi3UkD+sRG56AFYtIh42YgOWrdsLk8HHSaYswfNQ0bNU0hYujK16e/Tze+nApnFz8sXHFCkybOQ/HKV0nx/N4dtoMfPjpSsSll8DO+iSmT5qCRSu3IyGvCnlUtvSkPNjaOGDL1t34esky8j8dk6a8gMPHzsHY4CCGPzUSq9QPIL2EASTVCekjsV6DZHWMmC71hZgudcopBBkZCjifc8OOnQewatk6vEw68GmqMw0qdz61j4Hr+NEsT5d6NMkgQ6YhJ2XbGhT92iCDjV/uuU5PycVJC2usXbcF+qZnEJ1+FTnZpXA974qtW3dh2bL12LxFGzZ2nkglYZhbXA3/S2HYvUsHq9aoYb/RCQRG5yI+IQ/nHT3gGZhCwrsZmdmX4eMZBAf3cCTkVKNYUYPoqARh3C9fvRkbOU5HXyTl1SKnqAohIdGwv+CH8MRSkc/snMtwdXbHNsrD8tXq0NG3hH9oDlKzCkkZaGHSmMlYslwDZketsezrhXjy6ZFYQoI/KjZPTOty845BVlEd8grK4eXmA41tWli7fisOm9tTGsVISsmHpflJrNuwAwePnIarbxic3IIQnVSA+Nh0mBmZY+2qzdDYZYALvrGkwMng/q7+pGtpSRVc7OwwZ8pUzHvjC1wMyJDA23e9h78lkCG1ve9OsqW88/Qw6RDGG0gvqodzSDl2HInGNtNQOIcXobKxHd19fWSTkpIhw5TniQvDlC0h2T59LEgGGb8l4vrmuucpiNI/4UTfhKco9hGob+7oEVMXDzsmY71BIF1zEJHWiDw+1Z9+t3wydFF5Lcn2RpK5bShS/n5/D8xnLWXlFeGA9i4MHzEZmgdsxfq+EN9L+PzdN/H8i+/gpJ0r9HT2Yezo8Zj7+ttY8NmnmDRxIqbPeYNAhicO7NbB6BEToWl4BtmX26ieauHp6oG357+B8ZOm49PPF2H+qy/jr08wyNiHzAI+NbtBbPYRSTpq6Ref4r/+678wfMw0TJv2ImZMnY2XXv0QBiaOBELSsH7Jt5gy42WsWbsNb744D+8sWIag6Dw4nz2P2dNm4oPPVyEuswL21taYMXEaFq7QRkJ+LbLyy3HsoBEmjJ2IWfNex6dffoHpU6diPIEM42NOMDEwxhgCNxu1jiKT8i30C+txqheW3bERcVi1eKEEMs55wO60DWY/OwNTZs4VQOvluS9g2PBJ2L7XUoxkDFS//4hlkPFokkGGTENOyrY1KPr11mT8RpmUJe+MlJyYBrWN6zF16hzs1DGHCwEKzS3qmDzleWzRMkdWQT354968AeIYSi6hb1VQgaNGhhj29HB8vXI7knJrSej/PuZAD8QF9A2i02ph6pSGNUb+0LePQ3zuddxoaUdff4+0XkOMbkigQ6Zfn2SQ8VsiCWDwB2JQIYGM27hzuxedXV0ou96M80HF2Hw4HNuOxOBiCJ/c3YL8smbi36/cYZbOlLiJnJxy6BPI+Pvfx2DZRl2ExmXBjgz2F2Y+i1fe/AwWVvZY+uVCzH7xbVg4+sLDwwtffPyBML4tTvtAd7cuxgybiF36Z5BTzmcFVcHK1AwTRo3DivVaiIjPhZGeHkYOH08gYy8yiqQdpdjAjolNxboVyzBl8nTsP2iN8JhcRMSkIzwqDykZVSjIr4TJgf0YMWwkJk2Yhsnjp2KthjGyiurh4nAWs6dPx/ufr0NcRgUcbKwxc8IUfLZwM8LiCxEUHocNFPf0mS/D6KQz/PyCsHzxl5g49QUcsnDGIQNTjB02Dpt3HkF22YMgge2GuPBYrF60GDOffxfWp10ITO3BmJGTsGOvOcKjU6CxdTOGj5qArToWyH0o/I9lGWQ8mmSQIdOQk7JtDYpkkPFPMo8QlNchv7AcZ+0c8eabb2P8pBkYN34mZk6bgxVrtsM7LEf0whf9QiAjJbUA+7T3Yu6Lr+OguQPyynlo/fer7FnJKMRi/2Z4hVdi19EobDQKg92lQpRca0FHV6/YSpN3oBLGrEy/Oskg4zdEXN28oQLzbap9Auy9fV2ou9GC8PRq7D+VjLUGITC9kI2obJ7K2Cp6shlgqKZp/l5ZMnBvIje3DIbaO/Cf//Inca7SVwuX4K033sTfnhiNFRt0EBgYi03LVmDs6IlY8OVyLFq0BGNGjcbsl96FpZ0v9ukYYOyoKdhteFqADN5UxNbKBlPHTcDzc1/DqjVb8eq81/AExbd8wz4CGdLUWE47r6AS5oeNMX7kaJL5b2DLll3YoqaJrdsP4IJ7LBnfTTjv6IQXp0/Bv/6//8TUWW/i2Bl/MWPA+dwFzJn1HD76Yh0SMq/g4jlnvPTss5g0fTbUtfRw0t4dO9S2ETAYh/c+WYIlS5dh4jhe6P0qDlu6wMjIHONGT4Kaltn3QALbDTGRcVi19GvMnvsBTp3xwWEDPh9qJF594yN8u3I9Zj07U+zuuF3XctAgQ8UyyBiYZJAh05CTsm0Nin7Nhd+/ReapOyzceEqAorgR6ekK+PpH4KJ7ICIi0pBbRACklLfUZYXw89cjz4XNK7iOqIhEXApMQFJuldSjKITw75kZwDUQyLqJhOwbsHIvxoaDUdA+Ho/gpArUNHSgp5t7X5W9sUqW6dcgeeH3b4u43vvo99KH/v5+MTUqm2SZtXsO1hqGYZdVMrxjKpHL24+X1ZMsrCPmdRckH0nuff+3+vvheyCjFAcJZDz1t2fw3Nw38dILL2PipJn4dPFGOPskooBkspOtA9567W1MmjIb733wGZat2IBlazVxwTsGVicc8dln38LijDfJa+4UakBkZCLUN2/DtKlzMGvOa/jyq2X45tuN0DWyQVYJpc3TXyltPog1MToZezW1MWvWSxg3bqrY3WrBp8tx7mIUgZZmRMelYf8ODbwy7x2sVj+IkIRylNB38vULw7Ll66Gx6zBSSFfERKUKUDF52gy88taHMLdxg8t5b3z07oeYNHkW3nz7Y3yzbB2+Xb0ddi6hsLVzwxdffEOA4zx9a57Oen/9NCEhORu6+/bjmxUa8PRNhh+l983Sb6gOnsWLr7yNRUtW4Ovlm2Bq7S46wx4M/0+wDDJ+kGSQIdOQk7JtDYrkkYx/lnmEgucYtxK3iKFzMe9YKFtWAC1iOpVqSPeXYLEbUwmBGwIXueXSjh0McAby+3tgLl+eWFDKJ9RK09LyFDfhF38d+0+lYKN+OI6cTRcHVDW1dKK3nwxVGWD8qiSDjMeVHq5bru3bVP+9uNXTjdKqZlyMUGDb0WhsNorAWY8cpOdI5yKwUSltN82/Q5I3PMo7wO/198Qs11nO80iGgdYujB45Gbt1zREbn42AsGSk5FxF4WVpNKdYUY/U5EIEBSciMb1MdAjlUz3x4moFvy9pInnNdcbGOtdfHTLzKhAakYqwyEzkFVajhNwKSNaJc46ortmwLihtRQn9noqKriI6MQ9el6IQEBwrndpNOimPR0YItJSXXCe9wECQwpCbCEN6Suzcp+AtwjmuBmRllSIoJJ7STEU6T/Old+mpCgQFJSAuWSHkLeePzwfh6WK8LkSV74f1HG89Xkx55rOgBBAg+ZyZVSy2Yg9PyEc+5YEPKuSOOPmcjJ+HZJAh05CTsm0NimSQ8WNZUhy8gLFY0UrClpUCb80oAQpWtJLQZJDBz/xeFY5HNvjMin8EPqTF3NIIyA9NtSJQQyBG3FP8UpwcjoU6CW5eTEcK4ff+DVXlEz17VN8MNPgk9dSCJjiGXMb2o5FQNw6CvV8O8q80obWjG3du3yG7VTpNg02pe2drsEErG7I/J8kg4/EiVftX1S/fiWXeVNVdBMqv3byF8IyrMLCNxkaDABg7ZCAspRa5ygXcxaKDhae78DMbwCo59HuXO3TlqZoEBnjb9QmTnsM+o9MkrxlA0HuS28XE+QQK8svaSFdwXfE7euZDY4XBz/FQvZEcFyeH01WEFx0nLPuZScbTlUGcOGGcd3Ei4MDuHK+0uJ7dpc0xpHR53QZPXVOujRH6oVECF+TGoEYChuzG09zIH+9UKNyaBHiQdnzijjTWMxQ/fW+Rb/q+qnzzO+7gUa0RebCOGHhQWpQf1mGcBsfN+csvbxHxc31w2Qe7blCVpgwyBiYZZMg05KRsW4OixwlksPDgnpKH+fuCjN0kwSj8CIGoZH6+jwcO+6CfH/LHLPXisBJgoc1CkZVrG0o4bfFO6s3hw/EeDMuClZWuMowIxydwD5xHoUhYUbAAJgHOe6I/7I/zwnGVsKInv8wlosx8z6MZN1CiUCoE4fePxZJyZnDWhLjMBli55mLj4TBoWMTAI6IUl6tb0NbZgz4CGypD9zYvaBVrN/rp1yAbsz8XySDjMSCqUwlQMCt/A1S/4t+d2+jq60N9SxcSC2txxDkV64yCsedEArwjryCnmI3PwRmFvyeW1p6QrC68Dgd7F6xasw1nnPxJ7jy+dfN7A34qXS2DjIFJBhkyDTkp29ag6DcLMh4AFVLvzHeg4z4eMCzxj/GnYmk6QAMZ8lQvJNiKS+qRkV6IoIhUxKRdJqVD/h4CGRwfG/35+VcRk5COkJgMpOXX0jvu2bkvXUU9kpPzERSeiIQsrvt781zv98csxSud8s1DzoWKWqQlFyI4LA0JGRXKNFnZcS/Rvbz8UVgAKwZq/K0IiGUXdyAsvgGmtjlYaxBJ7TsRISlXUdXQjq6ePogdb2/fJQOrj34DvcIAk+nnIRlk/PokQQyuV+I7dEdt/86dO+jr70NraztyS2pwyicHmw6HQsMsCo5+5UjNayV51ypk2UC/uT8aC9lcTvK4rB6lpTVQ0LWQnh9nkPF7Y5WulkHGwCSDDJmGnJRta1D0OC38loZ3HzKulcL7e34pj7x7E4MLRRn3+jMPADIo/PfCEvM7BQMGlT8Ky+4P+pOGdosKryM1rQCxyUXILqxFQcEVHDtqiVnPz4em7jEyoKi+HqozBgsKxU1EhCdh5apVePP9T3HBJ47e8VSre/nLya2E/n4DPP/8azA94Sbe81Dyw2CEWRKwXN46Sq8R+bkVMDY4jDnPvwmjYy5i6FyMaoiRjO+X+/fOAuwJkMHrNOrF6BLXU4aiDp4xldA5kYaN+pE45JCKiJwqVN/sRE93H+72kSHLW97K9DORvPD71yauQa5NsTaJR+7u9KLvdg9aO2+h8FoTnEKLsd0sApsPRuKEazHisrkjg0dpeYoOj7IO/Jv7I7KkP3hdBckZuorRDeKB/Mr8M7GobxlkDEQyyJBpyEnZtgZFj/NIRkFxAzJzriM9+xpyi+q/81dABmR2QSVSMxX0voL8sbBnwMAsAQ02MLPzqpCWdQU5hXWkGFQ9TU3Io7gyc64hI/sq8uidSI/e8wFS+QpKM7cKKZlXkE11UkJAISUhC/p6B7FuizZ8QzPI/SqsLG3xxjufYf8hWwrDgGegOmtCWEQyNm/ajoVfr4ObXxIJRl6zQXmgdDn91NQi6OzUxrgxM7Df5Ly0wI/Kk5VTjbSMSmTlXkehgg1njo/nwNZSXVRSua4iPSVfHAg1auxM7DZyQO5lnvPL9SSNZnw/P79/ZoNINZWMp07xIss8/rZUH+lU5+dDSrDDPAHrDMNw1DkdSQW1aGhuR29fL/0aZGP25yIZZPy6xDUorbm4g9u3+9DS2YniqmZ4RJZB81g0Vh0KhdH5LISm1SCPDGexY1R5LQrK6+k3xFvT8nSpgX9zfzRW6Sm+qnggfzL/PKyqbxlkDEwyyJBpyEnZtgZFjxvIYGOQe4f4pG1v32gcNrWFrt4xOF4MQTIZ/zn51xEWlgDLk6exR0cfxiZW8PKLQ1pOnTD24xNyEBAYD/+gZJw46QQ9/WOwv+CPpKxrlEYTGe4KOLsGQN/wOA4QX3ANEYCCe6dy8q4iMCgOZuZ20NEzx2mHAMTGFsPlnDPefvNNTJ72PPYfPoXQmBwkJObA2y8aUQkKpKdfhn9AHEKicpBFwKigpBFJKUXwDohFaGQ6IkIT4cfbyxJwyCttQHJyEezPeuKAwTEctziNjavWYcKY2dAzvYi03KvwvRSOI0fsoL3HBCZUfr+gFGQVcs98I5JT82Dv6CzKZWluA7W1qzFSgIxzyLlMAKWcAJUwCP54RoE0GiX1uvKCRmkhpQQ8uPdLWoDfjJS8Ojj4lWC7STw2GkbhhFs2MgjYNbZ0o0fsRMUGMM+lkkwzyUST6aeQDDJ+KeK6kuqL/3INihbM4OJOPxliPSivboVfbDm0j0XhC00faJjHIzCRF3W30+9HeeZFeTOBC+mAvWKFNCo70G/uj8j3gIXUeaECHAP5ZZ0jprY+4Pb9umTZJY1C3+8uxS/dP/xOxar3nM4/0tuq9/enz/He564g3Zt7BanZV+g3+2Ca+YVVSEwuRHSiAplFvEvUvXfMYnThIbefg2WQ8WiSQYZMQ07KtjUoepxABgs5XkidV3gF52xt8PzceXjiydEYPXICXn73C1hdCIaXxyV8/t47ePLJERg7ajKefmIYpj/3CkxtfRCfUYo9GmqYNG4yXn/rE0yZOBlP/f0JTJjxHA5ZeyIjuwLHTA5i6rSpeOqZMXiaT0SdPgcHzOyQXlgLd2cPvDf/dfztyacxbNREzJn3IdQ1D2LZoi/xH//+7/i3//fv+OsTI7B85Vbo7TuEMeNnQn3HITjYX8BzM5/F2wu+hW9cMTLyK3BIVw8Txk7Dwq83YtFXiymut3DGMx5JmQoc2LcPo4ePxbCnRmLqxOkYNWI8xo57Hvqmzrjo4oN35r+JEeQ2kvLw5N+exnwq+8WgTGRnl8LogD7Vx2hR/kkTZ2LUyHEYNno6dhs6Ia+shUAGrx2RBPDAdfxHZlba0roVnmeelHMDdt7F2HYoGhv1I3DcNRspRbWov9mG7q5O3O7vIYHdJwxiYejyVZwkLhu9/yz9MyDDTgYZ/xxxVdFFtaBbgGTeRY2uvXTtvn0bLbe6UFp1E95xl6F9ksD1oVBon0jElmPpMLlQjFwG4EJmSBtZPPzb+WEjWmZmrh8xIq5kVX3xrkq8Na20a5RUv9IugNKuUKLzo6wJitIGlPB2sxyO3FgH80YhCkWbeC/kugh7f+eR6ntRPOX1lIa0m5NKzj3IvBEJj1DRvdgZjNPneNmN/Uu7XGWlleLsmbM4ePQ0gpOLRf7EboYlTQgLisSOLduxRcsUIckVotNLZSuwv/s7dTjPnJbQ6SKfzKp8/zSW4pVBxg+RDDJkGnJStq1B0eMEMiTh3IjIqCSsWfo1RoyZig3b9XHGzgMmR2xhbecKDfVtGPbMKHxNhr6Doze2q2ng6WdG4IMv1iEgOAk6Wzfjv//zr3j9nUUwN7fGpjXr8Le/P4Vv1+2Gm0cIPnj7DUyd8Qp0D9hAn4DC9Kkz8daCpfDwi4bmFjWKawyWrNkBW3tPGJucwfETF2BhchizZjyL4SOnYPEKNdieuQij/YcwnEDOxu2HEBgSjcVffoKpz74Cc7sghFP+V369CDNnvYI9OqZY/MWXmPXSGzjjFg0P9wC8/fqrmDztJejss6B4jDBj2myMHv8S9I6cg5tPIHbs0IXRYVuYmllhwQcfY+yEWdA1PYdL3kH4+K03MX7K89DUPQLDgyZ4jvL1zKhp2EMggw91kkHGP2bJEGgUdcUHV8US2DjlXYgtpmHYeDAcxy/mIzGvBjU3pAXid2+zQcw7UPECcdnoHQzJIxk/F3HtcD1xfREzuBAAg+R6Xx9a22+h6OoNuMWVY7dNLLYYh8DKLYfa/U3kX2uBqWshzJwVBDLIOCW5IRmtv1Yn02+X2fC9H2RI27tKQIJ3/itiFm6806AEDKRwUl1L7yRwIIVXTfttFe7CjcGBCMeGuwQmeBSCd7vidKR3fH8/SwBAABrOjzJP0jP7b0UxARkGDIWl9QgLicLyJYvx8usLYO0URHnndYnNyM65CjNjM7zz7qcwPuWFLCoHr4UUAIjiv7/8In+qNLhNkZ/76+qnsgwyHk0yyJBpyEnZtgZFA4EMSVCphNMvxwwweNGum5sP3nhxLl5+63O4heVTfm6ivKQOwQHh+OyjjzBn3ns47R5LYW7ikpcv3nvjVcx77TOcc/TDPrXNGDNqKnQOniHhWQv7EzaYOGYsFi7ZgmMWdpg0bjReeO19GB+zh7HhQbz16ut4/pWPYWh0HF99+D5mvfgBTrvFUz5aUVrCQrMBkSHhWPL5V5gz933YuUaisOgqjpKBP2zkRKzXMEZqTjkO6GphzIhJUN9lTuDnIuY9/zze/3QFHM/5YOnnnxPIeAv2buGwt7HF1PGT8dEidcSmVyI3NQta6hoYN24u9I2dkZlVAndXb+jqmWLDhu14fd4rGEHgZheBIoczTpgzeSLe+2ItglOvIiu7ADoa2zB8zAzsOXjuO5DBdcn7pD9cvzJLLBlSbFRx756kKJkTcmoIbORjm2kkNuuHwdwpE9HZ11HV0IHOrj7c7mfjmI06yeglYS6uMv0jkhd+/1zENSPVDo9g9FO99aGzrx/1bV3IrWiES0Qh9lpGi9G6E675BC6a0EXv7969jcvVbTjCIMPlQZDxa8n/3zLzej6Vkc2soDosKq5DYmo5giLSERaeIu7zFORXUY/0jHKER6YjKCQR4dFZSMqsQi6BiPyCKmSklSItvRTxiXkIiytEVk4VsjOvICWlHCn0LiwmF/Fpl5GZe42uxUgtqEYhT3XLr0NymgIpORXILa5FatZlJGWUIiWzHCGRWZSPbMSlVyCH5R2PehRXIzm1kPKWilDihNQypKUWwf7UaRgeskZoQqnQvfn5VQgJisEhQyPoHTwGf8pTWlEtydA6ZBdeRzLlNYPKk5JUjPDQdETF5iEtr0asL7xfxg5Ub4NmGWT8IMkgQ6YhJ2XbGhQ9TiMZIl1SghecPTBv9kzM/+BrXEqoIMP5JsoUjfDzCsb7b76FF1/7FE5+meDDfUL8A/Hlh29j7suf4IydH/aqbyGDfQb2mzpCUVILh5M2mDRmAr5crAYTMxuMGvYk/ucvT2P85NmYMnka8Ux8sWgDTI0t8fGbb+KFVz+Dy6U0yo+0u1MBCciQsEh8+9lneI5AxhnXaBSSYD1iaEwgY4IAGbkljXC0O4Pnp07H+wuWQWObNiaOm4qNu8wQGBhHYT8lkPEO7C+G4YylFSaPnYovV+xBYh4plsx87NXYiYljZ0HfyBF2p50xd85zmDRlFt597zPMnjYdIwi8aO63ge0pR8ycOB6ffqOOqJx65OQUQ09LEyPGzpRHMv4pJuV3/4ntxKWKZpQreBpDE+Jza3H2UjG0jkZjg0EwjOySEJJyBRU1LWi71YX+22T4MtiQQcaPJhlk/DzENcPt8A6Bhs7eHlS33EJKST3O+udD82gM1E1jYOuTi8KKenT3dOJuP4/MUY1S1V6uaYcZgQxTHsngs3eUvw15JOOf5/t78sWuhUU1CA2IhJqaFp576S28NO8NaOwxQVRKKWJj07B/vxFee+1tzJgxB/Pf+BB7Da0RkVyOsOBYHNhrCO2d+lizahMWLVeDm1swbK3soaGxBzt36eLdDxfjwKET+P+3d99xclR3oujv3/ve28/z/dy3u9eASQaTLDDJ9nptbIxtwMYGA46AAxlMFDknEUSUEAgFBIggJAQooZxQRJEZpVFCWSjnOCOJ3zunugcJr7YttIOvYb7f0dHprlNdVV19qur8KnZ4+c247Opbon3nwWkdtj76vzM0mt54ezRr/nwMGVYVjz/+bDRtekfcfvsD8f0fnBbHf/P7cfUNzaL/sOkxZVqavj794qqrrooTv/m9OPHbP4xrb3w43uk1Klo80SpuuPWh6DGoKt6vnhOvvdI5zj/vgjj2uBPiG8d+O879/SXR7tV3YsLURdGz16C49ZZ74647H4y/XHFDnHDC9+LHp50bLdu+GeOm5aMl+RbI5W17eV79d5MjGZUJMmhw5bq1V/6RgozSBYer4o2uPeMnJ30njvv2T6L1a4NjxLgZMXLE9OjSpW+ce+ZZ8fUm343mrd6IkeNnR4fn2sZ3jjsmTjrtgnil67tx81VXxsFfPSruat4hamYsjg7PPJsa8IfHL39zTTzZ8vlocvjB8cNTzooXXu4XPd4ZEW93Hxx9Bo2LXj36xK9+fkYc0eQ/4slWr8XocTNj6Hs1aSU2J3r3HxwXnHVGHPuNk6JF+x4xbsLseOS+B2Of/Q+JS65tFtVpJdqvZ7/4zc9+EgcdfHiccMy345hv/CCe6NAn+vUdHr8/8xdxzLdPiec7DYwXnnsxjj7siDjlp+dF9z5V0bvX0Dj/d+fHQV89Om6858loesttceCBX4ubbn84BgwaGddefkV85SuHx/V3t47nO3SK479+ZHz/x7+J13tNiD59h8aFF5xXOpLxiSCjdKh6d/NYyimfJ53nU74DVarrKSjL50xPmp1PUVgVNTnYSAHIqOpV8UrvOXHdE0Pj3Jt7xvVPDi0e6jdtzqpYsS5fJJ6XnNwYTgtSffr45S4dEGTslZ3fO8+D4sqgXWZFfrl9x47YsGVr8eyXYRMXRstO4+Kqh/vG9U/0j5d7T4lZC9bG1tptsWN7Stu2x/btO6IuzdftaWh5fjfvNDkFGdOKvej1y0d9I07a05SvPyjdATDPu3wUY/SwiXH1hZfEv/3LvnH8t0+OH//kjDgnBQztXukZd9x6e/zvffaNo485Lk479fQ46sij4oCvfiNuvueZaN+2Y5zY5Bvxr/+yf5xw4klxxQ13R8eOnePyCy+Mf/7n/zcOP/IbcdoZv4qHnmgdt91+V3z5K1+Lpve0LtZbr3R4Mb5+1DHx019cEl0694lfn3VOfOmf/2c0aXJCnPyDH8Vhhx0eXzmwSdxxb/sYMaw6rr704viX/7VPHHv8KXHyj86Mc8+7PJ54qk38Op/qe8IPonXHnvFm1x5x2ik/jH33OyBOOvn0+MH3To6v/O8vx0k/Pje6vJOW1WfaxpFfOyL2+8oh8a3/+EH8+3e+W5ye/KOfnRe9h80ujrDUpAC2IetUaVj5yEgKMsavSEHG5HjqDUFGPUEGDa5ct/bKP1KQUdqLtjLeHTIqLrvwT7HPPgfGqT/7XTS98a647MqbovljL8WtN90RB+yTV3g/jxtuuj1+cfpp8ZX9vxYX3/BIDHxvWtx0zVVx6MFHxZ3NX0nDWh0vPts6Dj/4sDjnd9dGp6794+wzzoivHXRY/P73l8bddz0U11x7W9zXvE0MGj4xbr7hhvhyGvbJPzwzbrzhnrj48lvi4ae7xNChI+OyC34bB+x3YJz7+7SheL5LNLv77rTCPjIuafpwvJ82MGPGTYtbm94QX/qn/yv+6Z++FKeedWH0G1aTgozUQP3l2XHcN38YL6Qgo/vbA+Pnp51eXNT9q19dHH88789xUBruwV/7VtrItIq7br87Dtxn/zj19F/GpVdcFcekDdG++x8VN9z1bAqKhsVvfvHz2G+/w+Oscy+OCy64JA4+4IA44OCj45YHXoyqmXn+LSvO4y2d9rC7eSwVKQcXu9Tz0uH3Uvdc/0vnN6+N6pnr4+1hC+Oap8bFHx94N658aEBc/+jgaPt2Vbw3dUksWrEhNmyuLY5u5AZfcT58bhB+lBvHeaNXbkynVBz52KWR2Ji48PvTKWpR/v75X/r6OTCo+2hbChJK9WxLCnBXpkB3+vzV0X34jLi3/fC49MHecfszQ6Ln0JmxaOWG4sn2pTqXUzHQ4mWeq/ntnCUb4tHOk+PhlyfH+zUbiguDp+SdFNYdny7NrL/mYnXkO9tNS3X9zZdei5OOPza+c/JZ8WqvsTGhanYMSYFHxxe7xBknnxJfP/G78UzHXjGpel60eOzR+OoBB8XPzr48HnuiQxxz+GFx5LHfj1Yv9onq6Utj2PAxccWf/xBf+p9fiQuvuKe4G2LxfKVbb4199z0krrv76fS7fRivPP9SNDmqSZx21mXFDrnzzzgrDjzwiLij2XMxZnxN3HfPnfFv/9+XUzBxdXFK73+c8M349klnxivd34ux1XNi4PCq6Ppm9zjvV7+Irx+fxt/hrXik2QOx/z77xa/+dHVq0M+NIQNGxB9/+8s48JDj4t6HO0b7Z56LIw46NL57yq+jS88R0e3NHnH6D7+bAqtTo0OXfMv2fEZAWpcW69vdzLu9Svl6uqVFkDF87Mpo9mJ1tHhrSmzckms2ggwaXLlu7ZV/qCMZxWk+y2PatAXR5dW342ennxkHHXxEHHRIkzj9FxfEi68NjJ69hsQfzv9THHbY0XFAChYO//qx8YdLm0bPIZNiTNXcaN7s0fjp6edEi/Y904ptVRpO5/jZT8+Nq258PEZXzYt27V6IH5z0wzjgwK/F/vsfEl895Ji46Mq7U9nC6Najf/z2t7+LQ756VBx0UJP43o/ScJ7vFtXVH0TLR5+KY9K4vvq14+PSy2+MFo+3KA4L3/FIh+Ic18nTP0wbkE5x6sk/iW/9+0/itgfaxsSpy+Pdd8fHddfdGOf85uJ4o+eYGF+9IFq2eDZOPOHfi3F857unxtlnnxc/P/uiaNH2rejauXucWXzvJnHsCd+L0396Tvz8l38oHtQ3YfKyaN3qhfjWt76dyg+Nb33n1Djz7D/GL1L5Y8+m6SwexifIaLi0IialjVmPEXPirrYTo0P/OVG1eG107Ds5bnpsYFx178B46Plx0WPUnJi+aHWs2LAxtubTUfIdqPLF4ql1mBt5RdCRGsvbiyWtcW4IHcn4dPI3Lx25SN8916UUr+YjERs3b0kBxPoYNW1ptOkxKZo+2T+uaNYjzbfh8W5ah63atCXN29r0uTTf0meLz/8XPly1NZ55e2bc/fykGDV1VWoo5+cNOZLxqVO+a1Padk2dsba4Fm7q9CXR/um8c+urccbvropBVcuKJ4TXzFgUL774apzw9SZxys9+H++MmBs101dE51dejG8fd0z84Ce/i3sfeDqOPvKw+NGZF8TACR8WjfMRI8bGlSnIOOSwE+Lhlm9EvmC7etK8uO+Wm2O/fQ6Na+9+Nm03l8Wr7V6Oo484Ok4965Lo/EbvOP/nZ8bx3zw52ncamqZtWbR/9un42n4HxOln/TEefKxlmr5D4oxzr4jBE5em6c4Xfi+Pgf2HxvnnnBlfP+778dRzr8QtTa8p7nR4/T2tix0u1ROnx103XxP77HdE3HDrU/F8CjKaHHJknH3e9THq/YUxoM+g+N1ZP43jvvnjNN5hpflRzKOGa1OUdgKVjkYPGLU47mk3Kdr2nBlbtze+9cTuCDJocOW6tVd2F2T8n7rwL5+yUj27dJu9GTXLY/yYKdH1je7R6Y2+MWzMnJiUVuJT08rq/epZ0TutzF5Igchb/VLDfeqSmDIrnw+7LGqmLS7ON61KK+9JM5bEtOnzY1J+eF9qeFel4U9NK/pRYyZHp64944WXukS3nu/G6ImL0rjznrxlMXF8dfR4q2+81rlfDBg9Ld6flQ+DpxVk1YLo22dEvNzlnRg0ojpqahbEpJrFMTFNa37YW55n+ULzaVNT92lLinOc88agJj/UqtzvpJl5z3jaEE2dF0MGjYxOaRx9350SVelzk2rynpmVabiLY/SoSdHlzUHRe8C44t7k+bNVaaValYKIqjTswYPHROfOPaPv0OqYmOZTvshvYrEXLa/Q88q8/g4iu5/P0p6mHGQsj57DF8U9rauj88BZseWjbbElBREfrtsc/cfPi2bt34vL7hscNz4+Ol7oOT3GpLq2cMX6WL9pa9RtT0tW6v+j1OiLj3LwkVqKFRp9X1wu/P7UcoCa6suOlDbX1cXKtZtjxoLV0Xv03Hj0+bFx9X394vrHekf7XhNi8oKVsTHflCAfucgp1c+PygFupSBj/Zbt0Xnw3LihVQqUx6T1Zlp3TK/JdzDKpxHubnmQdp/y9jJf57WueJ8fiNqudfs4/NBD47RfXRL9xs1L26G0/k/bgedfejW+eewx8f1Tfx3dB81I83tpdOzQJo5rclT86KfnxwMPt4omKcj4cQoE8nV3eXtXH2QcesQ3o3mrN9N2JW0HqufG/bfeEl/Z95C45o6n4/2aFNi06lDcEv20X14Ur3ftXVwLePSx/xHPvtAvpqRtTOsWj8chX/5KnHHORdH8qVZx1KGHpYDjkhgwNm2f0nqresqH0b/3kDjv7F9Gk+NOjqefezXuuKlp7LfvoXHNba2iumZ1jB9bHTdce2Xse8CRccvdLVOQ0ToFGUfEL39/bYzMQUbvQfGbX5we3zgxBRmvD/84yPjkna7+eynvPMy3IZ+U1imdBsyJ256ZGL1GLYi6HIk3xnXFXxFk0ODKdWuv/GMdyUgrotSoKxrsKdWklUi+rmLnKUC5MV/aCE6dubA4ZJqv4cgXhpfuAZ6nu3wtQhpW6bz7nHKDf00afr7zUj4dIH8+BQTFnrudp8bkz07L3fNektQ9X9+QG5l5eHlFWQQbaTx5RZfHVRw1SN3zvcl3XgNRmnelfvKtB0vfZed48rSm4Kd4MncODPJ05WGXgpk8vNKemvwd6oOGvIJenqYlTX8Oeqbnp4avTd3y7Qvzd1pRBFDF9KdUulf5zvkq7W1K8zL9Pj2HLU1BxqTomjZo+XSV1AIuGoDb0t+6uq1RPXd5tO9WFTc0z0c3BkSzdqPjzWEzo3reiliyZl1s2LIptuUjHOlzjfRAhiBjD+WgYEcKEmprt8TqdetiVpongyelBuLbVdH0iUFxeQouHmo3Mvq/Nyc+XLUpalOd2pH34BYB7NZUvWpTymv0vz3P8gGSMVOXxm2tR8dTXafHhKn5Vqap3ud1526XB2l3qdSATuv2fPF8PiKQ3nfu9Fac9J0T49hv/yAea/1qdO/eL159o1+0bv9qnPXT0+KwJifEfQ+1iT7dB0XT666J/ff/avzp0jui1bMvx9FHHp6CjD/tEmSMKQUZh58YzZ/uGpNzA3vyvGh+z12xz7/uF+decE282rl3/OWSv8T/+tK/pCDjz/H6G33ivBRk5FuyX3LlHfH6693jkov+GP/7Xw+IC6+6J17u1CVO/s6/x9EpmGje6tV4u+fg6NR5QHR8qWtccO458fXjfhjPdugWLR55JA7d7+D42ZkXFju+2rd/MU495ZRocvwPUvDS4z8HGX3+6yBjd/Nu71IaZpoHo95fEc07TY372o8vAvB8e3EEGXwGynVrr3wyyJj4fzTIKDXkcwCQAoEUQBQrk9xtego48lNnU6M+37O7OFw8e0mxQq8pN86LOyrlhwGlBn9O9Y3zvJIrrZRywz1/Jm0QdjmVqBQspOEU5aWn3FbNXF/6TAoGioZ8atiXgo083BwU5KBiTTHunHKDvrhwOOX5qEaxQk3foTQNefyla01yv/mBSznAyKc2Tfp4PHk4paCqdB/z0kWYebilIxKlACYPI6fiO6TpycFW3qOTg5EcgNTf3SRPa8Ou1BtxSvO2x/AFcWfbidF50OzYVuwlzqeipBZa3lu8vS41CjdH7fatsWTt5hg4bn488sKYuKLZgLi6+eB48vXx0XvcnJi2aHUsW7cpttRuL5a5nU3A/HrXv9zlr9V3/c8lnxeNI8io/412/0uWuu6ueynVpfq0dlNtzF+2LsbUfBgv96uJO1qPiMua9YmbWgxK6+apMXn+qlhbtz1qd+SLuXPgui3Vwzw/84l4qW7mJ9UXAccnx7FbqZdlazZG+97To2mLifFm/w9jYs2yYj1W2lliHbInKe8Ayuvb0ro5bSvSOmPE8Kq45fqr44D9D4iDDjkymjQ5Pn58xvnR9oW34pH7H4hDDzk4DjjokDjmyGPjwJR/75Qz47mOfaPjK93j+9/5jzjn/KtiaFXahqThjhw9Pm68+i9x4r//JFq06xmT0jYjHxl57fn2ccI3jot/2+eQOOKo4+O4Y46Lo5ocG7/+49XxRte+cf7Pz4j/5//+Uhx4cJM47LCj4sv77Bvf/N7p0eLFd2LYmPfjthuuT8HNoXHgV49KnzuhuDPiY0+2jUv//Of47g/Pjuc7D4l3uvWK835+Zuy/7yFx6GHfiK8dfmQcdNBhceFf7o6h4+ZFxxR0fPeb340/XHp7ccrxoAHD4sLzfxff//E50fHNkUVdqt9m7W7e7Wna9Uniefs/bvLq6Njzg2jacmx0GTo3ttaVHppKXvQFGTSwct3aK3njlBbPFGQsj9taV6UN2ZxSI3+XhfrvmYoVUt645T1Cu3TLe9iKIxjlbqWGjhClnwAAHpdJREFUfF6x1x/ByN1SWblhvnNY9a9L/ZbuBV/qVp9KgUZpI5E/W3pq6q7jy3uq8jjy50opr+hKw/zkyrMUGNRPf33ZzmkogqhieHkYeTylYew6rPrp/+uUj4TkPTh52KUgIw0vv09l9Ru5Yk9keTjSfzelwDbN3z5D58Vt7d+PTkNmx/bi9Kcclpc3aPUtxNxmTstSvmvPptQInLlobbwxcHrc+dy7cemD78R1LfpFq7fHx+D358eshWti+ZrNsXlL/YW8dSnPwUr+dNFULP4+HnCxhy41JovXudvnzxf7wu/63yn/cvn3y9ffpAAgpRSFps6pa1E38r7W/FDH1E85MKjdtiPWbKyNBcs3xIS0XHcePCPufX5EXPFgv7i2+aB4uvO4GDZ5YSzfsCXqUv+lsaTBludNfb2orzGF/GIPZlke2tZU9ybOWx3NXpwat7R4P14fNDdGT14ak6bldUipkVusv4o7BJXWP7vNK5XlvFJZziuV5bxSWc4rleW8UlnOK5XlvFJZyvM82vV1Pso9bOjouPfu++KMM8+NX/7mT/Fgy44xbMIHMWpsdbRs9Wz86jfnx2k/Oycu/cut8VrXQVFVszwGpeDkyafbRduXesTEKaV5PnHSnHj9jW7xaMsO0WvI1KhO26f8PKn3x02OZ1q2jV+e88f400U3RJt2b0T7F9+MDh27Ru+e/eLXZ50Zhzc5MS688rb49e/+HL8//9Jo06FbTJi2tNh2Dnl3fNxzz0Nx5i/OjXN/9ed4+KkXo8/w6uI05CdbvRKDR84sTj3u1WtwXHfdbfHTn6Xvcc4fotkjbWLIqA/SdnJNDBoyIZ54skO88ErvqJq6JMaOnxUvpGl4Kn1+6KgZxXhK27ad26//Mt9tWdq2pVR64OCKqK5ZFSMnrooOPeelwHhkPNN1fCxctalYnopr4RBk0PDKdWuv1AcZo6YsS0HGxOjYp3RNxu4bXZLUeFLeuE2rWRG9h8yPW9tVRZfBs4uNWanx+18rgo0d21KjcEus2bI5quasitd6T417WgyOy+/vE9c/NTSe6TIhBo+ZHzPnrI7lyzbGpg1bY1td3lCm1mHRAE+v03DSv1KbMed70HD8R/VFP5JR/DZ5kouUf7ccMOZTl7akDinYyEcXUt3Zvv2j2Fy7PVau3xLzlq6PcTVLo1MKRu97/r249oF+cUOz/vH0S+Nj0JgFsXDFxticbzubG1A5nsipIWdFGlY+1SpPz8TZK+PhFyfEtU+8F0++PiveGrokBo5ZHsPHLU2N4vyQt6UxYuwy6VOkPN9Gj/0wRo37MIal+fjuuFUpXxkjxi+JkeMWx6jxH6bXKRgZtzyGjV2Z5vWKGD4+zfPULb8eOXZN6i81qsel4Y1bkrqlfsevSnnqloY/ekwafuo+Mg17RPr8yLGr0+uVaXxLossbg+KMn54dXz/2h/FU+wExdMKK9NmlxTDy8IflPP+2aTryNI4ck8adPjtsfJ6+5Wl8KY1Jr/NwU78j0zDzcEfm7qm/4WNXpTxPWy7P07r843xEqjcjyu+L4eRufzVvPk0aOTZ9vzStg1IdfGPQ/His4/txw+OD4tk3JsbsJeuKMLsIuj/PK8gGJMigwZXr1l4pGkRpazM2bexuazs+2vWcF5OKU4Ly3nFJaswpn4q3PLoNWZCWjQnRc9gHe7wdK51OlZasfFrLRyngSPmaTbWR7+LSqdfkuLvloLiiWa+49smB8fjr46LHyFlR9cGKWJQalmtTwFGbGn4f5Yf+1Qc1exDc/OP64l/4XUxhUTnS9BZHu9JUFz/Zjti2vS42bt0Sy9dujA8WrYlRVQvi5V4T4942Keh88J246pEB8cQr46P/2LkpsFgXtfmZFuW689GOUoBSBJ8N/fPnWZwfzJfGV7etNuYu3Rgd+30Q1z09Ji5/fFRc/8yEuOW5qri1nG5pI32adHPO276fXuc0MW5NqchTt/z61rZVab1S6ufmdim1nZjShLipTZrvKb+tXanf/Jk8jPyZvB66rfhsaVj5s/l1Mcxyv7e1HRvXNHs9Tvrxb6PJiWfFhbd2Tp/J46iKm9L4cn5zu+r0ujqNrzStt6bXuZ/SdJWnMw8/T0vRrTT8YhzF+PI0ji/y3P9tafpL05Hf58+Uupc+n6dr53z5tOnWNpPi5tbVcW3LcaleDk/jHRNvjZwXS9duKU4xLB3Vqz/SiyCDBleuW3shb77z4f2IKfNWx30dJ8YTnadH9fR1u92zK0mNKeXD/JOnr4yX+8xPjaxxMXziglJjbw/lhmb9Luh8MW4+WSYfCdmWGnarN9dF1dyV8eqA6XFHm7Fx8YPvxl8eGhjN2oyITr1rYnT1kpi9cG0sXbkhNuSnjNfVFo3OvMx+Hn3xr8nI05qPCW9NDZ8cVJSeYzF/+fqY+MGq6DFqXrTs/H7c0HJIXNKsZ9z42Dvx3OvvxdCx82Pxso1Rm/ov7g5VH0ymVMyClNKrogaV1tQNNy/y8PKJXdvz+NJ4d+yojc3btsaC5Rtj2ITF8XrfmmjffVI8131ySpOiTbcqaY9TdTzXbUq07jYtnnu7Jtq8PS3avj2lSPn1c29PL1J+3SZ1a91t6s5UlE8turcp8tzPrsModXsupdape85L/ZX6z+N9puvIeKLN6/Hw069Fi9dHxzPp93u2e3W07l61S5q0y/jyZ0vDbvtWHl55mGlYpXHVfGJcO79LHu/fSpOL+bH7+fS3Up6Pk6Ndj6nRZcCsGDV5aSxevbm4w1+xJOT/6peZz8V64rMnyKDBlevWXsgLZmljls9rbJkW5DvbTohRE3eeE1lcj5AaXHnP7u4aYqVTqyTp855yfS9dizM5vS+uq5m+IsZWr4ynXp8Rd7cfH7MXrSsagXu2Kcv95fPyU2CQFrBSYzE36vKRjVKwkYeVr8nYuLUu5ixZH/1HzY0WHcfGdQ8NiEvu6R1NHx8YT702JroNrYmJM5bFvNRPvpXpxi0pYMl3FMoTUp/KcoP8UzXK/+rz/9nf7GGPfD6CjL8xnlxc9FJ+Uc5y3Lm1bnusWZ+fYbEhpi5YE4OqFka7d6riznbvxhUP94vL7u8dd7YaHC/3nhTjZi6LFRtrY2v67UsXb9dG5Au48+t8WlXxnXPAkv/ybqBSavj5kIeaj7qU6uKOfHeqHTnVBzxpjPn7lcdfXFwu7WHK87N0FLO+vpdep981vd6e+snp4+75r3i9u+HsTDs/s2uq75bqU8rzslObUl0aV75BwNb8uhRO7vwtP/5N8+fydJXuSvbJ4e1MxfSmPurfF+vBVD927adyyv3ubUqfz8tKXcq35WUmTWsK5IvlIS8S4otPEGTQ4Mp1ay/kxTQtoenfprpt0WPc3GjaamS81ndeTJ62PmbUrClOFyk9v2LnrVHrL44uXuc7GUnS5zzlO4tNq1lXBNTVqRFY3KErBR693l0ctz47MV7oMSO2pMZ9boDteWMv91feEKaNZdFcSxvM0lYxNyRTXnTOy2BpA58bBys21ca4FFS82mdK3P/cwLjy/rfi0vt6xC0th0arzuOj+7BZKehYGnMXr41lKzfGuvVbi7tW5XP3t6eGRb6QvAhiyhvp0l9pY1+a9jxNpYZC6vjJlKcz/Sul/DpPY2r4FtO99/5uF34X011O+ePF90ovPv5uOZXLs/rXqXueR8W48uvy/Cj+8vSmYeSGd07bUkCwcdPWWLF6UyxauiGmz1sdQ99fEC/0Sr9X+/fiLw/3jwvv7RbXP943WnYaG33fmxtzlq4vrq8ovncOJFJe/CbFX+5em97nVD5aVXz3+pQn8LOSx5X/5bpS+v55bJ8c867vpE+fdu+/LKnw8Vx9P+62az/13bLidfq9UvCQl91Pnk5U8UMlf12Upfef6LS7fv6m+g99mlRf90rTnr9//bf42CfeIMigwZXr1qdWbFCKjV7awKRGzowla+LxTtVx53Njo9+4JTEpN7ymry1uG5v39BbPmihSvo1svs1q+Y4jkvQ5T/kWwNWz8sMbV8X06euKgGPEhFXx+CtT446278XEFHTsSI3L4lz5Ykv/2crBQQ4aNtftiIWrNsew6oXRoefkuKv18Lj8wZ5xyf3d4tqnBsTDr4yOV/tOiqET58fUOStifhF4bIi16zfHlq21sT2f3188CDAFR/nBCLnBXew53ZqatlvSGqA2jS03QOpTqVGfv2F9qg9N/jv+bkcycq9FKn2+dAF26YjSzlTfmK7vOf+fG9mlhnZu9BdPQUnBWl1dXWzYtCWWrd0Uc5eti5oFq2NszbLoMWx2PNt1fNzVNh+p6BsX3dsjmj4+IJ5Mv0eP4TUxZcHKWL2lLram8efTp/Le4mJcpdEBfCYEGTS4ct361D7exOYNcj6suq0uNWZWxI1PT4h7XpoYfScuLJ40nZ8CmwONUoOsdK56frbDtJn52Q+lp29+It9dt13zSmV72k+lspxXKst5pbKcVyrLeaWynFcqy3mlspxXKtuTfiqV7Wk/lcpyXqks55XKcl6pLOeVynJeqSznlcpyvsvrfCQjP+hxes2qmDZtdQowVkSrLtPiuidTw3jYB7GpLjXId5RvlZiXmc9aHk/59Jniyc+psZrvWLWlblvxELb3piyK1/tPjodeGh1/eXRQXHhfz7jiwV5xe6tB8eSrY+P1ftNjyIRFUTV7ecxavKZ4CvnyNRtj3abNsbk2n0ZROq3i4+Z20SjP64Gc58Z9Lqnf017qb+/9vS/8Ln0up1LIkMdX/x3zePORhBRs5L28ad7mYK42BZCbNm+JNes2xvLV62LB0tVRM39lvDd1SfQaMTvavV1VHKW45rHBceH9veOyNK/vfHZgtHlzfPR5b04KKtbEyi21KajIR5HScPPo829YPkJRCuDy+FMG8BkRZNDgynVrr5S2efUb349i7eZt0WvMorj+ibGpUTA1uo1YFKOnLI6q6aUH2+WH6xQPp5u9NCbPzg/NW1HcC/sT+e667ZpXKtvTfiqV5bxSWc4rleW8UlnOK5XlvFJZziuV5bxS2Z70U6lsT/upVJbzSmU5r1SW80plOa9UlvNKZTmvVJbzXV4X1x9Nyw95+jB6j14Uj742PTUox0THPrNi6fryrUiL25F++ibv3sjjyE3l+qZ+3gOfb4m6vTgCUTpfPy+zddt3xMoNW2Pq3JXRf/S8eOHtydGs7Xtx7SMD45J7uscVzbrFjU/1jQeeHx7PdK2OLoNmF8HH+zOWxcz5q2P+srWxeNWGWLFuU6zduCU2bt4aW2trY9v2bbG9aISnxnE+CpIaznvv7xtk5GCi/nSx7Wm6t21P32nb1ti0dUus37w5Vq/fFMtXbYxFy9YXd3ua/MGKGDl1cXQfPSc69J4Sj6Ug7bZWw+OqRwbFxff2iysf6Bt3tBwaLV+ZGG8OnB1jp3wYi1ZsiE3b8vGO0m9UPATvo63p3aaUthbzqzjlKs+2YvL37rsAfBqCDBpcuW7tnbwxLzaAKU//8mlTazZtjkETlsRdz0yMpk+Oj6c6z0iNgw+j3+iVMXDcqhg0LuXjV8Sg8ctjcMoHj0tp13x33XbNK5XtaT+VynJeqSznlcpyXqks55XKcl6pLOeVynJeqWxP+qlUtqf9VCrLeaWynFcqy3mlspxXKst5pbKcVyrLeUqDynn/MUvjzWEL4+m3Z8WNz4yJm1qMircGz4+V61KjPj8wLzUii4Z9/bLyd5AbpKW/kjzm3PjOqdhRnlJxwW4+jWtbPuqRL4hMDerUqF6+YVNMX7Qqhr4/P7r0mxFPvzI57no6BR/NBsVld/eOK+/rF9elQOT2Z4bGIx3fizZvV0WnATPinffmxruTFsSEWUtj+sJVMXfJ2liYGuMfrtgYy9dsilXrtqRgpDY2bKlLjfZtsbVuW9SmxnYOdvLF6NvzqZd5VVJanRRyPnH60rin7ci0HplRMcho/uLoFGSMLx48Vx9klBrxed2Uhp/GsS2Nq27bjuJi6y2122JTmpb1m2pjzYYtKVjaHEtXbY5FyzfGgg9zELE2Js9ZFaOnLo3+4+dH12GzosM7k6JFpzFxf9thceOT/ePKh9+Ji+/vEZc80C2apoCsWYfh0b5bdfQaOSfNh2WxIAUk69J4aj/aluZ9qg87NseONI/zrWpznSgdKSkFNfXnv5ce2Fg+WlL++3vWHaBxEmTQ4Mp1ay/ljd4uG76iAZAaDzvqYvaS9fFq7zlxW4uxcdUjw+L6J0bFzU+Pj1taTUx5fZogSZ+zlOptrsPlenxTqtPXPfleXPno8Lj+qVHx3FtTonrOythcV76WYUdqRqYGZG7s/v0aivXjSql+ES21tMspvc5v03+5qZubsvl1fYM8fyyXl16W7lW0MQUDS1MjfPritTFiypLoNmxOPN9tajR/YWyxp/6ah/rGJff2TKl7XPHA23H1wz2LRvidzw2PB18cE091nhBtu0+Kl/vWxBtDZqRG+KwUoM2J4dULUyP+wxg7fVlUzV4ZU+euienz18bMhWtjVmrkz06p54jZcfOzQ1KQMa18p5pSs3tXHyxeFw93GBmPdBgWNflzC9ekz66KmQvWRM28NTFl9qriiOr4FDCMql4cQ8fPi36jZ0WPd2fE6/2nxfM9p8TTXavj0VfGxf3tRsbtLYfE9Y8OiCubDYjL7+0bl97zTlxxf++48Yn+cV/bAdHq9dHRqd+06D9uUbw/e00sXrEpBSt1sS3N2yJgyPO4PB/LM7KY9dvS69LNvUodS8FGORhKXUqd8zBy93w9SP1AAD5bggwaXLluNYjyZrPYMOa9cFu2b48Fa7bEiOnL4+0Rc+PVATOiY9+U+sxK6YN4qc9cSfqcpVRv+85MaUa82CfV5X6zouu7c+PdyUti7vJNsak2BdqpFVncfalosX/x5EZ03vu+PTWE88Pf1tfWxbINW2Luio0xee7qInDoOWJmvJYa723enhiPvfJe3NduRNzaYnA0bd4vrmrWqwhILrq3d1x0f5+4uEi94+IH+sWFDwyKC5sNioseHByXpHR5fn/PoLis+cjoOXxObN9e3vNfnpZ6c5ZtjIc6vR+/vbt3XPLQwLisWf+47IH+cXEeVrPBpfRAviZiYDHOi+57J6U0HQ+8E39p3j9uemJg3JsCmUdfGBnPdBkbL70zJf2uM6Pf+Dnx3vQPoyYFV4vXbopVm2tjfQq48q09i6dp56MNxREIgM83QQYNrly3GkQpyCg1Qoq70Hy0NbbtSOmj2tQgyXfbLh4pVgQiOdWftrFrvrtun7afSmU5r1SW80plOa9UlvNKZTmvVJbzSmU5r1SW80plOa9Utqf9VCrLeaWynFcqy3mlspxXKst5pbKcVyrLeaWy+vpbqsO5sZnq9bbaFFxsi+JJ20WQkXr8YsYYxfKdG9bFtRb5aE3xndP7IuWjN/kC5rz85zstbS9OFdqcum+o2x5r84PmNtfF0g21MXfl5qhZuK448jNh5rIYM3VxjKhaGEMnLIjBY+fHwDFzo//oOdFz1LzoPX5xzFq0Jg07X+eRZu5fzdu1m2pjzMzF0WPUjOg1+oPoPWZ+9Bu7IAaNXxDDJi6IUZMWxfgULFR9sDymzF8Vs5ZsiEVrtsbyjVtjzZba4gF4tXU70voq/cY5iEp/xVGTHEzlo1HFdyx919J3S68/Tl/gHxtoNAQZNLhy3WoweVNbbG7zfx+fMpD/q2+m1aeih3LZLvnuuu2aVyrb034qleW8UlnOK5XlvFJZziuV5bxSWc4rleW8Utme9FOpbE/7qVSW80plOa9UlvNKZTmvVJbzSmU5/1tlu6bcvTgFqT7w+MQJMF9IpaU3fd9ywFG6r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					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8849em; left:7.67em;"><span class="stl_26" style="word-spacing:0.22em;">Esta teoría fue propuesta por Schulz y Becker y considera que la inversión en &nbsp;</span></div>
					<div class="stl_01" style="top: 7.7249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.03em;">educación es</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;base del desarrollo económico y</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;social</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;un país. Por</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;lo</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;tanto,</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;mejorar</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 9.5749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.2em;">cobertura y la calidad de la educación es esencial para el crecimiento económico y la &nbsp;</span></div>
					<div class="stl_01" style="top: 11.4149em; left:4.72em;"><span class="stl_26 stl_21">prosperida<span class="stl_09">d. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.1149em; left:6.9em;"><span class="stl_48" style="word-spacing:-0.04em;">Figura 3. </span><span class="stl_27" style="word-spacing:-0.05em;">Estrategias integrales para mejorar la educación y prevenir la corrupción &nbsp;</span></div>
					<div class="stl_01" style="top: 47.1949em; left:6.02em;"><span class="stl_26" style="word-spacing:-0.04em;">Nota</span><span class="stl_40" style="word-spacing:-0.04em;">. </span><span class="stl_26" style="word-spacing:-0.05em;">La figura muestra 4 estrategias integrales para mejorar la educación y prevenir la &nbsp;</span></div>
					<div class="stl_01" style="top: 49.0949em; left:22.27em;"><span class="stl_26 stl_21">corrupció<span class="stl_09">n. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.7981em; left:6.22em;"><span class="stl_25">3</span></div>
					<div class="stl_01" style="top: 52.7981em; left:6.76em;"><span class="stl_25 stl_09" style="word-spacing:0.03em;">.7.2. Filosofía de la educación inclusiva &nbsp;</span></div>
					<div class="stl_01" style="top: 54.7949em; left:7.67em;"><span class="stl_26" style="word-spacing:0.08em;">Basada en los principios de igualdad y justicia social, la</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;educación inclusiva</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;aboga &nbsp;</span></div>
					<div class="stl_01" style="top: 56.6449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.29em;">por la provisión de oportunidades educativas de calidad para todos los estudiantes, &nbsp;</span></div>
					<div class="stl_01" style="top: 58.4849em; left:4.72em;"><span class="stl_26" style="word-spacing:0.05em;">independientemente de las diferencias.</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;La</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;estrategia de</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;inclusión y calidad</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;es</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;consistente &nbsp;</span></div>
					<div class="stl_01" style="top: 60.3349em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.03em;">con este enfoque, que apunta a ampliar las oportunidades educativas y garantizar que todas &nbsp;</span></div>
					<div class="stl_01" style="top: 62.1749em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">las personas tengan acceso a una educación relevante y significativa. &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">15 &nbsp;</span></div>
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					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:6.22em;"><span class="stl_25">3</span></div>
					<div class="stl_01" style="top: 5.8781em; left:6.76em;"><span class="stl_25 stl_09" style="word-spacing:0.06em;">.7.3. Equidad educativa &nbsp;</span></div>
					<div class="stl_01" style="top: 7.8749em; left:7.67em;"><span class="stl_26 stl_21" style="word-spacing:0.03em;">Basado <span class="stl_09">en</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;la teoría</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;del</span><span class="stl_26 stl_21" style="word-spacing:0.04em;">&nbsp;construccionismo s<span class="stl_09">ocial</span></span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;de Vygotsky</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;y el</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;enfoqu<span class="stl_09">e</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;justici<span class="stl_09">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.7149em; left:4.72em;"><span class="stl_26" style="word-spacing:0.05em;">social de John</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;Dewey, afirma que</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;todos</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;los</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;individuos</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;tienen</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;derecho a</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;una</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;educación</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 11.5549em; left:4.72em;"><span class="stl_26" style="word-spacing:0.15em;">calidad sin discriminación. Estas estrategias apuntan a cerrar brechas en el acceso y la &nbsp;</span></div>
					<div class="stl_01" style="top: 13.4049em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">calidad de la educación y promover la igualdad de oportunidades para todos los estudiantes. &nbsp;</span></div>
					<div class="stl_01" style="top: 15.2481em; left:6.22em;"><span class="stl_25">3</span></div>
					<div class="stl_01" style="top: 15.2481em; left:6.76em;"><span class="stl_25 stl_09" style="word-spacing:0.06em;">.7.4. Calidad educativa &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2349em; left:7.67em;"><span class="stl_26" style="word-spacing:-0.01em;">Inspiradas en la teoría del aprendizaje significativo de Ausubel y la pedagogía crítica &nbsp;</span></div>
					<div class="stl_01" style="top: 19.0849em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.02em;">de Paulo Freire, estas teorías enfatizan la importancia de una educac<span class="stl_09">ión que promueva una &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.9249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.04em;">comprensión profunda y una reflexión crítica. Estas estrategias apuntan a mejorar la calidad &nbsp;</span></div>
					<div class="stl_01" style="top: 22.7749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.29em;">del proceso educativo, capacitar a docentes y estudiantes para utilizar herramientas &nbsp;</span></div>
					<div class="stl_01" style="top: 24.6249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">tecnológicas de manera efectiva y promover el aprendizaje activo y participativo. &nbsp;</span></div>
					<div class="stl_01" style="top: 27.6081em; left:6.22em;"><span class="stl_25">3</span></div>
					<div class="stl_01" style="top: 27.6081em; left:6.76em;"><span class="stl_25 stl_09" style="word-spacing:0.04em;">.7.5. Transparencia y ética &nbsp;</span></div>
					<div class="stl_01" style="top: 29.6049em; left:7.67em;"><span class="stl_26 stl_21" style="word-spacing:0.03em;">Principios <span class="stl_09">de</span></span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;responsabili<span class="stl_09">dad</span></span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;y rendición de</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;cuenta<span class="stl_09">s</span></span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;basados</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;en el</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;contrat<span class="stl_09">o</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;social</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 31.4449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.12em;">la ética deontológica de Rousseau. Estas estrategias tienen como</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;objetivo promover</span><span class="stl_26" style="word-spacing:0.13em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 33.2949em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.01em;">cultura de transparencia y ética en el sector educativo, hacer que la ge<span class="stl_09">stión de recursos y la &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.1449em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.01em;">toma de decisiones sean transparentes y éticas, e involucrar a las com<span class="stl_09">unidades locales en el &nbsp;</span></span></div>
					<div class="stl_01" style="top: 36.9849em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">seguimiento y evaluación de las instituciones educativas. &nbsp;</span></div>
					<div class="stl_01" style="top: 38.8349em; left:7.6799em;"><span class="stl_26" style="word-spacing:0.3em;">Estas estrategias se basan en teorías y filosofías educativas que priorizan los &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6849em; left:4.72em;"><span class="stl_26" style="word-spacing:0.09em;">principios de</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;equidad,</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;calidad y transparencia, los cuales fortalecen</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;</span><span class="stl_38" style="word-spacing:0.1em;">y</span><span class="stl_38" style="word-spacing:0.11em;">&nbsp;</span><span class="stl_26 stl_21" style="word-spacing:0.11em;">brinda<span class="stl_09">n</span></span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;educación &nbsp;</span></div>
					<div class="stl_01" style="top: 42.5449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.28em;">inclusiva a todos los estudiantes, mientras luchan contra la corrupción en el sector &nbsp;</span></div>
					<div class="stl_01" style="top: 44.3849em; left:4.72em;"><span class="stl_26 stl_21">educativ<span class="stl_09">o. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.7281em; left:6.24em;"><span class="stl_25 stl_21">4.Discusi<span class="stl_09">ón &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.9249em; left:7.67em;"><span class="stl_26" style="word-spacing:0.03em;">Los debates</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;sobre las proyecciones educativas</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;para</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;América</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;Latina han resaltado</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 51.7649em; left:4.72em;"><span class="stl_26" style="word-spacing:0.11em;">importancia de</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;mantener</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;la cobertura educativa como objetivo</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;prioritario para lograr</span><span class="stl_26" style="word-spacing:0.13em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 53.6149em; left:4.72em;"><span class="stl_26" style="word-spacing:0.19em;">acceso universal. Sin embargo, este desafío debe abordarse garantizando que todas las &nbsp;</span></div>
					<div class="stl_01" style="top: 55.4549em; left:4.72em;"><span class="stl_26" style="word-spacing:0.04em;">personas tengan acceso a</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;servicios educativos</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;calidad</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;sin</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;comprometer la</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;calidad de</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 57.3049em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">educación para cerrar la brecha de desigualdad. Como mencionó Esneider (2022), la política &nbsp;</span></div>
					<div class="stl_01" style="top: 59.1449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.06em;">educativa nacional</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;se enfoca</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;en ampliar la</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;cobertura</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;y mejorar</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;calidad</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;los</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;servicios &nbsp;</span></div>
					<div class="stl_01" style="top: 60.9949em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.06em;">educativos para todos los estudiantes. &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">16 &nbsp;</span></div>
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			<div class="stl_03">
				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxkAAARhCAYAAABONUjdAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA2zSURBVHhe7dexDcAgEATBD10KISW4W5dASGfAB7RgyTIz0pZwwQUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwFbNkt6Qjqnv4AABvGk/WJR1Ry6Nx7fEDAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAP0QsERjz6vWHwSMAAAAASUVORK5CYII=" alt="" class="stl_32" />
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				<div class="stl_18 stl_19">
					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8849em; left:7.67em;"><span class="stl_26" style="word-spacing:-0.05em;">Tomando a Colombia como ejemplo, el Ministerio de Educación Nacional se ha fijado &nbsp;</span></div>
					<div class="stl_01" style="top: 7.7249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.01em;">la meta de aumentar el nivel bruto de cobertura de la educación superior del 49,4% en 2015 &nbsp;</span></div>
					<div class="stl_01" style="top: 9.5749em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.01em;">al 80% en 2030. Esto muestra el compromiso del gobierno colombiano <span class="stl_09">de mejorar el acceso &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.4149em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">a la educación superior para más personas. &nbsp;</span></div>
					<div class="stl_01" style="top: 13.2649em; left:7.67em;"><span class="stl_26" style="word-spacing:0.1em;">Para mejorar la calidad de la educación,</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;muchos</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;gobiernos latinoamericanos</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;están &nbsp;</span></div>
					<div class="stl_01" style="top: 15.1049em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.03em;">implementando estrategias</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;como</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;"escuela</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;un</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;día",</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;que tienen</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;como</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;objetiv<span class="stl_09">o</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;extender &nbsp;</span></div>
					<div class="stl_01" style="top: 16.9549em; left:4.72em;"><span class="stl_26" style="word-spacing:0.3em;">la duración de la educación para aumentar la intensidad académica y fortalecer las &nbsp;</span></div>
					<div class="stl_01" style="top: 18.7949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.12em;">habilidades básicas, las</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;habilidades socioemocionales</span><span class="stl_26" style="word-spacing:0.13em;">&nbsp;y la ciudadanía de los</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;estudiantes. &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.04em;">habilidades. Sin</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;embargo, es</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;fundamental abordar las brechas de</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;conectividad que</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;se</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;han &nbsp;</span></div>
					<div class="stl_01" style="top: 22.4949em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.05em;">hecho evide<span class="stl_09">ntes</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;durante</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;pandemia de</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;Covid-1<span class="stl_09">9,</span></span><span class="stl_26 stl_21" style="word-spacing:0.04em;">&nbsp;especialme<span class="stl_09">nte</span></span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;en</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;los países rurales</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;y</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 24.3349em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.04em;">desarrollo, do<span class="stl_09">nde</span></span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;falta de</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;acceso dificulta</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;la</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;educaci<span class="stl_09">ón</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;virtual,</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;especialmente en</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;el</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;nivel &nbsp;</span></div>
					<div class="stl_01" style="top: 26.1849em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">de la escuela primaria. &nbsp;</span></div>
					<div class="stl_01" style="top: 28.0249em; left:7.67em;"><span class="stl_26" style="word-spacing:-0.05em;">La distribución desigual de la conectividad refleja desigualdades económicas, sociales &nbsp;</span></div>
					<div class="stl_01" style="top: 29.8749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.04em;">y educativas en América</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;Latina,</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;que</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;contribuyen</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;a una desigualdad educativa</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;persistente. &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.12em;">Según Fondo de las Naciones</span><span class="stl_26" style="word-spacing:0.13em;">&nbsp;Unidas para la</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;Infancia (UNICEF, 2022), la educación</span><span class="stl_26" style="word-spacing:0.13em;">&nbsp;es &nbsp;</span></div>
					<div class="stl_01" style="top: 33.5649em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.01em;">esencial para cerrar la brecha digital y promover el derecho a la informa<span class="stl_09">ción y al desarrollo. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.4149em; left:4.72em;"><span class="stl_26" style="word-spacing:0.14em;">Para garantizar que todos los estudiantes tengan acceso a una</span><span class="stl_26" style="word-spacing:0.13em;">&nbsp;educación de calidad,</span><span class="stl_26" style="word-spacing:0.14em;">&nbsp;es &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2549em; left:4.72em;"><span class="stl_26" style="word-spacing:0.42em;">necesario mejorar continuamente los vínculos urbano-rurales. Después de todo, la &nbsp;</span></div>
					<div class="stl_01" style="top: 39.0949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.37em;">desigualdad educativa está vinculada independientemente a la desigualdad social y &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.1em;">económica, lo que resulta en disparidades significativas en</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;las oportunidades</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;educativas, &nbsp;</span></div>
					<div class="stl_01" style="top: 42.7949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.07em;">especialmente para los</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;grupos</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;desfavorecidos como</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;los refugiados.</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;Como señaló),</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;más</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 44.6349em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.04em;">3,5 millones de niños refugiados no tienen acceso a la educación, lo que destaca la necesidad &nbsp;</span></div>
					<div class="stl_01" style="top: 46.4849em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.02em;">urgente de abordar estas desigualdades para promover una educación inclusiva y equitativa &nbsp;</span></div>
					<div class="stl_01" style="top: 48.3249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.04em;">en toda la región. &nbsp;</span></div>
					<div class="stl_01" style="top: 52.1581em; left:4.72em;"><span class="stl_25 stl_21">Conclusion<span class="stl_09">es &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.1449em; left:7.67em;"><span class="stl_26" style="word-spacing:-0.04em;">La corrupción en el sector educativo en América Latina es el principal obstáculo para &nbsp;</span></div>
					<div class="stl_01" style="top: 55.9949em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.04em;">el desarrollo de la región y el logro de una educación de calidad, justa y accesible para todos. &nbsp;</span></div>
					<div class="stl_01" style="top: 57.8449em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.04em;">Los casos de corrupción antes mencionados, que comienzan con la venta de plazas escolares &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6849em; left:4.72em;"><span class="stl_26" style="word-spacing:0.14em;">y terminan con la apropiación indebida de recursos educativos, afectan directamente la &nbsp;</span></div>
					<div class="stl_01" style="top: 61.5349em; left:4.72em;"><span class="stl_26" style="word-spacing:0.38em;">calidad de la educación, la formación de especialistas calificados y el crecimiento &nbsp;</span></div>
					<div class="stl_01" style="top: 63.3749em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.03em;">socioeconómico general. Una de las estrategias utilizadas en América Latina para mejorar la &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">17 &nbsp;</span></div>
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				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxkAAARhCAYAAABONUjdAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA2zSURBVHhe7dexDcAgEATBD10KISW4W5dASGfAB7RgyTIz0pZwwQUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwFbNkt6Qjqnv4AABvGk/WJR1Ry6Nx7fEDAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAP0QsERjz6vWHwSMAAAAASUVORK5CYII=" alt="" class="stl_32" />
			</div>
			<div class="stl_view">
				<div class="stl_18 stl_19">
					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8849em; left:4.72em;"><span class="stl_26" style="word-spacing:0.23em;">cobertura es la gratuidad. Algunas universidades públicas han ampliado el tiempo de &nbsp;</span></div>
					<div class="stl_01" style="top: 7.7249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">estudio gratuito para las clases más bajas y los grupos desfavorecidos, al darse cuenta de que &nbsp;</span></div>
					<div class="stl_01" style="top: 9.5749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.25em;">reducir las tasas de matrícula no es suficiente y también deben incluir subsidios de &nbsp;</span></div>
					<div class="stl_01" style="top: 11.4149em; left:4.72em;"><span class="stl_26" style="word-spacing:0.03em;">transporte y</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;refrigerios</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;durante</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;las clases.</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;La</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;aplicación</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;de esta</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;estrategia en varios</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;países &nbsp;</span></div>
					<div class="stl_01" style="top: 13.2649em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">ha ayudado a reducir las disparidades en la educación superior. &nbsp;</span></div>
					<div class="stl_01" style="top: 15.1049em; left:7.67em;"><span class="stl_26" style="word-spacing:0.22em;">En comparación con la prueba Pisa,</span><span class="stl_26" style="word-spacing:0.22em;">&nbsp;los estudiantes de América Latina</span><span class="stl_26" style="word-spacing:0.22em;">&nbsp;difieren &nbsp;</span></div>
					<div class="stl_01" style="top: 16.9549em; left:4.72em;"><span class="stl_26" style="word-spacing:0.16em;">significativamente de los promedios de la OCDE y de Europa y Asia. El reto es seguir &nbsp;</span></div>
					<div class="stl_01" style="top: 18.7949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.02em;">mejorando el resultado.</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;Para</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;lograr</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;este</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;objetivo,</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;es</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;necesario mejorar</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;y</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;adaptar</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;el</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;modelo &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.09em;">de educación en el mundo actual: en</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;lectura, el</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;énfasis debe estar en cómo encontrar</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 22.4949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.36em;">ideas principales y cómo estas ideas les afectan o benefician; en matemáticas, los &nbsp;</span></div>
					<div class="stl_01" style="top: 24.3349em; left:4.72em;"><span class="stl_26" style="word-spacing:0.14em;">estudiantes deben avanzar en sus estudios. Representar matemáticamente situaciones y &nbsp;</span></div>
					<div class="stl_01" style="top: 26.1849em; left:4.72em;"><span class="stl_26" style="word-spacing:0.07em;">situaciones reales. América Latina ha logrado avances significativos</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;en</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;conectividad y</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 28.0249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.4em;">sistemas educativos también se están beneficiando de esta herramienta digital. El &nbsp;</span></div>
					<div class="stl_01" style="top: 29.8749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.27em;">seguimiento de su uso durante la pandemia de Covid-19 reveló debilidades que son &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.21em;">cuestiones que deberán abordarse en el futuro próximo. El monitoreo muestra que la &nbsp;</span></div>
					<div class="stl_01" style="top: 33.5649em; left:4.72em;"><span class="stl_26" style="word-spacing:0.24em;">educación virtual es actualmente un complemento a la educación presencial, y no es &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4149em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">apropiado creer que la educación presencial deba cancelarse bajo ninguna circunstancia. &nbsp;</span></div>
					<div class="stl_01" style="top: 39.0981em; left:4.72em;"><span class="stl_25 stl_21">Referencia<span class="stl_09">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.6849em; left:4.82em;"><span class="stl_26" style="word-spacing:0.05em;">Abad, A. A. (2020).</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;La</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;investigación</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;cualitativa en</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;educación superior.</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;</span><span class="stl_40" style="word-spacing:0.06em;">Revista</span><span class="stl_40 stl_21" style="word-spacing:0.02em;">&nbsp;NOVU<span class="stl_09">M</span></span><span class="stl_26" style="word-spacing:0.02em;">, &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9249em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:-0.03em;">30-49. doi:https://orcid.org/0000-0002<span class="stl_09">-6924-9555 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.1549em; left:4.72em;"><span class="stl_26" style="word-spacing:0.29em;">ACNUR. (2018). ¿Qué es desigualdad, qué tipos existen y qué consecuencias tiene? &nbsp;</span></div>
					<div class="stl_01" style="top: 46.3849em; left:4.72em;"><span class="stl_26 stl_21">https://eacnur.org/es/blog/que-es-desigualdad-que-tipos-existen-y-qu<span class="stl_09">e-consecuencias- &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.6149em; left:4.72em;"><span class="stl_26 stl_21">tiene-tc_alt45664n_o_pstn<span class="stl_09">_o_pst &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.9449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.02em;">Antoninis, M.</span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;(2020).</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_40 stl_21" style="word-spacing:0.05em;">Inform<span class="stl_09">e</span></span><span class="stl_40" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_40" style="word-spacing:-0.02em;">&nbsp;seguimiento</span><span class="stl_40" style="word-spacing:0em;">&nbsp;de</span><span class="stl_40" style="word-spacing:0em;">&nbsp;la</span><span class="stl_40" style="word-spacing:-0.03em;">&nbsp;educación</span><span class="stl_40" style="word-spacing:-0.02em;">&nbsp;en</span><span class="stl_40" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_40" style="word-spacing:-0.02em;">&nbsp;mundo, 2020,</span><span class="stl_40" style="word-spacing:-0.02em;">&nbsp;América Latina</span><span class="stl_40" style="word-spacing:0em;">&nbsp;y</span><span class="stl_40" style="word-spacing:0em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 51.2849em; left:4.72em;"><span class="stl_40" style="word-spacing:1.06em;">Caribe: inclusión</span><span class="stl_40" style="word-spacing:12.9em;">&nbsp;todas</span><span class="stl_40" style="word-spacing:1.08em;">&nbsp;sin excepción</span><span class="stl_40" style="word-spacing:1.15em;">&nbsp;</span><span class="stl_26 stl_21" style="word-spacing:1.15em;">(Primer<span class="stl_09">a</span></span><span class="stl_26" style="word-spacing:1.14em;">&nbsp;ed.). &nbsp;</span></div>
					<div class="stl_01" style="top: 51.2849em; left:13.8em;"><span class="stl_40">y</span></div>
					<div class="stl_01" style="top: 51.2849em; left:15.6799em;"><span class="stl_40" style="word-spacing:1.06em;">educación: todos &nbsp;</span></div>
					<div class="stl_01" style="top: 51.2849em; left:24.57em;"><span class="stl_40">y</span></div>
					<div class="stl_01" style="top: 52.5249em; left:4.72em;"><span class="stl_26 stl_21">https://unesdoc.unesco.org/ark:/48223/pf<span class="stl_09">0000374615 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.8549em; left:4.72em;"><span class="stl_26">Banco &nbsp;</span></div>
					<div class="stl_01" style="top: 54.8549em; left:9.02em;"><span class="stl_26 stl_21">Mundial<span class="stl_09">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.8549em; left:14.66em;"><span class="stl_26 stl_21">(2020)<span class="stl_09">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.8449em; left:19.54em;"><span class="stl_40" style="word-spacing:1.21em;">Datos básicos: La lucha contra la corrupción</span><span class="stl_26" style="word-spacing:1.22em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 56.0949em; left:4.72em;"><span class="stl_26 stl_21">https://www.bancomundial.org/es/news/factsheet/2020/02/19/anticorr<span class="stl_09">uption-fact-sheet &nbsp;</span></span></div>
					<div class="stl_01" style="top: 58.3249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.39em;">Batthyany, K., Cabrera, M., Alesina, L., &amp; Bertoni, M. (2021). Metodología de la &nbsp;</span></div>
					<div class="stl_01" style="top: 59.5549em; left:4.72em;"><span class="stl_26" style="word-spacing:0.3em;">investigación en Ciencias Sociales Apuntes para un curso inicial. Universidad de la &nbsp;</span></div>
					<div class="stl_01" style="top: 60.7849em; left:4.72em;"><span class="stl_26" style="word-spacing:30.93em;">República. 1-96. &nbsp;</span></div>
					<div class="stl_01" style="top: 62.0149em; left:4.72em;"><span class="stl_26 stl_21">https://www.researchgate.net/publication/354099679_Metodologia_de_la<span class="stl_09">_investigacion_en &nbsp;</span></span></div>
					<div class="stl_01" style="top: 63.2449em; left:5.13em;"><span class="stl_26 stl_21">Ciencias_Sociales_Apuntes_para_un_curs<span class="stl_09">o_inicial &nbsp;</span></span></div>
					<div class="stl_01" style="top: 60.7849em; left:11.61em;"><span class="stl_26 stl_21">Comisió<span class="stl_09">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 60.7849em; left:18.0299em;"><span class="stl_26 stl_21">sectoria<span class="stl_09">l &nbsp;</span></span></div>
					<div class="stl_01" style="top: 60.7849em; left:23.95em;"><span class="stl_26">de &nbsp;</span></div>
					<div class="stl_01" style="top: 60.7849em; left:27.17em;"><span class="stl_26">enseñanza. &nbsp;</span></div>
					<div class="stl_01" style="top: 60.7849em; left:34.1599em;"><span class="stl_26 stl_21">Uruguay<span class="stl_09">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 60.7849em; left:40.42em;"><span class="stl_26">.</span></div>
					<div class="stl_01" style="top: 63.2449em; left:4.72em;"><span class="stl_26">_</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">18 &nbsp;</span></div>
				</div>
			</div>
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		<div class="stl_16">
			<div class="stl_03">
				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxkAAARhCAYAAABONUjdAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA2zSURBVHhe7dexDcAgEATBD10KISW4W5dASGfAB7RgyTIz0pZwwQUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwFbNkt6Qjqnv4AABvGk/WJR1Ry6Nx7fEDAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAP0QsERjz6vWHwSMAAAAASUVORK5CYII=" alt="" class="stl_32" />
			</div>
			<div class="stl_view">
				<div class="stl_18 stl_19">
					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8849em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.02em;">Burgos, A., &amp; Rodríguez, A. G. (2021). Expresiones de desigualdad edu<span class="stl_09">cativa en Colombia: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 7.2049em; left:4.72em;"><span class="stl_26" style="word-spacing:0.09em;">una reflexión desde los indicadores</span><span class="stl_26" style="word-spacing:0.11em;">&nbsp;de</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;contexto, acceso y resultado.</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;</span><span class="stl_40 stl_21" style="word-spacing:0.1em;">Cultur<span class="stl_09">a</span></span><span class="stl_40" style="word-spacing:0.04em;">&nbsp;Científica</span><span class="stl_26" style="word-spacing:0.05em;">(19), &nbsp;</span></div>
					<div class="stl_01" style="top: 8.4449em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.12em;">59-78. https://doi.org/10.38017/1657463X.735 &nbsp;</span></div>
					<div class="stl_01" style="top: 10.6749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.25em;">CAF. (2019). RED 2019: Integridad en las políticas públicas. Claves para prevenir la &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9049em; left:4.72em;"><span class="stl_26 stl_21">corrupción<span class="stl_09">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.1449em; left:4.72em;"><span class="stl_26 stl_21">http://scioteca.caf.com/bitstream/handle/123456789/1503/RED_2019_Integ<span class="stl_09">ridad_en_las_poli &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.3749em; left:4.72em;"><span class="stl_26 stl_21">ticas_publicas._Claves_para_prevenir_la_corrupcion.pdf?sequenc<span class="stl_09">e=1&amp;isAllowed=y &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.6949em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.06em;">Comisión Económica para América Latina (CEPAL). (2021). </span><span class="stl_40" style="word-spacing:-0.06em;">Panorama social de América Latina. &nbsp;</span></div>
					<div class="stl_01" style="top: 18.0349em; left:4.72em;"><span class="stl_40" style="word-spacing:-0.03em;">División de</span><span class="stl_40" style="word-spacing:-0.03em;">&nbsp;desarrollo</span><span class="stl_40" style="word-spacing:-0.02em;">&nbsp;social</span><span class="stl_26" style="word-spacing:-0.01em;">.</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;Naciones Unidas:</span><span class="stl_26 stl_21" style="word-spacing:0.03em;">&nbsp;https://www.cepal.org/es/publicacio<span class="stl_09">nes/47718- &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.2749em; left:4.72em;"><span class="stl_26 stl_21">social-panorama-latin-americ<span class="stl_09">a-2021 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.6049em; left:4.72em;"><span class="stl_26" style="word-spacing:0.17em;">Consejo de Europa. (2022).</span><span class="stl_26" style="word-spacing:0.18em;">&nbsp;</span><span class="stl_40" style="word-spacing:0.18em;">Por</span><span class="stl_40" style="word-spacing:0.13em;">&nbsp;una educación de calidad sin fraude ni corrupción - una</span><span class="stl_40" style="word-spacing:0.13em;">&nbsp;nueva &nbsp;</span></div>
					<div class="stl_01" style="top: 22.9449em; left:4.72em;"><span class="stl_40" style="word-spacing:0.41em;">recomendación del Comité de Ministros</span><span class="stl_26" style="word-spacing:0.42em;">.</span><span class="stl_26 stl_21" style="word-spacing:0.47em;">&nbsp;https://www.coe.int/es/web/portal/-/for-<span class="stl_09">a-quality- &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.1849em; left:4.72em;"><span class="stl_26 stl_21">education-free-of-fraud-and-corruption-a-new-recommendation-<span class="stl_09">adopted-by-the- &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.4149em; left:4.72em;"><span class="stl_26 stl_21">committee-of-mini<span class="stl_09">sters &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.6449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.47em;">Corredor, N. A. (2019). Factores de la calidad educativa desde una perspectiva &nbsp;</span></div>
					<div class="stl_01" style="top: 28.9749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.16em;">multidimensional en siete regiones de</span><span class="stl_26" style="word-spacing:0.14em;">&nbsp;Colombia.</span><span class="stl_26" style="word-spacing:0.17em;">&nbsp;</span><span class="stl_40 stl_21" style="word-spacing:0.17em;">Revist<span class="stl_09">a</span></span><span class="stl_40" style="word-spacing:0.11em;">&nbsp;Plumilla</span><span class="stl_40" style="word-spacing:0.1em;">&nbsp;Educativa, 23</span><span class="stl_26" style="word-spacing:0.12em;">(1),</span><span class="stl_26" style="word-spacing:0.15em;">&nbsp;121-139. &nbsp;</span></div>
					<div class="stl_01" style="top: 30.2149em; left:4.72em;"><span class="stl_26 stl_21">doi:https://doi.org/10.30554/plumillaedu.1<span class="stl_09">.3350.2019 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.5349em; left:4.72em;"><span class="stl_26" style="word-spacing:0.45em;">FasterCapital. (2024).</span><span class="stl_26" style="word-spacing:0.47em;">&nbsp;</span><span class="stl_40" style="word-spacing:0.45em;">Educación y</span><span class="stl_40" style="word-spacing:0.43em;">&nbsp;corrupción: perspectivas desde la perspectiva del</span><span class="stl_40" style="word-spacing:0.43em;">&nbsp;IPC</span><span class="stl_26" style="word-spacing:0.44em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7749em; left:4.72em;"><span class="stl_26 stl_21">https://fastercapital.com/es/contenido/Educacion-y-corrupcion--perspe<span class="stl_09">ctivas-desde-la- &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.0049em; left:4.72em;"><span class="stl_26 stl_21">perspectiva-del-IPC<span class="stl_09">.html &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.2449em; left:4.72em;"><span class="stl_26" style="word-spacing:0.08em;">Fondo de las</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;Naciones Unidas para la</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;Infancia. (2022). Las</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;otras brechas desiguales y</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 38.4749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.18em;">papel de la educación. pp.1-3.</span><span class="stl_26 stl_21" style="word-spacing:0.19em;">&nbsp;https://www.unicef.es/educa/ideas/otras-brechas<span class="stl_09">-digitales- &nbsp;</span></span></div>
					<div class="stl_01" style="top: 39.6949em; left:4.72em;"><span class="stl_26 stl_21">papel-educac<span class="stl_09">ion &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.9349em; left:4.72em;"><span class="stl_26" style="word-spacing:0.1em;">Galvis-Ciro, J. C., &amp; Hincapié-Vélez, G. D. (2023). Los efectos de la corrupción sobre el &nbsp;</span></div>
					<div class="stl_01" style="top: 43.2549em; left:4.72em;"><span class="stl_26" style="word-spacing:0.73em;">gasto público en los departamentos de Colombia. </span><span class="stl_40" style="word-spacing:0.73em;">Apuntes del Cenes, 41</span><span class="stl_26" style="word-spacing:0.75em;">(73). &nbsp;</span></div>
					<div class="stl_01" style="top: 44.4949em; left:4.72em;"><span class="stl_26 stl_21">https://doi.org/10.19053/01203053.v41.n73.<span class="stl_09">2022.13555 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.8249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.86em;">Gob.pe. (2014). </span><span class="stl_40" style="word-spacing:0.86em;">Delitos contra la administración pública (delitos de corrupción)</span><span class="stl_26" style="word-spacing:0.88em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 48.0649em; left:4.72em;"><span class="stl_26 stl_21">https://www.gob.pe/27097-delitos-contra-la-administracion-publica-deli<span class="stl_09">tos-de-corrupcion &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.3949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.56em;">Hernández, G. A. (2021).</span><span class="stl_26" style="word-spacing:0.54em;">&nbsp;</span><span class="stl_40" style="word-spacing:0.52em;">Radiografía de la corrupción en Colombia</span><span class="stl_26" style="word-spacing:0.54em;">.</span><span class="stl_26" style="word-spacing:0.55em;">&nbsp;RazonPublica: &nbsp;</span></div>
					<div class="stl_01" style="top: 51.6349em; left:4.72em;"><span class="stl_26 stl_21">https://razonpublica.com/radiografia-la-corrupcio<span class="stl_09">n-colombia/ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 53.9649em; left:4.72em;"><span class="stl_26" style="word-spacing:0.13em;">Huss, O., &amp;</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;Oleksandra, K. (2020).</span><span class="stl_26" style="word-spacing:0.14em;">&nbsp;</span><span class="stl_40 stl_21" style="word-spacing:0.14em;">Gobiern<span class="stl_09">o</span></span><span class="stl_40" style="word-spacing:0.08em;">&nbsp;abierto en educación:</span><span class="stl_40" style="word-spacing:0.07em;">&nbsp;Clarificación de</span><span class="stl_40" style="word-spacing:0.09em;">&nbsp;conceptos</span><span class="stl_40" style="word-spacing:0.1em;">&nbsp;e &nbsp;</span></div>
					<div class="stl_01" style="top: 55.2949em; left:4.72em;"><span class="stl_40" style="word-spacing:0.07em;">iniciativas de</span><span class="stl_40" style="word-spacing:0.08em;">&nbsp;mapeo .</span><span class="stl_40" style="word-spacing:0.06em;">&nbsp;París: Organización</span><span class="stl_40" style="word-spacing:0.08em;">&nbsp;de las Naciones</span><span class="stl_40" style="word-spacing:0.08em;">&nbsp;Unidas</span><span class="stl_40" style="word-spacing:0.07em;">&nbsp;para la Educación,</span><span class="stl_40" style="word-spacing:0.09em;">&nbsp;la</span><span class="stl_40" style="word-spacing:0.06em;">&nbsp;Ciencia</span><span class="stl_40" style="word-spacing:0.09em;">&nbsp;y</span><span class="stl_40" style="word-spacing:0.08em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 56.6349em; left:4.72em;"><span class="stl_40 stl_21">Cultur<span class="stl_09">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.6349em; left:10.27em;"><span class="stl_40">y</span></div>
					<div class="stl_01" style="top: 56.6349em; left:13.2299em;"><span class="stl_40">el &nbsp;</span></div>
					<div class="stl_01" style="top: 56.6349em; left:16.3799em;"><span class="stl_40 stl_21">Institut<span class="stl_09">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.6349em; left:22.24em;"><span class="stl_40 stl_21">Internacion<span class="stl_09">al &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.6349em; left:29.8799em;"><span class="stl_40 stl_09">de &nbsp;</span></div>
					<div class="stl_01" style="top: 56.6349em; left:33.24em;"><span class="stl_40 stl_21">Planificaci<span class="stl_09">ón &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.6349em; left:40.76em;"><span class="stl_40 stl_21">Educativ<span class="stl_09">a</span></span><span class="stl_26">. &nbsp;</span></div>
					<div class="stl_01" style="top: 57.8749em; left:4.72em;"><span class="stl_26 stl_21">https://unesdoc.unesco.org/ark:/48223/pf0000373142/PDF/37314<span class="stl_09">2eng.pdf.multi. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 60.1049em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.02em;">Jiménez, W., &amp; Meneses, O. M. (2021). El uso de técnicas cuantitativas <span class="stl_09">en la investigación &nbsp;</span></span></div>
					<div class="stl_01" style="top: 61.4349em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">del Derecho y las Ciencias Sociales. </span><span class="stl_40" style="word-spacing:-0.04em;">23</span><span class="stl_26" style="word-spacing:-0.09em;">(1), 1-16. doi:http://dx.doi.org/10.18634/incj.23v.1i.1108 &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">19 &nbsp;</span></div>
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					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.9749em; left:4.72em;"><span class="stl_26" style="word-spacing:0.24em;">Malem, J. F. (2019). Pobreza, corrupción,(in) seguridad jurídica.</span><span class="stl_26" style="word-spacing:0.26em;">&nbsp;</span><span class="stl_40 stl_21" style="word-spacing:0.26em;">Pobreza<span class="stl_09">,</span></span><span class="stl_40" style="word-spacing:0.19em;">&nbsp;corrupción,(in) &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3149em; left:4.72em;"><span class="stl_40" style="word-spacing:-0.08em;">seguridad jurídica</span><span class="stl_26" style="word-spacing:-0.11em;">, 1-144. https://www.torrossa.com/it/resources/an/4386585 &nbsp;</span></div>
					<div class="stl_01" style="top: 9.6549em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.08em;">Mena, M. (2022). </span><span class="stl_40" style="word-spacing:-0.07em;">El 68% de los ciudadanos de la UE cree que la corrupción sigue estando muy extendida &nbsp;</span></div>
					<div class="stl_01" style="top: 10.9949em; left:4.72em;"><span class="stl_40" style="word-spacing:-0.02em;">en su</span><span class="stl_40" style="word-spacing:-0.02em;">&nbsp;país</span><span class="stl_26" style="word-spacing:-0.02em;">.</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;Statista<span class="stl_09">:</span></span><span class="stl_26 stl_21" style="word-spacing:0.04em;">&nbsp;https://es.statista.com/grafico/28947/porcentaje-de-ciudad<span class="stl_09">anos-de-la-ue- &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.2349em; left:4.72em;"><span class="stl_26 stl_21">que-consideran-que-la-corrupcion-esta-muy-extendid<span class="stl_09">a-en-su-pais/ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.4649em; left:4.72em;"><span class="stl_26" style="word-spacing:0.18em;">Paz-Maldonado, E., Flores-Girón, H., &amp; Silva-Peña, l. (2021). Educación y</span><span class="stl_26" style="word-spacing:0.17em;">&nbsp;Desigualdad &nbsp;</span></div>
					<div class="stl_01" style="top: 15.6949em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.01em;">Social:El Impacto de la Pandemia COVID-19 en el Sistema Educativo P<span class="stl_09">úblico de Honduras. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 17.0249em; left:4.72em;"><span class="stl_40" style="word-spacing:-0.09em;">Archivos Analíticos de Políticas Educativas, 29</span><span class="stl_26 stl_21" style="word-spacing:-0.07em;">(133). doi:https://doi.org/10.14507/e<span class="stl_09">paa.29.6290 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.3549em; left:4.72em;"><span class="stl_26" style="word-spacing:0.07em;">Programa de</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;las</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;Naciones Unidas</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;para</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;el</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;Desarrollo (PNUD). (2004).</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;</span><span class="stl_40 stl_21" style="word-spacing:0.1em;">Anticorrupció<span class="stl_09">n.</span></span><span class="stl_40" style="word-spacing:0.02em;">&nbsp;Nota &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6949em; left:4.72em;"><span class="stl_40 stl_21" style="word-spacing:-0.04em;">Práctic<span class="stl_09">a</span></span><span class="stl_26" style="word-spacing:-0.1em;">. http://www.undp.org/governance/docs/AC_PN_Spanish.pdf, pp.2. &nbsp;</span></div>
					<div class="stl_01" style="top: 23.0349em; left:4.72em;"><span class="stl_26" style="word-spacing:0.04em;">Rodríguez, A.,</span><span class="stl_26" style="word-spacing:0.06em;">&nbsp;&amp; Vial,</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;C.</span><span class="stl_26" style="word-spacing:0.05em;">&nbsp;(2020).</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;</span><span class="stl_40" style="word-spacing:0.07em;">Índice</span><span class="stl_40 stl_21" style="word-spacing:0.02em;">&nbsp;de Desarrollo Regional Latinoaméri<span class="stl_09">ca (IDERE</span></span><span class="stl_40 stl_21" style="word-spacing:0.01em;">&nbsp;LATAM)<span class="stl_09">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.2749em; left:4.72em;"><span class="stl_26 stl_21">https://otu.opp.gub.uy/gestor/imagesbiblioteca/ddb56cb31ba30e7c9579<span class="stl_09">08eb259bf27d8bfcb &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.5049em; left:4.72em;"><span class="stl_26 stl_21">90f.pd<span class="stl_09">f &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.7349em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.01em;">Rubio, L. E. (2022). Factores asociados al cambio en la calidad educativa de los estudiantes &nbsp;</span></div>
					<div class="stl_01" style="top: 28.9649em; left:4.72em;"><span class="stl_26" style="word-spacing:0.14em;">de grado 11 en épocas del Covid-19 en Colombia. Bogotá D.C : Fundación</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;Universitaria &nbsp;</span></div>
					<div class="stl_01" style="top: 30.1949em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.09em;">Konrad Lorenz, 2022. https://repositorio.konradlorenz.edu.co/handle/001/4966 &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5249em; left:4.72em;"><span class="stl_26" style="word-spacing:27.88em;">Trasparencia </span><span class="stl_40 stl_21" style="word-spacing:27.91em;">corrupció<span class="stl_09">n</span></span><span class="stl_26" style="word-spacing:27.91em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5249em; left:13.6em;"><span class="stl_26 stl_09">por &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5249em; left:18.2799em;"><span class="stl_26 stl_21">Colombi<span class="stl_09">a. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.5249em; left:25.97em;"><span class="stl_26">(s.f.). &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5249em; left:31.4em;"><span class="stl_40">Tipos &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5249em; left:36.61em;"><span class="stl_40 stl_09">de &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7649em; left:4.72em;"><span class="stl_26 stl_21">https://transparenciacolombia.org.co/2019/08/27/clasificacion-de<span class="stl_09">-la-corrupcion/ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.9949em; left:4.72em;"><span class="stl_26" style="word-spacing:0.41em;">Valencia, O. (2020). Delitos de corrupción en Colombia: variables socioculturales, &nbsp;</span></div>
					<div class="stl_01" style="top: 37.3249em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.06em;">institucionales y criminológicas. Diversitas: Perspectivas en Psicología. </span><span class="stl_40" style="word-spacing:-0.03em;">16</span><span class="stl_26" style="word-spacing:-0.06em;">(1), 181-199. &nbsp;</span></div>
					<div class="stl_01" style="top: 39.6549em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.09em;">Zubiría, J. (2018). </span><span class="stl_40" style="word-spacing:-0.08em;">En Colombia solo el 10 % de los jóvenes de estrato uno llegan a la universidad: Julián de &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9949em; left:4.72em;"><span class="stl_40">Zubiría. &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9949em; left:9.46em;"><span class="stl_26 stl_21">https://www.radionacional.co/cultura/en-colombia-solo-el-10-de-<span class="stl_09">los-jovenes-de- &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.2349em; left:4.72em;"><span class="stl_26 stl_21">estrato-uno-llegan-la-universidad-j<span class="stl_09">ulian-. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">20 &nbsp;</span></div>
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alt="" class="stl_49" />
			</div>
			<div class="stl_view">
				<div class="stl_18 stl_19">
					<div class="stl_01" style="top: 2.3276em; left:14.86em;"><span class="stl_20 stl_09" style="word-spacing:0.03em;">REVISTA DE</span><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_20 stl_09" style="word-spacing:0.05em;">&nbsp;UNIVERSIDAD</span><span class="stl_20 stl_09" style="word-spacing:-0.02em;">&nbsp;D</span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">EL</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;ZULIA.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.22em;">&nbsp;3ª</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_09" style="word-spacing:0.02em;">&nbsp;época.</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.01em;">&nbsp;Año</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;15,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.02em;">&nbsp;N°</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20" style="word-spacing:-0.03em;">&nbsp;44,</span></a><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_20 stl_21" style="word-spacing:-0.02em;">&nbsp;202<span class="stl_09">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 3.3776em; left:27.02em;"><span class="stl_20" style="word-spacing:-0.03em;">DOI: </span><a href="https://doi.org/10.5281/zenodo.13684325" target="_blank"><span class="stl_22 stl_21" style="word-spacing:-0.03em;">https://doi.org/10.5281/zenodo<span class="stl_09">.13684325 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 4.4276em; left:12.46em;"><span class="stl_23 stl_21" style="word-spacing:-0.05em;">Oscar Tarril<span class="stl_09">lo</span></span><span class="stl_23 stl_09" style="word-spacing:0.01em;">&nbsp;Saldaña</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;et</span><span class="stl_23" style="word-spacing:-0.03em;">&nbsp;al//</span><span class="stl_23 stl_09" style="word-spacing:0.11em;">&nbsp;Impactos</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_23 stl_09" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_23 stl_09" style="word-spacing:0.03em;">&nbsp;corrupción</span><span class="stl_23 stl_09" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_23 stl_09" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;sector</span><span class="stl_23 stl_09" style="word-spacing:0.05em;">&nbsp;educativo...</span><span class="stl_23 stl_09" style="word-spacing:0.02em;">&nbsp;200-221 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:4.72em;"><span class="stl_25 stl_09" style="word-spacing:0.04em;">Conflicto de interés &nbsp;</span></div>
					<div class="stl_01" style="top: 7.7049em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">Los autores de este manuscrito declaran no tener ningún conflicto de interés. &nbsp;</span></div>
					<div class="stl_01" style="top: 10.2181em; left:4.72em;"><span class="stl_25 stl_21" style="word-spacing:-0.04em;">Declaración éti<span class="stl_09">ca &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.1849em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.04em;">Los autores declaran que el proceso de investigación que dio lugar al presente manuscrito se &nbsp;</span></div>
					<div class="stl_01" style="top: 13.5349em; left:4.72em;"><span class="stl_26" style="word-spacing:0.2em;">desarrolló siguiendo criterios éticos, por lo que fueron empleadas en forma racional y &nbsp;</span></div>
					<div class="stl_01" style="top: 14.8949em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.06em;">profesional las herramientas tecnológicas asociadas a la generación del conocimiento. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2381em; left:4.72em;"><span class="stl_25">Copyright &nbsp;</span></div>
					<div class="stl_01" style="top: 19.0749em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.02em;">La </span><span class="stl_38" style="font-style:italic; word-spacing:-0.03em;">Revista de la Universidad del Zulia </span><span class="stl_26" style="word-spacing:-0.03em;">declara que reconoce los derechos de los autores de &nbsp;</span></div>
					<div class="stl_01" style="top: 20.4349em; left:4.72em;"><span class="stl_26 stl_21" style="word-spacing:0.03em;">los trabajos origi<span class="stl_09">nales</span></span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;que</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;en</span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;ella</span><span class="stl_26" style="word-spacing:0.03em;">&nbsp;se</span><span class="stl_26 stl_21" style="word-spacing:0.01em;">&nbsp;publica<span class="stl_09">n;</span></span><span class="stl_26" style="word-spacing:0.01em;">&nbsp;dichos</span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;trabajos s<span class="stl_09">on</span></span><span class="stl_26 stl_21" style="word-spacing:0.02em;">&nbsp;propiedad intele<span class="stl_09">ctual</span></span><span class="stl_26" style="word-spacing:0.02em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 21.7849em; left:4.72em;"><span class="stl_26" style="word-spacing:0.15em;">sus autores. Los autores preservan sus derechos de autoría y comparten sin propósitos &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1449em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">comerciales, según la licencia adoptada por la revista &nbsp;</span></div>
					<div class="stl_01" style="top: 25.4881em; left:4.72em;"><span class="stl_25 stl_21" style="word-spacing:-0.04em;">Licencia Creative Comm<span class="stl_09">ons &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.3249em; left:4.72em;"><span class="stl_26" style="word-spacing:0.1em;">Esta obra está bajo</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;una</span><span class="stl_26" style="word-spacing:0.1em;">&nbsp;Licencia Creative Commons</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;Atribución-NoComercial-Compartir &nbsp;</span></div>
					<div class="stl_01" style="top: 28.6749em; left:4.72em;"><span class="stl_26" style="word-spacing:-0.05em;">Igual 4.0 Internacional &nbsp;</span></div>
					<div class="stl_01" style="top: 34.5375em; left:9.55em;"><span class="stl_20 stl_09" style="word-spacing:0.01em;">REVISTA DE LA UNIVERSIDAD DEL ZULIA, Fundada el 31 de mayo de 1947 &nbsp;</span></div>
					<div class="stl_01" style="top: 36.0875em; left:11.99em;"><span class="stl_20 stl_09" style="word-spacing:0.02em;">UNIVERSIDAD DEL ZULIA, Fundada el 11 de septiembre de 1891 &nbsp;</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.2em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 65.5413em; left:43.76em;"><span class="stl_29 stl_09">21 &nbsp;</span></div>
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