cursos.institutoinovarmg.com.br
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Submitted URL: http://cursos.institutoinovarmg.com.br:443/
Effective URL: https://cursos.institutoinovarmg.com.br/
Submission: On August 25 via api from US — Scanned from CA
Effective URL: https://cursos.institutoinovarmg.com.br/
Submission: On August 25 via api from US — Scanned from CA
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<div id="ctl05_divNaoLogadoMob" class="m-auto pull-right hide-5 hide-6">
<div class="container nopadd">
<div class="row">
<div id="ctl05_pnNaoLogadoMOB" onkeypress="javascript:return WebForm_FireDefaultButton(event, 'ctl05_btnLogin')">
<!--/ ESQUECEU A SENHA /-->
<div class="row">
<div class="col-lg-12 nopadd pull-right">
<a id="ctl05_lnkEsqueceuSenhaMobile" class="mt-none p-none" href="javascript:__doPostBack('ctl05$lnkEsqueceuSenhaMobile','')">(Esqueceu a Senha?)</a>
</div>
</div>
<!--/ LOGIN FORM /-->
<div class="row">
<input name="ctl05$txtLoginMobile" type="text" id="ctl05_txtLoginMobile" tabindex="1" class="col-lg-5 col-md-5 col-sm-5 col-xs-5 form-control input-lg ipt_lgin mob" placeholder="Usuário">
<input type="submit" name="ctl05$btnLoginMobile" value="Entrar" id="ctl05_btnLoginMobile" class="col-lg-4 col-md-4 col-sm-4 col-xs-4 btn btn-primary mb-xl ipt_bttn mob">
<input name="ctl05$txtSenhaMobile" type="password" id="ctl05_txtSenhaMobile" tabindex="2" class="col-lg-3 col-md-3 col-sm-3 col-xs-3 form-control input-lg ipt_passw mob" placeholder="Senha">
</div>
<!--/ NÃO TEM CONTA /-->
<div id="ctl05_divPnlCadastrarMobile" class="row">
<p class="col-lg-8 nopadd sign-up-info mob">Não tem uma conta ainda?<a href="/cadastro/" id="dsadsadsa" class="p-none m-none ml-xs">Cadastrar agora</a></p>
<a id="ctl05_lkbFacebookMobile" class="col-lg-4 btn btn-info social_login fb mob" href="https://www.facebook.com/v2.7/dialog/oauth/?client_id=2763314637046946&redirect_uri=https://cursos.institutoinovarmg.com.br/loginfb/&response_type=code&state=1&scope=email"><i class="fa fa-facebook"></i><span class="social_logintxt">ENTRAR</span></a>
</div>
</div>
</div>
</div>
</div>
<!--/ MOBILE: LOGADO /-->
</div>
<hr class="dashed short">
<!--/ SEARCH/CART MOBILE /-->
<div class="row head-no-margin">
<!--/ SEARCH /-->
<div id="searchForm_mob" class="hide-5 hide-6">
<div id="ctl05_pnlBuscaMobile" onkeypress="javascript:return WebForm_FireDefaultButton(event, 'ctl05_btnBuscaMobile')">
<div class="input-group">
<input name="ctl05$txtBuscaMobile" type="text" id="ctl05_txtBuscaMobile" class="form-control inputsearch buscaMobile ui-autocomplete-input" placeholder="O que você procura?" autocomplete="off">
<span class="input-group-btn">
<a id="ctl05_btnBuscaMobile" class="btn btn-default" href="javascript:__doPostBack('ctl05$btnBuscaMobile','')" style="background-color: white; border: 0;"><i class="fa fa-search sch_ico"></i></a>
</span>
</div>
</div>
</div>
<!--/ CART /-->
<button type="button" class="btn btn-borders btn-primary btn-lg" id="button_cart_mob" onclick="location.href = '/carrinho/';">
<i class="fa fa-shopping-cart"></i> ( 0 )</button>
</div>
<!--/ MENU /-->
<ul class="nav nav-pills" id="mainNav">
<li class="active "><a href="https://cursos.institutoinovarmg.com.br/1/home/" target="_parent"><i class="fa fa-home home-size"></i></a></li>
<li><a href="https://cursos.institutoinovarmg.com.br/3/quem-somos/" target="_parent">Quem somos</a></li>
<li><a href="https://cursos.institutoinovarmg.com.br/2/cursos/" target="_parent">Cursos</a></li>
<li><a href="https://cursos.institutoinovarmg.com.br/15/loja-inovar/" target="_parent">LOJA INOVAR</a></li>
<li><a href="https://cursos.institutoinovarmg.com.br/5/contato/" target="_parent">Contato</a></li>
</ul>
</nav>
</div>
</div>
<!--/ NAV: SEARCH /-->
<div class="col-lg-5 nopadd">
<div class="row">
<!--/ SEARCH /-->
<div id="nav_search" class="col-10 nopadd">
<div class="col-12 nopadd hide-1 hide-2 hide-3 hide-4" id="searchForm" novalidate="novalidate">
<div id="ctl05_pnlBuscaMenu" onkeypress="javascript:return WebForm_FireDefaultButton(event, 'ctl05_btnBusca')">
<div class="input-group">
<input name="ctl05$txtBusca" type="text" id="ctl05_txtBusca" class="form-control inputsearch busca ui-autocomplete-input" placeholder="O que você procura?" autocomplete="off">
<span class="input-group-btn">
<a id="ctl05_btnBusca" class="btn btn-default" href="javascript:__doPostBack('ctl05$btnBusca','')" style="background-color: white; border: 0;"><i class="fa fa-search sch_ico"></i></a>
</span>
</div>
</div>
</div>
</div>
<!--/ CART /-->
<div id="ctl05_divCarrinho" class="col-2 nopadd">
<button type="button" class="btn btn-borders btn-primary btn-lg pull-right hide-1 hide-2 hide-3 hide-4" id="button_cart" onclick="location.href = '/carrinho/';">
<i class="fa fa-shopping-cart"></i> ( 0 )</button>
</div>
</div>
</div>
<!--/ SCRIPT TOGGLE /-->
<script>
$('#menu-oftogg').click(function() {
var $this = $('#menu-opncls');
var $that = $('.header-top');
var $html = $('body, html');
var $menu = $('.header-nav');
var $logo = $('.header-logo')
if ($this.hasClass('show')) {
$that.removeClass('hide').addClass('show');
//$menu.removeClass('menutogglock');
$logo.removeClass('menulogolock');
$html.removeClass('menulock');
} else {
$that.removeClass('show').addClass('hide');
//$menu.addClass('menutogglock');
$logo.addClass('menulogolock');
$html.addClass('menulock');
}
});
</script>
</div>
</div>
</div>
</div>
</header>
<!--/ SCRIPTS/HIDDEN /-->
<input type="hidden" name="ctl05$hfdTComCodigo" id="ctl05_hfdTComCodigo" value="0">
<input type="hidden" name="ctl05$hfdCadCodigo" id="ctl05_hfdCadCodigo">
<input type="hidden" name="ctl05$hfdSPForCodigo" id="ctl05_hfdSPForCodigo" value="0">
<input type="hidden" name="ctl05$hfdSPConCodigo" id="ctl05_hfdSPConCodigo" value="0">
<input type="hidden" name="ctl05$hfdTIPagCodigo" id="ctl05_hfdTIPagCodigo" value="0">
<input type="hidden" name="ctl05$hfdTInsCodigo" id="ctl05_hfdTInsCodigo" value="0">
<link rel="stylesheet" href="/Theme2/vendor/jquery-ui/jquery-ui.min.css">
<script src="/Theme2/vendor/jquery-ui/jquery-ui.js"></script>
<script>
Sys.Application.add_load(BindEvents);
jQuery(document).ready(function() {
BindEvents();
});
function BindEvents() {
var t;
t = $("#ctl05_txtBusca").autocomplete({
source: function(request, response) {
$.ajax({
type: "POST",
contentType: "application/json; charset=utf-8",
url: '/AutoComplete.aspx/GetProduto',
data: "{'strPrefixo':'" + $("#ctl05_txtBusca").val() + "'}",
dataType: "json",
delay: 1000,
minLength: 3,
success: function(data) {
response(data.d)
},
error: function(response) {
alert("Error" + res.responseText);
}
});
},
focus: function(e, i) {
return $(this).val(i.item.NomeProduto), !1
},
select: function(t, e) {
return window.location = e.item.LinkProduto, !1
}
}).autocomplete("instance")._renderItem = function(t, e) {
return $("<li>").append("<a href='" + e.LinkProduto + "'>" + e.NomeProduto + "</a>").appendTo(t)
};
t = $("#ctl05_txtBuscaMobile").autocomplete({
source: function(request, response) {
$.ajax({
type: "POST",
contentType: "application/json; charset=utf-8",
url: '/AutoComplete.aspx/GetProduto',
data: "{'strPrefixo':'" + $("#ctl05_txtBuscaMobile").val() + "'}",
dataType: "json",
delay: 1000,
minLength: 3,
success: function(data) {
response(data.d)
},
error: function(response) {
alert("Error" + res.responseText);
}
});
},
focus: function(e, i) {
return $(this).val(i.item.NomeProduto), !1
},
select: function(t, e) {
return window.location = e.item.LinkProduto, !1
}
}).autocomplete("instance")._renderItem = function(t, e) {
return $("<li>").append("<a href='" + e.LinkProduto + "'>" + e.NomeProduto + "</a>").appendTo(t)
};
t = $("#ctl05_txtBuscaHeader").autocomplete({
source: function(request, response) {
$.ajax({
type: "POST",
contentType: "application/json; charset=utf-8",
url: '/AutoComplete.aspx/GetProduto',
data: "{'strPrefixo':'" + $("#ctl05_txtBuscaHeader").val() + "'}",
dataType: "json",
delay: 1000,
minLength: 3,
success: function(data) {
response(data.d)
},
error: function(response) {
alert("Error" + res.responseText);
}
});
},
focus: function(e, i) {
return $(this).val(i.item.NomeProduto), !1
},
select: function(t, e) {
return window.location = e.item.LinkProduto, !1
}
}).autocomplete("instance")._renderItem = function(t, e) {
return $("<li>").append("<a href='" + e.LinkProduto + "'>" + e.NomeProduto + "</a>").appendTo(t)
};
}
function redirnotificacao() {
window.location = "/notificacoes/";
}
</script>
</span>
<div id="DivMain" role="main" class="main">
<span id="lblConteudo">
<div class="forcefullwidth_wrapper_tp_banner" id="revolutionSlider_forcefullwidth" style="position:relative;width:100%;height:auto;margin-top:0px;margin-bottom:0px">
<div class="slider-container rev_slider_wrapper" style="margin-top: 0px; margin-bottom: 0px; position: absolute; overflow: visible; height: 500px; width: 1600px; left: 0px;">
<div class="slider rev_slider revslider-initialised tp-simpleresponsive" id="revolutionSlider" data-plugin-revolution-slider=""
data-plugin-options="{'delay': 9000, 'gridwidth': 1170, 'gridheight': 500, 'disableProgressBar': 'on', 'responsiveLevels': [4096,1200,992,500]}" data-slideactive="rs-162818"
style="max-height: 500px; margin-top: 0px; margin-bottom: 0px; height: 500px;">
<ul class="tp-revslider-mainul" style="visibility: visible; display: block; overflow: hidden; width: 100%; height: 100%; max-height: none;">
<li data-transition="fade" class="tp-revslider-slidesli active-revslide" style="width: 100%; height: 100%; overflow: hidden; z-index: 20; visibility: inherit; opacity: 1; background-color: rgba(255, 255, 255, 0);">
<div class="slotholder" style="position: absolute; top: 0px; left: 0px; z-index: 0; width: 100%; height: 100%; visibility: inherit; opacity: 1; transform: matrix(1, 0, 0, 1, 0, 0);">
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<div class="tp-bgimg defaultimg "
style="background-color: rgba(0, 0, 0, 0); background-repeat: no-repeat; background-image: url("/Digitalizacao/CMS/Imagem/33/33_F.jpeg?v=202305100211"); background-size: cover; background-position: center center; width: 100%; height: 100%; opacity: 1; visibility: inherit; z-index: 20;"
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<div class="tp-parallax-wrap" style="position: absolute; display: block; visibility: visible; left: 0px; top: -95px; z-index: 5;">
<div class="tp-loop-wrap" style="position:absolute;display:block;;">
<div class="tp-mask-wrap" style="position: absolute; display: block; overflow: visible;">
<div class="tp-caption top-label" data-x="center" data-hoffset="0" data-y="center" data-voffset="-95" data-start="500"
style="z-index: 5; visibility: inherit; transition: none; text-align: inherit; line-height: 24px; border-width: 0px; margin: 0px; padding: 0px; letter-spacing: 0px; font-weight: 300; font-size: 24px; white-space: nowrap; min-height: 0px; min-width: 0px; max-height: none; max-width: none; opacity: 1; transform: matrix3d(1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1); transform-origin: 50% 50% 0px;"
data-transform_in="x:[-300%];opacity:0;s:500;" id="layer-722511292"></div>
</div>
</div>
</div>
<div class="tp-parallax-wrap" style="position: absolute; display: block; visibility: visible; left: 0px; top: -45px; z-index: 5;">
<div class="tp-loop-wrap" style="position:absolute;display:block;;">
<div class="tp-mask-wrap" style="position: absolute; display: block; overflow: hidden; transform: matrix(1, 0, 0, 1, 0, 0);">
<div class="tp-caption main-label" data-x="center" data-hoffset="0" data-y="center" data-voffset="-45" data-start="1500" data-whitespace="nowrap" data-transform_in="y:[100%];s:500;" data-transform_out="opacity:0;s:500;"
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</div>
</div>
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<div class="tp-parallax-wrap" style="position: absolute; display: block; visibility: visible; left: 0px; top: 5px; z-index: 5;">
<div class="tp-loop-wrap" style="position:absolute;display:block;;">
<div class="tp-mask-wrap" style="position: absolute; display: block; overflow: visible;">
<div class="tp-caption bottom-label" data-x="center" data-hoffset="0" data-y="center" data-voffset="5" data-start="2000" data-fontsize="['20','20','20','30']"
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data-transform_in="y:[100%];opacity:0;s:500;" id="layer-691685605">
</div>
</div>
</div>
</div>
</li>
<li data-transition="fade" class="tp-revslider-slidesli" style="width: 100%; height: 100%; overflow: hidden;">
<div class="slotholder" style="position:absolute; top:0px; left:0px; z-index:0;width:100%;height:100%;">
<!--Runtime Modification - Img tag is Still Available for SEO Goals in Source - <img alt="" src="/Digitalizacao/CMS/Imagem/34/34_F.jpeg?v=202305100211" data-bgfit="cover" data-bgposition="center center" data-bgrepeat="no-repeat" class="rev-slidebg defaultimg">-->
<div class="tp-bgimg defaultimg "
style="background-color: rgba(0, 0, 0, 0); background-repeat: no-repeat; background-image: url("/Digitalizacao/CMS/Imagem/34/34_F.jpeg?v=202305100211"); background-size: cover; background-position: center center; width: 100%; height: 100%; opacity: 0;"
src="/Digitalizacao/CMS/Imagem/34/34_F.jpeg?v=202305100211"></div>
</div>
<div class="tp-parallax-wrap " style="position:absolute;display:block;;visibility:hidden">
<div class="tp-loop-wrap" style="position:absolute;display:block;;">
<div class="tp-mask-wrap" style="position:absolute;display:block;;">
<div class="tp-caption top-label" data-x="center" data-hoffset="0" data-y="center" data-voffset="-95" data-start="500" style="z-index: 5; visibility: hidden;" data-transform_in="x:[-300%];opacity:0;s:500;"
id="layer-845268013"></div>
</div>
</div>
</div>
<div class="tp-parallax-wrap " style="position:absolute;display:block;;visibility:hidden">
<div class="tp-loop-wrap" style="position:absolute;display:block;;">
<div class="tp-mask-wrap" style="position:absolute;display:block;;">
<div class="tp-caption main-label" data-x="center" data-hoffset="0" data-y="center" data-voffset="-45" data-start="1500" data-whitespace="nowrap" data-transform_in="y:[100%];s:500;" data-transform_out="opacity:0;s:500;"
style="z-index: 5; visibility: hidden;" data-mask_in="x:0px;y:0px;" id="layer-120128806"></div>
</div>
</div>
</div>
<div class="tp-parallax-wrap " style="position:absolute;display:block;;visibility:hidden">
<div class="tp-loop-wrap" style="position:absolute;display:block;;">
<div class="tp-mask-wrap" style="position:absolute;display:block;;">
<div class="tp-caption bottom-label" data-x="center" data-hoffset="0" data-y="center" data-voffset="5" data-start="2000" data-fontsize="['20','20','20','30']" style="z-index: 5; visibility: hidden;"
data-transform_in="y:[100%];opacity:0;s:500;" id="layer-515717299"></div>
</div>
</div>
</div>
</li>
<li data-transition="fade" class="tp-revslider-slidesli" style="width: 100%; height: 100%; overflow: hidden;">
<div class="slotholder" style="position:absolute; top:0px; left:0px; z-index:0;width:100%;height:100%;">
<!--Runtime Modification - Img tag is Still Available for SEO Goals in Source - <img alt="" src="/Digitalizacao/CMS/Imagem/35/35_F.jpeg?v=202305100211" data-bgfit="cover" data-bgposition="center center" data-bgrepeat="no-repeat" class="rev-slidebg defaultimg">-->
<div class="tp-bgimg defaultimg "
style="background-color: rgba(0, 0, 0, 0); background-repeat: no-repeat; background-image: url("/Digitalizacao/CMS/Imagem/35/35_F.jpeg?v=202305100211"); background-size: cover; background-position: center center; width: 100%; height: 100%; opacity: 0;"
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</div>
<div class="tp-parallax-wrap " style="position:absolute;display:block;;visibility:hidden">
<div class="tp-loop-wrap" style="position:absolute;display:block;;">
<div class="tp-mask-wrap" style="position:absolute;display:block;;">
<div class="tp-caption top-label" data-x="center" data-hoffset="0" data-y="center" data-voffset="-95" data-start="500" style="z-index: 5; visibility: hidden;" data-transform_in="x:[-300%];opacity:0;s:500;" id="layer-14058900">
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</div>
</div>
</div>
<div class="tp-parallax-wrap " style="position:absolute;display:block;;visibility:hidden">
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<div class="tp-mask-wrap" style="position:absolute;display:block;;">
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</div>
</div>
</div>
<div class="tp-parallax-wrap " style="position:absolute;display:block;;visibility:hidden">
<div class="tp-loop-wrap" style="position:absolute;display:block;;">
<div class="tp-mask-wrap" style="position:absolute;display:block;;">
<div class="tp-caption bottom-label" data-x="center" data-hoffset="0" data-y="center" data-voffset="5" data-start="2000" data-fontsize="['20','20','20','30']" style="z-index: 5; visibility: hidden;"
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</div>
</div>
</div>
</li>
<li data-transition="fade" class="tp-revslider-slidesli" style="width: 100%; height: 100%; overflow: hidden;">
<div class="slotholder" style="position:absolute; top:0px; left:0px; z-index:0;width:100%;height:100%;">
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<div class="tp-bgimg defaultimg "
style="background-color: rgba(0, 0, 0, 0); background-repeat: no-repeat; background-image: url("/Digitalizacao/CMS/Imagem/26/26_F.jpg?v=202305100211"); background-size: cover; background-position: center center; width: 100%; height: 100%; opacity: 0;"
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<div class="tp-parallax-wrap " style="position:absolute;display:block;;visibility:hidden">
<div class="tp-loop-wrap" style="position:absolute;display:block;;">
<div class="tp-mask-wrap" style="position:absolute;display:block;;">
<div class="tp-caption top-label" data-x="center" data-hoffset="0" data-y="center" data-voffset="-95" data-start="500" style="z-index: 5; visibility: hidden;" data-transform_in="x:[-300%];opacity:0;s:500;"
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</div>
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<div class="tp-parallax-wrap " style="position:absolute;display:block;;visibility:hidden">
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<div class="tp-mask-wrap" style="position:absolute;display:block;;">
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</div>
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<div class="tp-parallax-wrap " style="position:absolute;display:block;;visibility:hidden">
<div class="tp-loop-wrap" style="position:absolute;display:block;;">
<div class="tp-mask-wrap" style="position:absolute;display:block;;">
<div class="tp-caption bottom-label" data-x="center" data-hoffset="0" data-y="center" data-voffset="5" data-start="2000" data-fontsize="['20','20','20','30']" style="z-index: 5; visibility: hidden;"
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</div>
</div>
</div>
</li>
</ul>
<div class="tp-loader spinner3" style="display: none;">
<div class="dot1"></div>
<div class="dot2"></div>
<div class="bounce1"></div>
<div class="bounce2"></div>
<div class="bounce3"></div>
</div>
<div class="tp-bannertimer" style="visibility: hidden; width: 26.4778%; transform: translate3d(0px, 0px, 0px);"></div>
<div class="tp-leftarrow tparrows noSwipe" style="top: 50%; transform: matrix(1, 0, 0, 1, 30, -20); left: 0px; visibility: hidden; opacity: 0;"></div>
<div class="tp-rightarrow tparrows noSwipe" style="top: 50%; transform: matrix(1, 0, 0, 1, -70, -20); left: 100%; visibility: hidden; opacity: 0;"></div>
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</div>
<div class="tp-fullwidth-forcer" style="width: 100%; height: 500px;"></div>
</div>
<div id="ctl07_pnlCursoDestaque">
<div class="container shop">
<!--/ PAGE TITLE /-->
<div class="row mb-3">
<h2 class="shorter word-rotator-title col-10 nopadd"> Cursos Disponíveis </h2>
<div class="col-2 nopadd" style="text-align: right;"><a href="https://cursos.institutoinovarmg.com.br/2/cursos/" target="_parent" class="btn btn-md btn-primary pull-right">ver todos</a></div>
</div>
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<img id="ctl07_rptCursoDestaque_imgCurso_0" title="GESTÃO EM SEGURANÇA PÚBLICA E PRIVADA EAD" class="img-responsive" src="https://cursos.institutoinovarmg.com.br/Digitalizacao/Produto/Imagem/71/71_F.jpeg" alt="GESTÃO EM SEGURANÇA PÚBLICA E PRIVADA EAD">
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<h4>GESTÃO EM SEGURANÇA PÚBLICA E PRIVADA EAD</h4>
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De: R$2.597,00
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<h4>PREPARATORIO DA POLICIA MILITAR DO ESTADO DE MINAS GERAIS EAD</h4>
<span class="price"><strong>Categoria</strong> CURSOS</span>
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De: R$747,00
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<p class="smallPrice">(com desconto de até 53,43%)</p>
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<img id="ctl07_rptCursoDestaque_imgCurso_2" title="PREPARATÓRIO GCM DE UBERABA EAD" class="img-responsive" src="https://cursos.institutoinovarmg.com.br/Digitalizacao/Produto/Imagem/69/69_F.png" alt="PREPARATÓRIO GCM DE UBERABA EAD">
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<h4>PREPARATÓRIO GCM DE UBERABA EAD</h4>
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De: R$847,00
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<span class="smallPrice gray">À vista por <span class="smallPrice2">R$257,83</span></span><p class="smallPrice gray">ou 12x de <span class="smallPrice2">R$21,49</span></p>
<p class="smallPrice">(com desconto de até 69,56%)</p>
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<h4>PREPARATÓRIO PREFEITURA DE UBERABA EAD</h4>
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De: R$847,00
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<img id="ctl07_rptCursoDestaque_imgCurso_4" title="CURSO DE PORTEIRO E CONTROLADOR DE ACESSO EAD" class="img-responsive" src="https://cursos.institutoinovarmg.com.br/Digitalizacao/Produto/Imagem/77/77_F.jpeg" alt="CURSO DE PORTEIRO E CONTROLADOR DE ACESSO EAD">
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<a href="https://cursos.institutoinovarmg.com.br/cursos/30/curso-de-porteiro-e-controlador-de-acesso-ead/">
<h4>CURSO DE PORTEIRO E CONTROLADOR DE ACESSO EAD</h4>
<span class="price"><strong>Categoria</strong> CURSOS</span>
<br>
<span class="cut">
De: R$399,80
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<span class="price">
<span class="smallPrice gray">À vista por <span class="smallPrice2">R$79,90</span></span><p class="smallPrice gray">ou 1x de <span class="smallPrice2">R$79,90</span></p>
<p class="smallPrice">(com desconto de até 80,02%)</p>
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<img id="ctl07_rptCursoDestaque_imgCurso_5" title="SUPERVISOR DE SEGURANÇA PRIVADA" class="img-responsive" src="https://cursos.institutoinovarmg.com.br/Digitalizacao/Produto/Imagem/70/70_F.jpeg" alt="SUPERVISOR DE SEGURANÇA PRIVADA">
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<h4>SUPERVISOR DE SEGURANÇA PRIVADA</h4>
<span class="price"><strong>Categoria</strong> CURSOS</span>
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<span class="cut">
De: R$647,00
</span>
<span class="price">
<span class="smallPrice gray">À vista por <span class="smallPrice2">R$197,90</span></span><p class="smallPrice gray">ou 12x de <span class="smallPrice2">R$19,13</span></p>
<p class="smallPrice">(com desconto de até 64,52%)</p>
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<img id="ctl07_rptCursoDestaque_imgCurso_6" title="PREPARATORIO DA PREFEITURA DE NOVA PONTE/MG" class="img-responsive" src="https://cursos.institutoinovarmg.com.br/Digitalizacao/Produto/Imagem/58/58_F.jpg" alt="PREPARATORIO DA PREFEITURA DE NOVA PONTE/MG">
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<span class="product-thumb-info-content meucurso_product" style="min-height: 150px;">
<a href="https://cursos.institutoinovarmg.com.br/preparatorios/25/preparatorio-da-prefeitura-de-nova-ponte-mg/">
<h4>PREPARATORIO DA PREFEITURA DE NOVA PONTE/MG</h4>
<span class="price"><strong>Categoria</strong> PREPARATÓRIOS</span>
<br>
<span class="cut">
De: R$847,00
</span>
<span class="price">
<span class="smallPrice gray">À vista por <span class="smallPrice2">R$297,00</span></span><p class="smallPrice gray">ou 12x de <span class="smallPrice2">R$29,70</span></p>
<p class="smallPrice">(com desconto de até 57,93%)</p>
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<hr>
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<img id="ctl07_rptCursoDestaque_imgCurso_7" title="PREPARATORIO PREFEITURA DE MONTES CLAROS/MG - ADMINISTRADOR E EDUCAÇÃO" class="img-responsive" src="https://cursos.institutoinovarmg.com.br/Digitalizacao/Produto/Imagem/66/66_F.jpeg" alt="PREPARATORIO PREFEITURA DE MONTES CLAROS/MG - ADMINISTRADOR E EDUCAÇÃO">
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</a>
<span class="product-thumb-info-content meucurso_product" style="min-height: 150px;">
<a href="https://cursos.institutoinovarmg.com.br/preparatorios/28/preparatorio-prefeitura-de-montes-claros-mg-administrador-e/">
<h4>PREPARATORIO PREFEITURA DE MONTES CLAROS/MG - ADMINISTRADOR E EDUCAÇÃO</h4>
<span class="price"><strong>Categoria</strong> PREPARATÓRIOS</span>
<br>
<span class="cut">
De: R$847,00
</span>
<span class="price">
<span class="smallPrice gray">À vista por <span class="smallPrice2">R$297,00</span></span><p class="smallPrice gray">ou 12x de <span class="smallPrice2">R$29,70</span></p>
<p class="smallPrice">(com desconto de até 57,93%)</p>
</span>
<hr>
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</span>
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<li class="col-md-4 col-sm-6 col-xs-12 product">
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<img id="ctl07_rptCursoDestaque_imgCurso_8" title="PREPARATORIO GCM DE MONTES CLAROS/MG EAD" class="img-responsive" src="https://cursos.institutoinovarmg.com.br/Digitalizacao/Produto/Imagem/63/63_F.png" alt="PREPARATORIO GCM DE MONTES CLAROS/MG EAD">
</span>
</a>
<span class="product-thumb-info-content meucurso_product" style="min-height: 150px;">
<a href="https://cursos.institutoinovarmg.com.br/preparatorios/27/preparatorio-gcm-de-montes-claros-mg-ead/">
<h4>PREPARATORIO GCM DE MONTES CLAROS/MG EAD</h4>
<span class="price"><strong>Categoria</strong> PREPARATÓRIOS</span>
<br>
<span class="cut">
De: R$847,00
</span>
<span class="price">
<span class="smallPrice gray">À vista por <span class="smallPrice2">R$297,00</span></span><p class="smallPrice gray">ou 12x de <span class="smallPrice2">R$29,70</span></p>
<p class="smallPrice">(com desconto de até 57,93%)</p>
</span>
<hr>
</a>
</span>
</span>
</li>
<li class="col-md-4 col-sm-6 col-xs-12 product">
<a href="https://cursos.institutoinovarmg.com.br/preparatorios/23/preparatorio-gcm-de-cristalina-goias-ead/"><span class="onsale">Top</span></a>
<span class="product-thumb-info">
<a href="https://cursos.institutoinovarmg.com.br/preparatorios/23/preparatorio-gcm-de-cristalina-goias-ead/" class="add-to-cart-product"><span><i class="fa fa-shopping-cart"></i>Acessar</span></a>
<a href="https://cursos.institutoinovarmg.com.br/preparatorios/23/preparatorio-gcm-de-cristalina-goias-ead/">
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<span class="product-thumb-info-act">
<span class="product-thumb-info-act-left"><em>Ver</em></span>
<span class="product-thumb-info-act-right"><em><i class="fa fa-plus"></i>Detalhes</em></span>
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<img id="ctl07_rptCursoDestaque_imgCurso_9" title="PREPARATÓRIO GCM DE CRISTALINA GOIAS EAD" class="img-responsive" src="https://cursos.institutoinovarmg.com.br/Digitalizacao/Produto/Imagem/54/54_F.jpeg" alt="PREPARATÓRIO GCM DE CRISTALINA GOIAS EAD">
</span>
</a>
<span class="product-thumb-info-content meucurso_product" style="min-height: 150px;">
<a href="https://cursos.institutoinovarmg.com.br/preparatorios/23/preparatorio-gcm-de-cristalina-goias-ead/">
<h4>PREPARATÓRIO GCM DE CRISTALINA GOIAS EAD</h4>
<span class="price"><strong>Categoria</strong> PREPARATÓRIOS</span>
<br>
<span class="cut">
De: R$847,00
</span>
<span class="price">
<span class="smallPrice gray">À vista por <span class="smallPrice2">R$297,00</span></span><p class="smallPrice gray">ou 12x de <span class="smallPrice2">R$29,70</span></p>
<p class="smallPrice">(com desconto de até 57,93%)</p>
</span>
<hr>
</a>
</span>
</span>
</li>
<li class="col-md-4 col-sm-6 col-xs-12 product">
<a href="https://cursos.institutoinovarmg.com.br/cursos/8/tecnologo-em-recursos-humanos/"><span class="onsale">Top</span></a>
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<img id="ctl07_rptCursoDestaque_imgCurso_10" title="Tecnólogo em Recursos Humanos" class="img-responsive" src="https://cursos.institutoinovarmg.com.br/Digitalizacao/Produto/Imagem/25/25_F.jpeg" alt="Tecnólogo em Recursos Humanos">
</span>
</a>
<span class="product-thumb-info-content meucurso_product" style="min-height: 150px;">
<a href="https://cursos.institutoinovarmg.com.br/cursos/8/tecnologo-em-recursos-humanos/">
<h4>Tecnólogo em Recursos Humanos</h4>
<span class="price"><strong>Categoria</strong> CURSOS</span>
<br>
<span class="cut">
De: R$4.780,00
</span>
<span class="price">
<span class="smallPrice gray">À vista por <span class="smallPrice2">R$2.690,00</span></span><p class="smallPrice gray">ou 12x de <span class="smallPrice2">R$268,98</span></p>
<p class="smallPrice">(com desconto de até 32,47%)</p>
</span>
<hr>
</a>
</span>
</span>
</li>
<li class="col-md-4 col-sm-6 col-xs-12 product">
<a href="https://cursos.institutoinovarmg.com.br/cursos/19/bacharel-em-administracao/"><span class="onsale">Top</span></a>
<span class="product-thumb-info">
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<img id="ctl07_rptCursoDestaque_imgCurso_11" title="Bacharel em Administração" class="img-responsive" src="https://cursos.institutoinovarmg.com.br/Digitalizacao/Produto/Imagem/45/45_F.jpeg" alt="Bacharel em Administração">
</span>
</a>
<span class="product-thumb-info-content meucurso_product" style="min-height: 150px;">
<a href="https://cursos.institutoinovarmg.com.br/cursos/19/bacharel-em-administracao/">
<h4>Bacharel em Administração</h4>
<span class="price"><strong>Categoria</strong> CURSOS</span>
<br>
<span class="cut">
De: R$5.890,00
</span>
<span class="price">
<span class="smallPrice gray">À vista por <span class="smallPrice2">R$2.997,00</span></span><p class="smallPrice gray">ou 12x de <span class="smallPrice2">R$299,68</span></p>
<p class="smallPrice">(com desconto de até 38,95%)</p>
</span>
<hr>
</a>
</span>
</span>
</li>
<li class="col-md-4 col-sm-6 col-xs-12 product">
<a href="https://cursos.institutoinovarmg.com.br/cursos-tecnicos/11/tti---tecnico-em-transacoes-imobiliarias/"><span class="onsale">Top</span></a>
<span class="product-thumb-info">
<a href="https://cursos.institutoinovarmg.com.br/cursos-tecnicos/11/tti---tecnico-em-transacoes-imobiliarias/" class="add-to-cart-product"><span><i class="fa fa-shopping-cart"></i>Acessar</span></a>
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<img id="ctl07_rptCursoDestaque_imgCurso_12" title="TTI – TÉCNICO EM TRANSAÇÕES IMOBILIÁRIAS" class="img-responsive" src="https://cursos.institutoinovarmg.com.br/Digitalizacao/Produto/Imagem/31/31_F.jpeg" alt="TTI – TÉCNICO EM TRANSAÇÕES IMOBILIÁRIAS">
</span>
</a>
<span class="product-thumb-info-content meucurso_product" style="min-height: 150px;">
<a href="https://cursos.institutoinovarmg.com.br/cursos-tecnicos/11/tti---tecnico-em-transacoes-imobiliarias/">
<h4>TTI – TÉCNICO EM TRANSAÇÕES IMOBILIÁRIAS</h4>
<span class="price"><strong>Categoria</strong> CURSOS TÉCNICOS</span>
<br>
<span class="cut">
De: R$3.890,00
</span>
<span class="price">
<span class="smallPrice gray">À vista por <span class="smallPrice2">R$997,00</span></span><p class="smallPrice gray">ou 12x de <span class="smallPrice2">R$99,69</span></p>
<p class="smallPrice">(com desconto de até 69,25%)</p>
</span>
<hr>
</a>
</span>
</span>
</li>
<li class="col-md-4 col-sm-6 col-xs-12 product">
<a href="https://cursos.institutoinovarmg.com.br/cursos-tecnicos/12/tecnico-em-seguranca-do-trabalho/"><span class="onsale">Top</span></a>
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<img id="ctl07_rptCursoDestaque_imgCurso_13" title="TÉCNICO EM SEGURANÇA DO TRABALHO" class="img-responsive" src="https://cursos.institutoinovarmg.com.br/Digitalizacao/Produto/Imagem/32/32_F.jpeg" alt="TÉCNICO EM SEGURANÇA DO TRABALHO">
</span>
</a>
<span class="product-thumb-info-content meucurso_product" style="min-height: 150px;">
<a href="https://cursos.institutoinovarmg.com.br/cursos-tecnicos/12/tecnico-em-seguranca-do-trabalho/">
<h4>TÉCNICO EM SEGURANÇA DO TRABALHO</h4>
<span class="price"><strong>Categoria</strong> CURSOS TÉCNICOS</span>
<br>
<span class="cut">
De: R$4.200,00
</span>
<span class="price">
<span class="smallPrice gray">À vista por <span class="smallPrice2">R$997,00</span></span><p class="smallPrice gray">ou 12x de <span class="smallPrice2">R$99,69</span></p>
<p class="smallPrice">(com desconto de até 71,52%)</p>
</span>
<hr>
</a>
</span>
</span>
</li>
<li class="col-md-4 col-sm-6 col-xs-12 product">
<a href="https://cursos.institutoinovarmg.com.br/cursos-tecnicos/15/tecnico-em-administracao/"><span class="onsale">Top</span></a>
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<a href="https://cursos.institutoinovarmg.com.br/cursos-tecnicos/15/tecnico-em-administracao/">
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<span class="product-thumb-info-act-left"><em>Ver</em></span>
<span class="product-thumb-info-act-right"><em><i class="fa fa-plus"></i>Detalhes</em></span>
</span>
<img id="ctl07_rptCursoDestaque_imgCurso_14" title="TÉCNICO EM ADMINISTRAÇÃO" class="img-responsive" src="https://cursos.institutoinovarmg.com.br/Digitalizacao/Produto/Imagem/35/35_F.jpeg" alt="TÉCNICO EM ADMINISTRAÇÃO">
</span>
</a>
<span class="product-thumb-info-content meucurso_product" style="min-height: 150px;">
<a href="https://cursos.institutoinovarmg.com.br/cursos-tecnicos/15/tecnico-em-administracao/">
<h4>TÉCNICO EM ADMINISTRAÇÃO</h4>
<span class="price"><strong>Categoria</strong> CURSOS TÉCNICOS</span>
<br>
<span class="cut">
De: R$3.590,00
</span>
<span class="price">
<span class="smallPrice gray">À vista por <span class="smallPrice2">R$997,00</span></span><p class="smallPrice gray">ou 12x de <span class="smallPrice2">R$99,69</span></p>
<p class="smallPrice">(com desconto de até 66,68%)</p>
</span>
<hr>
</a>
</span>
</span>
</li>
<li class="col-md-4 col-sm-6 col-xs-12 product">
<a href="https://cursos.institutoinovarmg.com.br/cursos-tecnicos/13/tecnico-em-meio-ambiente/"><span class="onsale">Top</span></a>
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<a href="https://cursos.institutoinovarmg.com.br/cursos-tecnicos/13/tecnico-em-meio-ambiente/" class="add-to-cart-product"><span><i class="fa fa-shopping-cart"></i>Acessar</span></a>
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<span class="product-thumb-info-act-left"><em>Ver</em></span>
<span class="product-thumb-info-act-right"><em><i class="fa fa-plus"></i>Detalhes</em></span>
</span>
<img id="ctl07_rptCursoDestaque_imgCurso_15" title="TÉCNICO EM MEIO AMBIENTE" class="img-responsive" src="https://9eadsimples.s3.amazonaws.com/inovar/Digitalizacao/Conteudo/_imagem_Curso/59884701/WhatsApp%20Image%202022-11-21%20at%2011.16.50%20(1).jpeg" alt="TÉCNICO EM MEIO AMBIENTE">
</span>
</a>
<span class="product-thumb-info-content meucurso_product" style="min-height: 150px;">
<a href="https://cursos.institutoinovarmg.com.br/cursos-tecnicos/13/tecnico-em-meio-ambiente/">
<h4>TÉCNICO EM MEIO AMBIENTE</h4>
<span class="price"><strong>Categoria</strong> CURSOS TÉCNICOS</span>
<br>
<span class="cut">
De: R$3.890,00
</span>
<span class="price">
<span class="smallPrice gray">À vista por <span class="smallPrice2">R$997,00</span></span><p class="smallPrice gray">ou 12x de <span class="smallPrice2">R$99,69</span></p>
<p class="smallPrice">(com desconto de até 69,25%)</p>
</span>
<hr>
</a>
</span>
</span>
</li>
<li class="col-md-4 col-sm-6 col-xs-12 product">
<a href="https://cursos.institutoinovarmg.com.br/cursos-tecnicos/17/tecnico-em-eletronica/"><span class="onsale">Top</span></a>
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<span class="product-thumb-info-act-left"><em>Ver</em></span>
<span class="product-thumb-info-act-right"><em><i class="fa fa-plus"></i>Detalhes</em></span>
</span>
<img id="ctl07_rptCursoDestaque_imgCurso_16" title="TÉCNICO EM ELETRÔNICA" class="img-responsive" src="https://cursos.institutoinovarmg.com.br/Digitalizacao/Produto/Imagem/37/37_F.jpeg" alt="TÉCNICO EM ELETRÔNICA">
</span>
</a>
<span class="product-thumb-info-content meucurso_product" style="min-height: 150px;">
<a href="https://cursos.institutoinovarmg.com.br/cursos-tecnicos/17/tecnico-em-eletronica/">
<h4>TÉCNICO EM ELETRÔNICA</h4>
<span class="price"><strong>Categoria</strong> CURSOS TÉCNICOS</span>
<br>
<span class="cut">
De: R$4.320,00
</span>
<span class="price">
<span class="smallPrice gray">À vista por <span class="smallPrice2">R$997,00</span></span><p class="smallPrice gray">ou 12x de <span class="smallPrice2">R$99,69</span></p>
<p class="smallPrice">(com desconto de até 72,31%)</p>
</span>
<hr>
</a>
</span>
</span>
</li>
<li class="col-md-4 col-sm-6 col-xs-12 product">
<a href="https://cursos.institutoinovarmg.com.br/cursos-tecnicos/14/tecnico-em-eletrotecnica/"><span class="onsale">Top</span></a>
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<a href="https://cursos.institutoinovarmg.com.br/cursos-tecnicos/14/tecnico-em-eletrotecnica/" class="add-to-cart-product"><span><i class="fa fa-shopping-cart"></i>Acessar</span></a>
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<span class="product-thumb-info-act">
<span class="product-thumb-info-act-left"><em>Ver</em></span>
<span class="product-thumb-info-act-right"><em><i class="fa fa-plus"></i>Detalhes</em></span>
</span>
<img id="ctl07_rptCursoDestaque_imgCurso_17" title="TÉCNICO EM ELETROTÉCNICA" class="img-responsive" src="https://cursos.institutoinovarmg.com.br/Digitalizacao/Produto/Imagem/34/34_F.jpeg" alt="TÉCNICO EM ELETROTÉCNICA">
</span>
</a>
<span class="product-thumb-info-content meucurso_product" style="min-height: 150px;">
<a href="https://cursos.institutoinovarmg.com.br/cursos-tecnicos/14/tecnico-em-eletrotecnica/">
<h4>TÉCNICO EM ELETROTÉCNICA</h4>
<span class="price"><strong>Categoria</strong> CURSOS TÉCNICOS</span>
<br>
<span class="cut">
De: R$4.100,00
</span>
<span class="price">
<span class="smallPrice gray">À vista por <span class="smallPrice2">R$997,00</span></span><p class="smallPrice gray">ou 12x de <span class="smallPrice2">R$99,69</span></p>
<p class="smallPrice">(com desconto de até 70,82%)</p>
</span>
<hr>
</a>
</span>
</span>
</li>
<li class="col-md-4 col-sm-6 col-xs-12 product">
<a href="https://cursos.institutoinovarmg.com.br/cursos-tecnicos/16/tecnico-em-mecanica/"><span class="onsale">Top</span></a>
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<a href="https://cursos.institutoinovarmg.com.br/cursos-tecnicos/16/tecnico-em-mecanica/" class="add-to-cart-product"><span><i class="fa fa-shopping-cart"></i>Acessar</span></a>
<a href="https://cursos.institutoinovarmg.com.br/cursos-tecnicos/16/tecnico-em-mecanica/">
<span class="product-thumb-info-image">
<span class="product-thumb-info-act">
<span class="product-thumb-info-act-left"><em>Ver</em></span>
<span class="product-thumb-info-act-right"><em><i class="fa fa-plus"></i>Detalhes</em></span>
</span>
<img id="ctl07_rptCursoDestaque_imgCurso_18" title="TÉCNICO EM MECÂNICA" class="img-responsive" src="https://cursos.institutoinovarmg.com.br/Digitalizacao/Produto/Imagem/36/36_F.jpeg" alt="TÉCNICO EM MECÂNICA">
</span>
</a>
<span class="product-thumb-info-content meucurso_product" style="min-height: 150px;">
<a href="https://cursos.institutoinovarmg.com.br/cursos-tecnicos/16/tecnico-em-mecanica/">
<h4>TÉCNICO EM MECÂNICA</h4>
<span class="price"><strong>Categoria</strong> CURSOS TÉCNICOS</span>
<br>
<span class="cut">
De: R$3.980,00
</span>
<span class="price">
<span class="smallPrice gray">À vista por <span class="smallPrice2">R$997,00</span></span><p class="smallPrice gray">ou 12x de <span class="smallPrice2">R$99,69</span></p>
<p class="smallPrice">(com desconto de até 69,94%)</p>
</span>
<hr>
</a>
</span>
</span>
</li>
<li class="col-md-4 col-sm-6 col-xs-12 product">
<a href="https://cursos.institutoinovarmg.com.br/cursos/9/vigilante-de-alta-performance/"><span class="onsale">Top</span></a>
<span class="product-thumb-info">
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<a href="https://cursos.institutoinovarmg.com.br/cursos/9/vigilante-de-alta-performance/">
<span class="product-thumb-info-image">
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<span class="product-thumb-info-act-left"><em>Ver</em></span>
<span class="product-thumb-info-act-right"><em><i class="fa fa-plus"></i>Detalhes</em></span>
</span>
<img id="ctl07_rptCursoDestaque_imgCurso_19" title="VIGILANTE DE ALTA PERFORMANCE" class="img-responsive" src="https://cursos.institutoinovarmg.com.br/Digitalizacao/Produto/Imagem/26/26_F.jpeg" alt="VIGILANTE DE ALTA PERFORMANCE">
</span>
</a>
<span class="product-thumb-info-content meucurso_product" style="min-height: 150px;">
<a href="https://cursos.institutoinovarmg.com.br/cursos/9/vigilante-de-alta-performance/">
<h4>VIGILANTE DE ALTA PERFORMANCE</h4>
<span class="price"><strong>Categoria</strong> CURSOS</span>
<br>
<span class="cut">
De: R$549,00
</span>
<span class="price">
<span class="smallPrice gray">À vista por <span class="smallPrice2">R$97,00</span></span><p class="smallPrice gray">ou 12x de <span class="smallPrice2">R$9,70</span></p>
<p class="smallPrice">(com desconto de até 78,80%)</p>
</span>
<hr>
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aunooTNVzMhjH2nnHy8UKmaypqK2czVc75pD1ec49PBCrvJ2ljvAa8hrg8A/WAxlSxMBaHZz5eCiaM7LJaMDC0Kj2tBa4k4I5DxSsaHPDS7SCdz4JnVKgG7gnfKkmY1jwGP1DAOf4JhQgNZxhG08G3dzXapDTSN0Dn9UrjuEeOLNb+HLfR17bg2enp2xuDKR7hqHmrDxvlYV0u9utUYdcq6CmDuXePAJ9BzWU41LcnR6WlzReJ6eWNyt3w6/ozTXziOoorfartRUj6i0yuDqs92e+jiPJwb+a0HGl7t/F9FBZeHe8rqmadjxIInNbA0HJc4kbbLtLVfrTdnOZbbjTVTwN2seC75c1myvp6OnlnmdFBCwanvOGtA8SquDmvm4Zpjzx0s03ianHrv8Wq5/FGr7RYAzgS6iJxkc6kdkAZPTotjwhTt/oZbJH5EjaaPntj3RssSn4lslRKIoLvQvkccBombklbYeAOyskt25M5suTJDCsE41zfJX1nuVPwTxJeae/wAM7LZXzmqpqpkZezJ5tdjkVBxPeqfjaWksfDjZqmGSpZJUVJjLWRRtOeZ6rrrpxPYrfI6nr7pRxyD60bngkeo3WZarhb7hAZLXUU88XUwkED1A5LPbfwJ8HofuXBrVTwvfXf8AluqTqv6nM9rZittXwxUaJXQU9b3j9DS4gBvkpKjtEtckAZabdd62sOzWNpXNDj5k8l1Lq2nbWR0r6iMVUjS9sRd7zmjmQPBThx3y44Hmr7HbcWcy1ePyoY82O3G65q7d+39TQdnNirKWC7Xe9houtxfrfG3+6aB7rVyHZ1xhauHrNLRXWOtE3tUz8R0znDBdturFprnRzUMlZT1cL6Ngdqla/wBwBvPJ8lnUFVFVwRzU0rZYngOY9hyHA9QVCx1Wx9FnrXLzP3ELUmunVV0un6EFgvNHfaNtZbxMKcvLPpYyw5HPYrRdrM036ppLLbQ81d3mFNloPux599x8Nl0klZSsro6N9RG2rkaXsiLvec0cyB4LIdyyTyHitHFyi1Zx4sqwZllUeFyk/wCRzMXZrwrHQsD7RBI9rQC9znZcfHmtb2eRmx8TXrhiVrzSA+2UJIOAx31mg+RXX0FfBcKbvqGpjqICS3VG7Lcg7hY10vVuszA+5V9PSB3LvHgE+g5quyEakuDoWq1OVTwZLlu9HfD9znOzuE/0x4z7xjtJrm4JBAPun5rC7S62Cz8ecL19QyY00EcznmKMvIyMch6rq7RxHaLs8ttdypqmQfZjf73yW2J1bk5VVC4bUy8tXLFqfNywa4quuK2nNWrjqx3eugoaBlcKiXIb3lM5jdhk5JXWRxMNM53UdVh1U8VNTyT1MzY4Y26nvecBo8SVqo+LbC4aWXug32x34Wie35mck8XnfFgg6/j/AENLDxvHab3caHi6MUUbH6qSZkbnRyx9N991jcIf9N8a33iOjp5IbXJSilifI0tM7hzeB4bc139N7PVU7XsMM8bhkOGHt+CyHuZDE57y1kbGlxJ2AA3yq7G6t2jo/dwgpLHCpSVPnj8Kvp7lPdm3G9q4f4Vgt9xjrhURySOIZSucMFxI3XQdoFzpb72VXGutzJzHJhoEkRa7aQA+7zVgU0kVRBHNC5r4pGhzXN3DgeRTntyzChY3t2N8UTk12N51qI42pbrfP8ujW2+njntMUc7WlpgY0tcNiNIyMKsLhwnV2LjDh9tG98lgNxbJEw7+yvdsW/unorJvF5ttlibLdq6ClY44aZXYLvQdUlru1vvMBmtlXDVxA4JjdnB6Z8EnCMqV8kaXU6jTqWSMfglf254/iaztFZngm+tYC7+rOAwM5Wz4Ki0cJWbILXeyR5BG/wBULKttZS1xnNJURT9y8xSd27Oh45g+ayK6upbdTGor6iKmgBDTJK7S3J2AyrpK9xz+bLylptvrf8qOJ7NI3tqeM9bXNzdJCMjGfd/FaPg7hht/7MYYfepblBVTTUlRgtdFIHnB9CraaQW5BBB3yFFBU087pmQSse6F/dyBpzodjOD57hUWJJJM6X4jkuUoKm3F/alX8zneAOIp7xRT0l1hdT3mgd3VVGWkBx5B7T1BXV9U0c89Uq0imlTOHNOM5uUVSfoBTTySkpqsZCIQhACDyRndB5FARJQMoxuntGEA0jCTonPTeiAM55p3IZTWjr4IccoBpSFKUhQAD48khCEo3BxzQDWtL3aQsxjdLQByCbCzQD4lPQAhCCgESJUhQAhCEAJQUiEA7okCM7ICAVCEIAQtZdr5QWtp9pmBkH90z3nH4dPiuJu3GdbVamUTfZIj1G7z8enwVXJIlI7u6XWjtjNVZO1h6M5uPoFxl342qJdUdtjEDP8ASP8Aeef4D8VyL3uke58jnOedy5xySmFUc7LKJJPNJUSulqJHSSu5ueckqMYRyCRVLAhCFALSDA0+6SR4lSbYGCc9VGCnhdBkOaG4dknPRLHpLxrJDc74TBzSoBTjfCWYRtd9ESW4Gc+KakccDdAYHEt0isvDdbcnDXJTtLgw8ieTfxK57gnhWllpReOJGNrrvWM74unbrbHncNaDsNltuMrZJeeFbjQ0+80sX0Y8XA5A/DCxuA75Dd7FTsBDKymYIaiA7Ojc0Y3HhssJJPJ8XsethlPHoZTw97qlXdVx+LsZxHwZbrlAZaKGOhuUY1QVNO0Rua4cs45haaS9S3zsnutRVACsiglp5wOr24yfjsuv4ivVJYbZNW10gY1gOhud3u6NAXCUNvnoOyK9PrGGOoq45atzDsW6iMD5KmRJSaj7Ozr0Up5MUZZuanHbff1r6dE1xpuE2dndO+oFtbVmhB1DT3ne6duW+cqW6Xa4UnZrw/SMc9l6und0okP12Ajd3rjHzWlp7RS8MstHEXsMVTbKmniFY18Ycad5AxK3y8V0XaZqdbLLfaL+sQ26pZUu0bh0Zx7w+QWdtRb64/tndJQebHjtyi5N2/fn4fpzX3Ok4U4Psdrg7g0VPO/T7807A98jupJKxYuD7fS8U091tjpKBoLmzQwABk7Ty1Dp8Ft7fWU9yomVNHK2WnlblrmnOx/IqruMuGrbb6u222z1Fe+7VdQ0aHVTn6I87uI6BbTUYRTSs8vSPNqM04Zcji3d8WvrfPB1nEAY3tfs7YwNP6vl5epXbVjIm24OZjXg58eRVfX57aLtO4dnndpglpZadjzyL98DPxC7KvnipKGoqKhwjijjc5znbADBVsb+a/cy1kG1g28/Cv8A7M4LglrD2LXsuxr7uqx+K6/s2Lf6LWQPI0+ys5+i4vhWJ8XY7XukaQJYKmRoPUHOD+C6zgTfg2y4/wC6s/JZ4e437HV4krhlr/3P6Gn4wuVBae1WyVlwqGQUbKKVpkdyBJIC3tb2g8JOi+ivdJnBG2r+S0V5p4qntUsMVREyWM0E50PaHA7noV2ElmtndP8A+jqPkf7hvh6K0d7cqM837dQweapXtXTXu/ocV2fXSOy9kVdcnNa8wTTvYOhJd7o+JIWy7PuEaWqo2X3iSOO4XesaJi6camxNO4a1p2Gy53hO1vvPY/caCD+1mln0AdXB+QPjjC67s7v0F4sFNFqDK6kjbBUU7jh7HNGMkfBUxU9ql7HTrt2NZ5Ye97TruvT8XYnEvBFsusMklDBFQXOLLqapp292WvHLOOYU3Z9fZb9w3DPWt010L3U9Tjq9hxn4jC2HEl8o+HrVNXV0jWNYDoZ1kd0AHVaLsqttRQcL97WsMdRXTvq3MP2Q7kPktVSnUTz7nk0Tlmd01tv82l9Ojc9prGDgG9luM+yP5ei13B3CXD9ZwjbJauz0Ms0tMxz3uiGXEjnlZHaGCeBr75Uj1sOBntHBtly4DFJH18kaTyc+wx5Jw0N4209/p9jkIKVvAnH9spLc5zbFedURpi4lsUo5FufHIW67Uq6YWmnstA7+vXiYUrMfZZ9t3oAtRfqqPiXtK4fobY9s0doc6qqpmnLWno3PjsPmsEx3rivjqvulhq6SngtP9SgkqYzI1zvtloHXPVZXScI+r/8A0744988eozNJxjbb97e2/vx+Doey6rmpqOu4dr5NVZZ5jCD9+I7sd8tl3O2jY7qpK2K+cK8ZWy+3+to6mCucKCpfTQmMNad2lwPgeqtkcs9FtifG32PN8SxrzFmi01NXx1fr/Mq3iiaktHaiy48TRa7XLRiKknfHrjhkB97Ph/xXX8OWiyMuE12szIdVY1okkgfljgPADYFZZuVpu1yrrHL3c9RTsa6eCWPIw7lz2P8AxXEW+2w8LdqtDQWIujobhTSS1NIHZbGW8nAdP/7WdbJXw02dCk9Ri8t3GUY//Fpc/jj7pmb2RbTcVgcv1tL+ZWR23Af0CqP/AB4f99Y3ZY9tNeuL7bMQ2rZcXTaDsSx3JwHgpO2yZp4TioWnNTWVcMcUY5uIdk7KL/wH+TSv+6Qf1i/xSOru90gsnDc9xqT9HTU+vHicbD4nAVcdnT7jYOI4I7486eJITVgn7E4JOn4tIWw7RzV3u5WjhK2PjE72irqXvGWMYz6uoDmCRy9Fg8ZcP8YSWhtbVXO2VBtjva4WQUxZIC3wPp0UTk925Lr+2aaXFjjh8rJJLze77r/LXHvyWwNinrVcN3WK9WSjuMB9yojD8Z5HqPgcrZZXUnas8DJBwk4S7QpO6RIhSUBCEIBpO6NWUh5oCAc1vinBDeSRAIdyUxPxjJSHYZQDCeiEJCcIBU3CcNwkKAapaePJ1HpyTGN1OwFlNAaMDkgFKRKkQAhCRACRKkwgBCx6mupKUf1mqgi/feAfktRU8W2iAHTO+Y+EbCfxOFFk0b9C4ip48ZuKShcf2pZMfgP5rU1XGV0myI3wwDp3bMkfE5UbkKLOHJYtTcqKlBNTVwR46OeM/JVHVXStqs+01k8nkZDj5LDJA5qu4tsLPq+M7TCHCJ8tQ4chGwgH4nC5W78XXCu1Mp3eywHbTGfePq7+S5jW0dUhnYAd1DkTtSJskkk5JPMlA81iuq2DJ94geDShtRrGWsf8dlQkyuiZlQd688gPiky/xQE4cmlwzuVDh3UlKG7ICTvG9ShRaAhAW00guOkYHmpNtI8VA04UzTkLoMh7dOl2Qc9EMwHAuGR1CaORShAG2/goXuy5OldgYHNat94tsb3MkuNE17TgtdUMBB8CMqUm+hZtI3tDMYOrPPO2FoL3wba7tVmtIno67rUUkndvd69CthSXGiq5CylrKad4GS2KVryB44BWxY7KrKCfEka4NRkwS3Y3TOZtXAtopK6OsrH1dyqGHLX1spk0+g5LoLvQ090oKuiqGu9mqGGN4a7B0nwKyHFrWlziA0DJJOAAtf8Ary0/+tbd/wDNR/zURxJKki+XV5sslPJJtrr6fYyf1dRstUVuZEXUrYRA5kh1am4xv8FDY7NQWexyW6ASvh1HSyd/eYaebRnp5Jn69tP/AK1t/wD81H/NZVLWU1WM0tRBOPGKRr/yKny/WjNZ5047uG7/AD7nNR9nto9qlfQ11ztTZMlzKSoLWE+h5LZ8OcK2ixVT56aOSapfs+pqHmSVw9Ty+C3ICxqu4UdG9rayrpqdzhkCWVrCR4jJVI4o3wjefiGpyR2ym6G8V2a23+A0tbCJIRgtc06XMd4tPQrm/wDyd2tzIhVXO71sLSP6tPU5Z8cDcLf/AK8tP/rS3/8AzUf80+K8WyVwbFcaJ7jya2oYT8sqzwqXLRXFr8+GOzHOkZRoKGeyVVtmjDKeWIwhkfu4YRjA8FydL2Z2AuEZlujIwMe7WuAC7AjIB8dx5rJhYGt8T1UPHF9oYtZnxJrHNq++TWDh+3tvNBcG98Z6GA00LjISNB55HU+a3lX3bsaCOWDhQHyWFdLtb7PTGe7V1NRQ/fnkDAfTPP4K8Y+iRjPLKdOT66HcPWagsNl9hoBII+8dJh79TtTjk7+C1N54Hs15rHVkhqKG4f8AeaOTunu9ehWnl7W+B45Cz+kEL8HGWRSOHz0rf2Di6wcQHTZbxR1j/wDRxyYf/lOD+CPA9tOPBeGryQm8kZ/EzX2bs/s9JcY6uukrLnURHLH183eBp8QOS7Co0mT3SCAOijUFVWUlE1r62pgpmuOGmaQMBPgMkKsYKPyoZtRkzvdlldE98oKW6WmegqQTBURmN4YcHSfNcdD2W8OaNL5Lm5g27t1a/T8guiF+s/8A62t3/wA1H/NbQYIyNx4hJYk+ZIth1mbDFxxTaX0ZhWPh612WhkpLVSspYnghxZ9Y5GMl3MlLw5YqHh63Noba14hDy8mR2pznE5JJ6lbGI5HmoK240VAWCurKamL8lvfStZq9MndSoL0M5Zskk90m77IeI7LRX+1y2+4Mc6nkwTodpcCDkEHoVmU0DKajigY5zhG0MDnnLjgYyT1KwWX6zvc1jLtb3OccBraphJPplbHClx9Su9uO2+Dm+I+DbbfKyOufLV0VxjbpbVUkndvx4HxT+GOErdYKiapidUVVdMMSVdVJ3kjh4Z6D0WymvdqglfFNc6COVh0uY+pYC0+BBOyfSXW31spio6+kqJQNRZFM15x44BUeWr3Ubfu8rx+U5vb7f0NJxLwTa77WtrnOqaOvaNPtNJKY3keB8Vj2TgC1225R3CaetuNdF/Zy1sxk7v0HLPmuvQq7It3RZa3UKHlqbr+nt9jVUXD9DSXuuvEbZHV9W1rHve/Ia0cg0dAtoWtLS14y0jBHinAbLW3m9WuyQd9eLhSUMfR1RKGZ9Adz8FZR9EjnnklLmTIeG7FR8P0LqS396Kd0rpQyR+rSXHcDwHktseZxyXFM7VeBnS92OJqDV4kuA+ZGF1dsuVDdKcT22spquE/bgla8fgVbY4roSyPJJyk7bMpUj+kF2j3LhyopbFw/OaWrli7+oqWgF7GkkNa3PInBJPhjxV3rmL3wRw1ebsy7Xe009TXRhoE0jnbBm7ds4wFfFKMZXJWZyTapHl20drfG9nlAfd5qoczFXxiTI+OHfIrYy9oXGvH3FFroLfWy2+WZzYGw257o27nLnu3JOBvnoAvR98HB99pzDeZbFWx9O+micR6HOR8Cm8G8NcJWeSefhWjtrJCNEktNIJXAc9JdkkDyXV58KtQ5Mtjvs6RjdDGtDi7SANR5nHVOOMbIPNJhcJuKw77p6jwtJfuMeHuHzpvV5oaOT/RySgv/AMoyfwUpN9EWjoOijJ3K4WPtg4Fkk0DiCEH7zopGt+eldXaLxbbzTe0Wmvpa2D78EgeB645fFS4SXaFpmahL1RjwVSREiZPPBTt1VE0cTfF7g381qJ+LbJSuJdWtlI5CFpf+PJRaB0cTNLd+acuDre0mjZkUlFNIfGR4YP4laGt7RLrLkUzKaAfssLz8yo3omi2gM8lj1VbS0rSamphhA++8BUbX8S3mtyJq+qLTzaH6W/ILRzPqHnLnZPiTkqu8lRLzrONbFTZHtnfOHSFpd+PJaGs7SqZuRSUMjz4yyBo+Qyqm7uRw3kKBT5zlzlG5k7TvqztFuMu0LqenH7DdR+ZWlrOKa6qyJ6+oeD014HyC51lM0b8yp44AOg+SrZNGYK9jnZ3JPVPbVF2cNKx2Q78vwWTHCiYoUTP6N+ZRreeYapRFhOEfkhJENZ+1j4I0OOcucVktiKf3fkgMQRZ55+KcIsDAWW2PyR3eFFAxRHnOUoiA5LJ0JQwICAM2ShmFkBgwjQooGOGdUFmxU+hJpSgQBqFPoQpBZTyC4lrdIPTwUjXjQ1uncZ38VEnM5FdBkZDHtbHI0s1F2MHwTA4Mw4jPkmtOVG45PkgNLxje2cP8NXK6yYzTxFzAftPOzR8yF40qHunlklnw+WRxe9xG7nE5J+avb9JK/wDd09tsMDt5D7XPg/ZGQwfPJ+AVNcN2Wr4guzLfQAGd7JJNxsAxpcfyx8V6ujgoQ3P1OXK7lRueym+t4c44ttW8hlNI72afbHuP2z8Dg/BeuwdJ9F4YHLcFp6+S9d9mF/8A6RcE2yte/VUMZ3E/j3jPdPz2PxWWth1NFsMvQ6O/HNhuf/ssv+45eHo2N0N91vIdF7cvZ/6Cuef+6y/7jl4li+o30CtoOpEZ+xdDcZ0Nx46VJSVE1JK2ajmkgkbu18Ty0j4heqOwuKN/ZdahIxjwXTAhzQc/Su8VVf6RdooLZxTbpbfTw076qlL5mRNDQXB5AdgbZI+eFtDUKc3Boo4VHcdv2Bdp9TdbgbFxJIair7pzqaqI96QN3LHeJxuD1wcrlv0otLuJLGS0b0kh3Gf7wrheyiSSLtH4dMWdRrGt28CCD+C7r9J3/wBIbD/7HJ/9RZ7FDOq9S+64clMw05mkEcMJkkdyaxmon4BEsBhkLJYTHIObXs0kfA7ruuxDbtQsfT3pP/puV89t9soKvs7u9VXwxGamjEkE7h7zX6gAA7nvnGOuVpkz7JqFdlIwtNlCdnnaVeuDq2MMqJKu1EgTUczi5pb1LCfquHTG3ivYForqespaWupn95SzxiWNw6tcMgrwOOa9d8A3R1k7ErZc6tpd7JbHT6T9oN1Fo+PuhYazFHhrtmmGb5RrO2TtVj4Ve+12Rsc17e3U5zhllM08iR1ceYHxPgvMt5utfeq19ZdqyesqnnJkmfqPw8B5BRXCtqLjXVNbWyGWqqJHSyvPVxOSrW7EezCHidpvV/a42mN5ZDACW+0OHMk/cHLbmfRbRhDTw3Pso3LI6RTxc0E5e0HzKkY50cjZGPc17TlrmnBB8Qei9zUfDVlo6UQU1nt0dOBjQKVmPjsqz7U+x+3XS2VNy4Xo46O6wtMhghGmOoAySNPJrvAjY8iqQ1kZOmiXha5RyXZF2zVNvrqa18YTuqKBxDI65+8kJ5DWftN8+Y81b/bPw2zi3gW4U8DGy1MDRV0rhvl7ATgfvNyPiF4y9R8CvWP6O/EUl74BbTVMhfU2yX2XU45JZgOZ8hkfBZ6nEoNZYlscnK4s8l6GEYLG4PkvZnYhxO3iPs5onTP1VtGPY588y5gGl3xbpPzXmztk4ZHC3HlfTQx6KKpPtdMByDHkkgejtQ+S6j9GniP9WcXz2ed+Ke6x4YCdhMzJb8xqHyWuoj5uLeimN7ZUz1NA4Nfv12Xj3t84lbxH2h1ghcH0du/qcJ6ZaffI9XZHwC9Ndo/ETeFuC7pdcgTRxaIAftSu91g+e/wXiFxLnOc92ok5Lj1PUrHQ47bmy+Z+haH6PHCrb/x5FWTwtdRWloqn5bsZM4jb88u/wr1RxXe4OHuGbjdqnAjo4XS4+84fVHxOB8VxPYDwv/RzgCmlqGaa65H2yYEYIaR7jfg3B9SVyf6U3EYprNbuH4HkS1j/AGmdo/0bDhoPq7f/AArOb8/PtXRaK2QPN1dPJXVtRV1ZElRPI6WRxGSXOJJPzK6Tst4g/otx3abnkNgbL3VRgc4n+675ZB+C1nC1jquJL9SWm3gGpqS4NJGww0uJPyWrc0tLmyNLXA6XNPMHkQvTcYyTgcybXJ9B8hxyMEHkR1Ti4HpjC4LsR4jPEnZ5bZ5n66ulHsdQepczYE+rdJXQccXwcN8I3a7nBdSU7nsB5F/Jo/zELw3BqW31O1Piyte2rtdPDU0li4cLH3fH09S4am0ueQA6vx47DzK8y3Guq7nWSVdyqpquqkOXSzPL3E+pUdTUzVlTNU1UjpaiZ5kke45LnE5JPxV49hnZPR3u2s4h4nhM9JKT7JSEkNkAODI/HMZyAPLJXqqMNNC32czcsjoogOGdnDPqrg/RdJHaHVNGQ02+UkDYH3mL0S/gvhl9P7O7h60GDGNPsjPzxlaDhnsztfC3G7r5YS6nppaV8ElG4lzWuJaQ5hO4G24PwWGTVxyQcWi8cTi7O/Vedu3Ef9Hez2v7l+mrr/6nDjmNQOs/BoPzVh9F5X/SY4iNz4zhtEL801qi0uA5GZ+C75DSPmubTQ35EaZJbYlO6GfcYP8ACFbv6NHEItPG8lqlcG012j7sDkO9ZlzPmNQ+IVc2ex1V1obvV0oHdWymFTNnq0uDcDz3J+BWHbK2e23GlrqV2moppWzRkfeacj8l62SKyRcTli3Fpnv3Z2VG9wa0lxAa3cknAAXCQdp9sqbbBV0dLUzd9GJMHDAMjcZ8jkKve2DtJr5eFJqGmgjpG157gva8l+jm4Z25jb4rxIx3TUDtbpWajtZ7Z6uvqai08ITupqBhLJK6M4kn8dB+y3z5nyVJPe6R7nvcXPdu5zjkn1KQf8gK1OEeCqalpWVF2hbPVvAd3bxlsfljqV6s549LA5UpZWVWHDoR81m2a7V9lrmVlorJqOqYciSF2k/HxHkVeMlpopozHLRUz2H7Jib/ACVa8e8JMtDRX28EUbnBr4yc92Ty38D+Czw6yGZ7GqJnhlBWiz+D+2m6XmFlDVR0cFya3+0DDibHMgZwD5fJbes4hvdbnvrjMAekfuD8F5ppaiWkqYqincWzROD2EeIXoO1ztr7fS1cY92eNsg8sjkuPW4PLalHpm2Ge5Uxj2SSOLppXvcerjlDYR139VnCHKe2FcJ0GCIB4BO7ryWeIfJKIUBrjDnomGA7raiEE4UvsYI3JClKyLNF3Kc2FbsUMfUOPxUjKKIA/R59Sp2izRNiA5qSKMZwN1vmQsbGWCOMAnJOkZ+aeIQOTW/JWUBZq44ARlTNiA6KW8QB9qla172SOcAHNONIGN1jU7SWNOSoaolMmbGCU8RY6KSFpJwslse6ihZiNj35J3dLL7tK2NKFmJ3aQx+SztHkk0JRJprhW01vgkmq3ubGxuokMLtk61VcNxomVUAkbE/IAkbpdscHbPksy40EVdRT0tQxr4pWlpa4ZHkceRwfgsHh2wss9tZS96agsJPeObg7nOOZUUDM0hBasgR7I0YSgY4Ymliyg3ZNLVUGNoQsgtQpoHfSP7x7nkAE9ANk7vS6ONhaMMzv1KiIwcHYoOWtDiDg8j4rcyFe/GpoxumteIzqdgNbuS7kB4lRgEknmuJ7ZL/8AqHgSuMT9NVWf1SHHMF31iPRufmrQjvkoohulZ504/vruJOL7ncifopJSyEeEbfdb+Az8VZ/6NNlzNdb5I36gFJCSOpw55H+yFR48lubXxLfLVSCmtl2rqSnDi4RwylrcnmcL2smJuGyJxxkk7Zsu1KyDh/jq60bG6YHye0Qj9h/vAfA5HwXefo3X8U11uNjmcNFXH7RAD99uzgPMt3/wqpbtda+71DZ7rWT1czW6A+Zxc4N8M/Eqfhe7yWHiG33SHOqlmbIQOrc+8PiMhVnjcsWx9iMqlaPYV/dpsNy8fZpf9xy8Ux/Ub6Bey7xUx1fD1ZPTuD4ZaSR8bh1aYyQfkvGkf1G+gXPoVxI0zejOysPaXxRYLLBa7VWwQ0cOrQDTsc4anFx3PmVz18vVyv8AcHV15rJauqcA3W/GzRyAA2A8gre7NuyaycTcG0N3r6q4x1E7pAWwvaG+68tGMtPgu1tnYlwpSSd7PFXVwafqzz4Z8Q0DPzV3nwwb45KrHOSKz/R34cnruMob5JC79X2zU4POwfMQQ1o8cZJPhgeK2H6TxzxFYj/+zk/+ovQVtoKeipY6S3UscEEYwyKFga1o9AvPv6T/AP6RWL/2OT/6ixxZfNzqRpKO2FFTWW61tkucFwtc5grISTHIGh2nIwdiCORWfxHxfxBxIyNl8u1TWRRnLInENY0+Ia0AZ81n9lVppL7x3bbZcI+8papssbx1GY3YI8wcEei1nF3D1XwtxDWWmvGZYHe6/G0jD9V48iP5dF3XFzprkwppWje9nvZxeeL7hARSzUtpLgZayVha3R1DM/WJHLGy9HdqtIyj7JL7SULNEMFCIo2D7LGlox8gq6/R67Qs93wreZcn/wDT5nn/APhP5t+I8Fd94t0d4tFdbZv7KrgfA4+AcCM/DOV52oyS8xKXSN8cVtdHhIc/ivYvYtJDJ2WcOdxjS2nLXY++Hu1fivIl3ttTZ7pV26uYWVVLI6GRp8QcZ+PP4qz+xHtMh4UMlovhcLRM/vI5gC407zzyOrTjfHI7+K6tTB5MdxM8UtsuT1P3o9n7vG+eaWmkEZOeRxutLR8Q2aspG1NNdrfJARkPbUsxj57Kr+1ztdt1Daam0cMVbKy5VDDE+phOY6dp2JDuTn45Y5c15sMUpy2pHQ5JI87X90Ul9ub6fAgdVSlmOWkvdj8FfH6KLXewcSuz9GZoAPXS5eeNhz5DxXrrsB4cl4f4Ap31TDHVXGQ1j2uGC1pADAf8IB+K9HVvbiowxK5Gr/SZ4dbduEILzTxf1m1Py8gbmF+zvgDpPzXmO1181sudLXUjtNTSytmjP7TTkL3jcKKKvoKikrIw+mqI3RSNcNnNcCCF4Y4oss3DvEVxtNTnvKSZ0eT9pv2XfEYPxVNFPdFwZOZU9xaf6QPHMHEdDw9QW2TNO+nbcZwDye8YY0+bRq+YXA9l/DR4r43tlsc0mmL++qT4RM3d89h8Vy/NemP0XuGPYrDXcQ1EY7+vf3EBPMQsO5Hq7/dWuStPiaRSNzkXhhrWtawBrAMADYALxJ2s8Sf0p49utwjfqpWv9npvDume6D8Tk/FepO2biP8Aox2fXOpY/RV1DPZabx1vyMj0bqPwXi0Dp4LDQ4+5s0zS/wApe/6Kth7673a/zM2pYxSwE/ffu4j0aAP8S4LttsP9H+0i7Qxs009U4VkO22mTcj4O1Bc/Z+Kb9ZqV1NabvXUVOXF5jglLGlx5nA67BY15vd0vc0ct4r6muljboY+oeXlrc5wCemV0xxyWVzvgy3LbtLZ/Re4iNDxRW2KZ+ILjF3sQP+lj/m3P+UK1f0jC89lNz0cu9gDsfd7wf8F5Q4fus9jvlBdKQ4no5mzN88HcfEZHxXozjjjKXi/hCuttLboWU1fAND3TFzhyc08gOYC5NSljyxn7muP4otHmI5wcc8L3V2fPp4eA+H3QljacW+DScgDGgfxyvC72ujkcyQFr2nBB5gjou64O4ubBQx2y6zyCCL3YHucS1jfukdB4LfWwlOFx5K4Wk+T1pX8VWO3kipudMHD7LHaz8hlaS4do1phyaaCqqXeTQwfj/JUhJc7f3DnCupdOM571v80y38R0l0vTqC35kjZG57pjsCQRs0fHmvISySt0dVpFlXvtVrKajnqKehpoYoWF5Mji87fILy7dK6e53Orrqx/eVNTK6aR3i5xyV3/aVXez2yKiYcPqHanfuN/mcfJVsOS9PQQ+Bzfqc2eXNFmdntoa7h+WWoblta4gg9WDLR/FV1cKV9DXVFLKMPheWH4FZUF7ulPEyKC41UcbBpa1shAA8FhVM81VO+aplfLM85c95yT6rfFinCcpN8MpKSaSLH7Nrj7RZp6B596mdkebHch8Dn5qPtbjc2mtRIONTwfXAXK8E3H9XcQU7nHEUx7mTfAw47H54Xc9oEpvFs9lZRzx1UHeVIDwQdLDpd03BBzkeC48kVi1Kl6M1i3PG0VnayxtzpDLjuxMwuz4agvRJj94+q81q3+BeOKOqo4aG8Ttp62MBjZZDhkoHLfo715rTX4ZTSlH0IwSSdM7gRLn+0EMZwbdC/AzGGj94uGFvJrpbqeAzTV9IyIDOozNx+aqXtH4wivjmUFsz7BE7U6QjBmcORA+6PxXFpcM5TTro2yTSizh+q9A8AxO/ofadQ37gfLJVDW6imuNdBR0rdU07xGweZXpy2ULKKhp6WMe5BG2NvoBhdniDW1RMdOuWxohThEsxsQThH5LyjrMRsWMpe6z0WYIx4JzY9lJJgww6pCNtgT8hlbSmzA2WPXEOW/dh5J8ASFr5y+MvMYbq5DUuZrKm+MlePbqaNpOW6aZxOn5ndSnRVnX90NRAOR6J9NM2OSVjXNJLdLg5mRj1P8ABcEZrtIffulTn/V07Wj8VEYK973GS53V4IA0941rR6YU7hRYZe1ri5pY3Ixho2woy6IDct9VX/6ue7+1krZP36p38EossLzvRtef25HOTcDtLi9r6cDLSAcDBHisekYDTsPjn8ytTa7XWxQCOligigzs3SdvHG66alonRxMYRnSMZ5KN1k0Mp2ZfhZYjwVJBT6XZJU5YpBj6Mjkju9+SyAxGjCgGPoSGNZIj2Kb3aE2Y/d9EaOayQxIW7lQSYuhMc0rLc1MLUJMXSmliyi3yTdKigY4Z4oUpbuhSiKOxlkdI9z5Dlx3JUckzpWMY4+5HnTsioDo3GN4IcOYTe6e1jXlpDXfVPitTIcyVzGSMaQGvAB+C83fpCcQNuHFUNqikb3Ftjw8Z/vX7n5DSPmvR7WOIcQ0kN3J8FhvtNvnmc59vpJZXnJc6nY5zj5nG61wZFjluaKTjuVHlXsq4eZxNxrQ0UzBJSRkz1I5gxt6H1OB8V6Q/8nnCOP8A0dt3/wAM/wA1vqWipKR7nUtJTwOIw4xRNYSPA4Cyt84Iwr5tQ8krXBEMaiqOG4i7NOHKyw19PbrNRUta+FwgmjZhzH4y0g58QB8V5Uf9G9zJMMe0lrmk7gjYhe5JA5kXeaTpJwD5rU/qe3zPe/8AVlG95y9x9nYT5k7K+DVPHalyVni3dFc9k9+bduy+upHyNdUW2GWndvn3CxxYflkfBedYyNDfeHIdV7UpbfSwlzKWjp4+891wiia3X5HA3UT7JbY3OY610Ic3Yg0zNvwVseqjByddiWJyVHN9hdU7/wAmlnjcRoa6YDH/AIrlZDZXCJ0YxpcclaeOkbRwRsjgZBE4amNY0NbjyAWwo9ckDnFpLWHBcuSct0mzWKpUZUExhfqbjPmvOX6UDh/SKxZI/wCpycz/AKxeiY43SP0sGT4Js1so6otNZR01Q8DAM0LXkeQyFfDk8uW4icdyo8mdhTmntVsIDgTrk5H/AFbleHb3wT/SXhtlyoIs3W2MLmho3mh5uZ6j6w+I6qxYbPb6ScSU9uo4ZW8nxwMa4ehAys5zCGhxGx5FaZNRuyKcV0UjjqO1ngKKfunsfFNoe0hzXNfgtI3BB8V637E+0OLi+z9zVyxi+UTQKhuf7ZvISgefI+B9V2osFrcHOFpt5xuT7NH/ACU1FaaGnmD6OgpIZsY1xQsYceGQFbNqI5VW3kjHjcH2Vp20dl/9Ls3ezGOK9xtw9jjpbUtHIE9HDoevI9F5iudvrLVWyUdzpZqSqjOHRTMLXD4Hn6he8iMZBzkLCvFht13hEV5t1JWR42bPEH4HkTuPgmHVvGqfKE8W7lHhDSDvpGfRK0Eua1oJcdg0Dc+gXsWTsg4IkJlPD0AHgyaVrfkHLZ2rhvhLhl2u3W+1UMjft4Bk/wAxy5bvXQXSKLAykuyHseq6+sp7xxZTOp7dGRJFRSjD6g8wXj7LOuDufRelS7UdgGjkAOi0VRxTbYgdMkkzv9Wz+JWtm4wycU1Hjzkf/ALgzah5HcjeGPajsXSFwaD0XnX9KHhvuau3cSQMwyYeyVLumoZLCfUZHwCslvFFxqYmkPZFnn3bPPzysSplfXxllc41LCc6Zvfbn0Oypi1Hly3ImUNyo8qWSgkvF3o7dSub39VK2JpzyyefwGT8F7ds89ssdoo7bbw409JC2GMNbjIaMZ+PP4ri6WhooJGyQ0dLHI3k5kLWkfEBbESbc1bU6x5qpFcePYU9+ktxeLxxBRWeEhkFvj7yRpcDmV42+Tf95VxwHZxxBxTQ0Jw6DV3k+N8Rt3d8+XxXpuooaGZ7pJqKlkkdu574WuJ9SQoo6Skpnl9PSwQvIxqjia048MgLSOuUMeyK5KvDcrOcqOC+G2gltloh6MP81pLlwZZZqeshp7bTwyuZiN7G4LHadiPiu4mOVr5B9NL/AIfyXEs2RO7NtkfY8xStdDI+OTDZGOLXAnkRsVa3ZlcG1thfSucDLSO0Yz9g7j+IXcS26ke4udSUxcTkkxNJJ+SZHRwQFxghijJ2Ohgbn5Lsz6yOeG1xMseJwldnBcacGm4yOrrYGtqz/aRE4EvmD0d+arWop5qWZ0VTE+KVuxY9uCF6HcxcX2hXekt9M2nNPT1NdIMtbMwPEbfE+vQLTSavJxjqyMuOPzdFTgDw/Bdj2VN1cSS4/wC7u/MLe8I0NmvlDJUSWGKCSM6S7BMbz+zv+CsGGhp6QGOkp4oY8/VjYGj8FpqdYqljrkrDE+JWUXxtc23LiKpex4MMR7mPf7LevxOStr2ZWKG83SeWshbNR0zN2u3Dnu5A/iVbsNroy4/1Km/+C3+SzoKSKBpEEMcQO5DGBufksnrV5eyKossPxWzQs4QsB/8A0ik/yLS8ccH21vDVXPa6CGCqpwJgY27uaPrD5ZPwXfsZhPEYcCHAFp2weq5YZ5xknZo4RqqPLLXDm1wB6YK9C8G1sN8sFBcC1jqjuzFI7GS1w2cM+eAVt6i1UPs8n9RpeX+hb/JZtPSxU7NEEMcTM50saGjPjgLfU6pZ4pVTKY8bgU5x52fz0k01wscLpaRx1Pp2DLoj10jq3y5hV0QQS0ggjYgr1e1i1tz4atF1druFtpZ3n7bmYd8xgrXDr3FVPkrLDfKPMIAzsPwU9DR1NwqW09DBLUTvOBHG0uJXoeLs94XY/UbRE4+DpHkfLK6G2WyhtsRit9HBTRnmImBufXHNay8QjXwoqsD9WcP2bcCCwN9vuYa+5vbhrQciAHmAerj1PwVgNj8FMGp7WbLzcuWWSW6R0xioqkRNZzTgxTaNkulUJIgxOaxTtbsnBiIsjDliaebQVA6mYfsn5raaEaM8wrEWaf2GHOTCD8FK2ki6QsH+FbUNwEaVFA1zIA3lG0ejVKIXfdWaGJwalAxI4CNzj5qUMKnwgBCCJrE7SptKQtUkkWlGlSYQApBHpSOapcJCEBAWpNKmLUaVBKIC1MLeayC1Mc1QSjHI8UzThTuGyZhQSQkIT3DdCmwdFJKZpHPkJc53Mpe9e5jWOcSxn1R4ZRNC6nmdHJ9ZqDC9kUcjh7j/AKp9FqYih7mtc1pIDtiPFNaS0gtJBHIhPZE98cj2j3WYLimxsdLI2Ngy9xwAgGudz8Sla4n6xyfNMOziDzClkhfE4CQYJAI9CgIHzPc3QXHuwchvmmhzm50OIyMHHUKSWBzYxLp9wnTnzSQwvm192AdDS4742QDGOLHBzTgg5BCV73SPc951OccklIxpe9rW83EAJZY3RSvjk2c04KAWSV8jWCR5IYNLc9AnxVD42FjXHQSCR44TZYXxNjc8YEjdTd+ijdhsLpXvY1jTg5cAfkgN1Qv93vWHfkphzXOU16pqVxDnl7DzDBnChqOLi12Ke3SvHi+Rrfw3VdyJo6xz3OcXOOSgvc5oadwOQXA1nFlwcAWU5pxqAOAHZ+KxKi8VU4Pfe2uB6ZGPkCFDmhRYklZDTtcJZ44weYc4Ba+TiSggdlkrpCP9GwkfNV+KlucmGp+Mf/FHtTDzZOPWNV3slROuqOLAXOMFKSfGR2PyWuq+KbnUbNdHEBsNDOXxK0JqYh9bWPVhSe1U/WTHq138lG5k0ZVTca2pGKirnkb90vOPksMtGc9UGpp8/wBqz8QlE8B5TRf5gqgTCfGN0rXRu5SRn0cP5p7QAdi35hQwRURIgb8fzKzYysSjYe65H6x/NZLQfAqCDIY7ClDliglPDlAJXP5qF5ygnKY47FARP6rDePpZP8P5LKccqDA72XP7P8UJISFEW81kuaoyOiAxXMVd1PZ/UVnEclVX13f0cju8e7lI7wZ4AeY6Ky3M2TNPNa4s0sVuPqUlFS7NfDSxUtK2CmjbHFG3S1jRgALbzN+lf6rEe33Xei2NQz6eT94qnL5LEdOzc7LK0+SSlZzWUGqQY4bsnsYpg3ZOaxTRBj1Tf6rL+6nh8WP7Rvw3T6ln9Xlz91ZDGANGBjYIDFEkfTWfRhKeHt+zFM7/AAgfmsjHRcVVdoVshdpZRXSQ8wRAACPEZPLZAdf3jz9Wnd/ieAkppe9YS5oa4Oc0tBzgg45rg39pUYyIrJXv83SRt/ipLdxPfaiikqqPhSolpy9zzM6qaG7u9FE5Rxq5ui0YSm6irLABGE4O8FwrL1xjO7FPwxRt85K1ZsP9P59xa7HCPB1ST/Fc0tbp4fNNfxNnp8se4nW6sJdS5Y0PHbnBr5LDAfDLnY/BcVduIuLKStnpZ7jT00sTixzWUrTg+WVOn1mn1LccU02jOeOUFckXFG7fmsgclRlu4u4igv1rjq7u+pp5pSJIu4jYHADlkDKue2zuqKeKR4GXNB2XbVFLMxKNwoKkF0jWCR7GuYc6HaTz8RuE6nDoYtDZZXjJOZH6z8zuiBK7DWlzjgAZJTw3bkoHPeeb3JNTzze/HqgMkNOOR+SQg77beKxtOeZcfUlJ3TerQUBlbDmR80B8Y5vb81iiNo+y35I0Acmj5JQMvvov9Iz5ppmi/wBI1Y+ny2SYHghNmSJYj/et+JS95F0lj+axUmEFmUXw4OZmfI/ySa4Os4+DHH+CxTyTdIQdmZ3tN1mf8IikM1MB9eY+kYH8Vh6QkIGCgMk1FMOXfn4NH8VG6qhwcRy/FwWMQmEBQSFTVlj4nMYBGXhjmuOXbnAIPl4LMDcha2oHvU4/1zP4ra74UEkTmZyhOJ5oUEWdBKC9znHJPioASQAScDkPBZs0JilcwkEjqFBVRiGNkrnNDX+fJbGZECQCASAefmm53yDhYr7jSBjj7Sw46Nyc/JYkl3iGe7Y93rtlRaJo2nVS6ieZJPLdc9Ld5z/ZsYz8SsWSvqpM6pn4PQHH5Ku8lROomc1rDreGgb7nC17rhBEXATZ2wdG+QueOXElxJPmjGFXeTtNw+7sb/ZRuJHIk4WPLdp3uJaGNz1O5WvQFG5kbTIkrKqYASTyENGAM4ACgxqJJ3PiUA4QFUmhEmEqdhCSCpH0bfJ7fzUuSo6raIfvNP4qQ9UAc0hKEmEIBId0uEYQCEDCbpb1aPknpEAwxRnnGw+rU32eHP9kz/KpU5oyoBh09PGWHLNw4jmR1WS2mjHLWPR5RTD3X/vu/NTBQQRinbzEkw/8AeFOEGBtNMP8AFlSBCkEfcv6VEnxwmuikP9+7/IFMkPJQ1RKMV0cv/ePnGFj4m72TD2E4GSWc/wAVmuB3UIGZZPRv8VBJAe/x9aP/ACn+aZ9N4Q/isotTS1BZi/TfdjPxKaO+3zGz4O/4LJI8k0hSVMV/eYOYx8HLb1LPp5MeK18g+jf6FbSoH07/AFUxAlI36yzAxRUY2d6rLwrEEIYnNapNJ8UrQgMepbiml/dKmHJLMPoX+hTmN9xvoEBE767P3gvPlI981PrlcXEPewE9Gh7gAvQzh77P3h+a892yKSWm0QxvkIklOGNLj/aO6BWRDMiGGN1LUzGoiY6IsDYnZ1yZJGW9Nsb+qsLhPimJ3D7bJFRTS1rmFgLA0MwOpJPh+JVeT0FXCxz5aWpja3m50TgB8SFueGbtUw3yimgp43ShrKdscTQzV0B9c4JPVc2fSx1S2ZOjp0uZYZXJ0ixqe41NvmdC63nWACQ6ZnI8uhW7pb7cJR9HRRYHjP8AyYtFco7pUXLvJoKRjnN0tzO4j3f8HnlZdDHdoyRF7E3Pg+Q5+QCzXgGnctrTr7nbn8e8LlFSllW78m47+4zP1+zUjc/emf8A/gq5444VuUEdVeqqqhqnPlBlbGwju2nYHfoNgu3fV3iJzhK2kw041FkhH5haviCOuvNEKSorYoIC4Of3NOcvxyBy/l1XpaT9P6bSXLT46bPE1n6k8LUdssvP5KdP/b1mH+td+Sv2xj+oweUY/JUbdaJ9v4vtdLKQXRzuAcOThpyD8letkaPY4c/cH5Ksk06ZfFNZIqUemZM//WWfufxSg7JJv+tj/wAP+KUBQi4owU4AJrQngbKQJpTVJhJhANShLhAGyiiRukIwn4SEbIBhbsmEKVNeEBHhIQnYSKQNwkITk1QShhCjcN1K4JqglGJUn6ekHjM38itr9n4LU1X/AF6gH+t/+0rb4y1QSR4QnY2QoIMSa51cmczOb5N2WE5znn3nFxPicoKAhNGPRD6ADwJ/NZA5rHoh9G8eDyPxWQBuqgCEAJ2EYQCYSEJwCQqUBuEFOwgBKIGoATsJQNlAG4TgNkYS4Qgx60f1d3qPzU2Ao60f1WT4fmpEAmNkmlLk+CVAN0o0pyEAwhJhSYyk0+aAaBlLjHJOAwhQCGnGO9/8QqYBRwDeXyeVMEogAEYQlUgRIUuEhUAaRkLGxiaQeTf4rJIyFCG/TSejf4qAImkbKQhJhAQkJpapyE3CAglb9BL+6VtZ2jv3/wDPRa6UfQyD9krazj6d/qpiB1G3Z3qsrChoxs71WVhWII8JQn480Y80BG9pdG8AZ90pzWkNbnwCZOZWszEwPcOhdgH4p1O14gaHjD8bgHOEAx+z2fvD81QfDlxrbVqqbdUyU0xfMwvjxnBldkfgFf7x77P3gvOEcNxrKN1LaDGyUvnkfK92A1veuGBsdyVK4Q2tukdBX8SXuto30dXdKuWleAHROf7rgOWR15BZ/CNkqaviGiipauJsgY2q72I69HXSRt72cAhVzWUXEFjo31s9XG+NrgDE6TvNe/LltlWJwtVUkJo7lFdm0krmB7WmB7y0OG4O2DzUNtp7HyZZsc6cS2rrQ1ba1hmqYi5jctHdEjfr9byUlLQ1r/ejqIvURY/+5cg/ieCR+uTicF+ADi3O6fBYlTxTIwH2TiKJ371A4f8A2rkk9fXz8/39Dwf+ip5W0ltLA/UM8mqWasduckBgx8tSSbh6Q0spp6ppnDSY2yRYaXY2BIOcKt6fiy+SOeIL/RjSM+/Thud8bZai5cUcRugfTOvdJPHMwtcIe7YcciMkA/JZKXi+5bcnH9/Q7V4LoGryYk2cPWzS1PF1qlqHapZJ5C4+elX3ZhiliP8Aq2/kqAdE+PimxseWE63kaHhw+r4gr0FZxiliH7DfyXqW332enjioRUY9IfLvWnyiH+8U8DZI/wD7Rf4dy3/eKlA2QuNaE5LhM3z5KQPQlbyS4QDMIwnaUuFBKGYRhPxskSwRlNIypCEhagIsYSdVIWppCAYkwngJC1RZJE5MIUjhzTCNkJMCp3udA3wc4/7JW5HJaeUZvNIP2XH8CtyBthQSMKEIUA05CAnpMBCTGpNhKP8AWFZGFBSj3ph4PKnG+VDIFCEJVAECMJQEuEAiMJQE7SpAwBGFI0bIwoII8IwpMBGAgMarH9Vk9FJhFWM0s37pQPqj0QCYRhOwhCBuEAJyRAJhGE5JhAJhACXCUICKDZ8w/bP5BSqOL+0m/e/gFK0ZygEAS4TwPBGFWwR4QQpMJpRMgjwowPppP3W/xUxCiA+nf+63+KkARlMwpcJMKKBERsm4UpCaeqAhl/spP3StpOPp5PVa2UfQyfulbWYfTP8AVTEElENneoWVpUFGNneoWVhWII8bpMFSYRpUpBDByOUDZOIwEimgNfsWnHI5VG3W1U3C1RXRV9zqTCZmyxuiaGEML3FzPPcq3+IeIrVw7TNmvFYyn1g92wAue/H3Wjc+vJeeu07jSnv9zpaugonxx0rpBqmcC6Vrz1buBjG3PmoeNzVIvjkoytmxmqbfcKGZsVTPVCtlEMcMjgQ1xdsAOYWyk4E4h1u9nuboIAcRxiIEMb0HwVXW6+xxXmG5Ss0vp8OhggGMvHJzjjHmrp4G7aKep7uk4qh9mlOwrYGkxu/fZzb6jI8gohilAvmyLIaF3A3ErQ7F4B83QDZMHBHEhzi7g/8AuQvQLDHPCyWF8csUjQ5j2EOa4HkQRzCUN8lfkwpHnz+hfEw53WP4wBKOD+KI2vDLtFh4w4dyNxnK9B92Pu/gjuxg+6PkibFIoewcFXxt8o6uurIZ4qcl2kR6TuMdFe9uiLII2kYw0fkpGRNAJ0j5LJaNkskwJBi5SD/Us/MqQckyT/tOXPSFn5uTlKA7IwkSIUge3YJUzolyoA5CblHJQSO6JEmdkZQClIkygIAKaQnJuVIEwmnqlJwmkqCUMf1UbjsnOconFCTCzm+wfsxO/h/NbsLSQDN+8hCf4LdgbKANcMZQlIyhRZJp0nVOwkwoLGPTbS1A/wBZ/BThRQjE9R6g/gpsIRQIAQAnAKAIAnN65RhKB4KLFAAnJAPFOUkCYRhLhKAgG4RhOwtffLtSWWgdV1rnac6WsYMue7wAQGVUDNPKP2Cms+o30CrKu7UpmmRkVupWDBbiSVxO/ouq4I4pj4jpHf1cwTRjHuu1McBgHB55GeRQUdKmlLlNJQgVCTK5zi7jK08LsjFe98tTIMsp4QC8jxOdmjzKlKwdIhVxw52qQXm8wUDbNURCV2kzCcOEY+84YG3xVj9SFAoEqQJ2FDBFGPpJv3h+Skacc1CDiSb1H5LFqqttONTuuygI2ecDJIA8ylVcXm+vl76ctd9ESAGk7AeCyOH+MKalmZBdquOnjkj14mk/szjI36grJZLdGssLUdx3+EmAoqCsprhTCooKiGpgPKSF4e35hTeK1MCMhRNH0z/3R+ZUzgoxtK7PVo/MogKkIWh454gPDVhdWxwtmnfI2KJjzhuo5OT5AAqn4uPuLK24NP6wMEbnfVjhjDG/Ajl8VauAX07ZM6la7h2vmrrTDJWPp3Ven6XuM6M+Iz0WxHNUX0Jaa7Ek/s3+hW1mH0z/AFWqk/sn+i2sp+mfjxVokE9GBh3qsnksaj2DvULJIBGCrFQTSSnkbJMKyZIzPijGycRslbgEZ+rnf0Rg8xdsNxlrO0O5skfllLpgjAOwaB/PJPmuDqHd4HDoug7QqiWvvslWWlhqpZXglmnPvLmNBYDvuujDK42ZyTT5Oh4d4eorhaq2rq7g2mdCSGxnA2051HPQnYY+a0dGwz1MMMedcjg0ADKwJZXA+6SsixPc680mSMl/M+OCplcU2XtNJUeg+xC/9zUmwPa/2aeL2ml1fYcB748g7mFcjeaoDsra2l4qspjjDGySPic8vLvqxn3fmdvivQDRjquOM9xaqHJzRsm4Tmg9VdkEjQlwEjRhL0KqDWSf9rT/APgx/m5OHNMkH/S1Sf8AVRD/AHlIArxAIS4S4VgCEuEhUAEIRhQSCQpSkUgRBS4SFAISmEp6jPNVZI3O6QlCaeRUEEbjumEp5Kj5qxZGNRb32Y+EIH4j+S3WfBaW273mrPgwD8VuVUlCISFCgWatInLRcbXeSx8K3G4QaO+iYGs1HGHOOkHzxnOPJQSMvHElmsNZIy718dNI8NLY9LnOI8cAFa+m7R+FZpXx/rQxFvJ0sD2Nd6HC843G5y1NTLNLI6WaR2ZJHnJcfVY1N380rWsacE74WijxZWz2BRVVLXU4noqmGoiPJ8Tw4LICqjsldR2ab2UMw+vIaJH7OLhuAB4c1a3VY2n0XcXHsUDKeAmtT1IANTgNkgSTyR08Es850wxMMjz4NAyfyUoqQV9dR26DvrhUw00ROA6VwGfQcz8Fpo+NeHnSaP1k0ftGJ4b88KkeIuJ5rxc5qupLna3Hu2u37tnRo8FFSVIfpJHPqFD4JSs9JUtRTVtO2eiqIqiE7B8Tg4Z8FWHbhLJFJZ2jW2PTK4OHIuy3b5J/BFxpaCrjkia6HVhswY73XjxI8ua7HtLtDq/g+oE1HUSYe18DmRFxDgeewyBjOSqxnZaUHHs86wNE82ZCcZySd1YnZoyom4loqS3s2y5zgdvdDSXfgFx8FC9hc0jS9p5HmF3vZUHtrauSn1uEcYiy4H3Mn3hq8wPVUct0qNNu2LZZbyW5HUc1EX+ibW1DIgXPIaMrXz3GnbAX947I+zo5/FauSRgot9Gx7xuoZK8w9pFRVHjm8+2ahL7QQ3V9z7GPLThXTxxxJNZ+HBWWxjZJXvDDJjUIB95w+QGdlSN4vM10q+/r5xWShoaJJmgnHQeQWmOnyVkmuDK4Q7ylqmVcpkZTOY7U5gJ2HiB0V79nXE8XEtnlfHkvo5BTueT/AGuwIfg7jPgqT4bt9wudHVOpZGx07RoYwEAvcdsN8MdVcXZhwfJwdaKqCqqI5qypmEsnd50MAGA0E8/MrOrk7LulFI7TKUFRFyGvBSiqFbEXzS48R+SwK221NZOYqaJ0snJrW9fis6OYRyTuJ2938lh3u9NtFjrri+eBrYYjI2NxOqTBwAMeLsBV5C4OL4qtP9HKd363rKOjrHsdI2nfUBz38yPdaDjwycKnJ5XyNJJjMj93HIzv/BYvEV4q7pdKiprKh8lRK7VI4k7n+XQeSwKV7ny77kLXHiUOUWllc+GWJ2Rl9JxbBK+sNPSaHd4NXuuyMAO6bnG6v8OBaCDkHcEdV5spqmWho7RJDvNUzey93nA0g51eRGTurk7Na+urbHMa+Vk0ccvdwyNbjLQNx8CcLJttkuCUbOtJUYP0zv3R+ZSucoHytjL5JHBrGx6nOJwABnJKlGZy3a3a5LpwbUGmYXzUcjarSDuWgEO+QOfgqas1M90PeSua3UQBq2A9Su84n7WY4nTw2ij76DS5hnkdpL8gj3W9B6qvGcRMEAEVM8vwAdbmhnmMAcvirSjNqolsbjdyZ09t41qIuKLZb7PA5spqWQVEYdrbUNO2AOgALjnbdWbf+L7RY7gKOsncZsanBjS7QOmfXwVaWLiThy2WiprKaGog4ijp3iGaoaHhriMEMcNht4jKrqS7ySzPqaiV808jtbnSHLnE9SpjjpUVnK3Z6asN8p79bpaijJ0scWOBBGNsj8CupkP0j/VeauzW911Pe2SRyubQyODKhhOWuads46Ec8r0VX1jaSjkq5Yql8LQfejp3uyR02CiuRXBsqU7FZGpcfw1xra7hJKysebZpGQalr8O8gdPNZF242s9FTTTU8k1eIpoonCCJzdnnGoFwAIHXHkOqkodSHJC7muM4X7QrTfZ6+FzhQPppdDG1MgBlbvuB0O246ZXUxV1JKMsqqZw8RK3+anoIyMlaTjS5m2cO1UjHYmmHcR+RcDk/AZK3DZWOGWvYQeRDhuqy7Xrs19TBboXAmlZ38pzyc8ENHrgE/FGWj2U5xHLLPA98oOachgcTnUTn+AXIPmwCBuu3rPYqbgSsfVVGq7V9bG+lhxktgj1B7yegLjgeOkrgXEDO4O66MKqJWfYaxnddj2XWH9fXe6ta1pkorXUVkWTgiRgBaR8fzXLUVtra6qjp6WllfNIzvWNI05Z97JwNPnyXY8H2uW2OnkmlkFbUMdTGmhyXaSd2OA5kkDb80ySSVCEXdnacD3COk4ittZWNbDRQPfUSHTyDWEl2PHYY8Vvbl2j3S4N7+3VzKCCT3o4WsaXNbnk5xByfLktNxVwrdLRwVNdawCKWpkjpRTn3nsY/Iy49DsBjnvuqjpbtU29zo3M1Nxgsd0XGov0N20j1D2d8em9VotF0MZuBY58MzG6RMG/WaR0cBvkbEZViheT+xK6vd2nWmWeCSYv7yCNse2kuYRqOegGSvWDPJaJNdmT+g4DLgcck5ASOc1rXOe4Na0ai5xwABuSVFEGuraeobVvnpWRyGRjWua92Mac4x81CHV7frUTHfuzD+KrDiPt2pKWrkhsNrFXG04FRVSmNr/NrW749SsjhXt1ttdUspuIqAW4OOPaYnmSMfvAjIHnurKySxjUVAPvW+f8AwuaUe3Fv16Osb/7vP5FbyB0NRBHNA+OWGRoex7CC1zTuCCOYwniJpPLHop5BoBcYB9ds7P3oXI/WNIf74D95pH8FvjE3z+ajfTxuzkZ9QFNijTtraRxAbUxEn9pTtLTye3H7wU9Tb4XMeRFGX42OgZWkmtDw492JQPI5UWWo22knwSaT4FaR1snbyfMP8KYKSqYdp5PkUsUbxIVqaaCqlqGRvqpQzcnSSD+K2QtkhHuV9UPXBUWRQ9Mcmm3VY+rcHfGMFNNFXgbVcLv3okuyaESHkU001wGfepXfAj+KYYbiP7mmcPJ5CUKIqmpipw3vnFurl7rj+QKhpq6kqZnw09RHJNGNTmAkOaM4yQeiknp6qQDvaBj8H7MyjbHNAS4UD24bgu1tOBz5noosBafeuteT00j81uFWcfaZw3bJ6qaaokqHSuGllO3WRz5rJt/a/wAMVMmif22kH35IdTf9kk/gppgsA9eaFDQVtJcqOOrt9TDU0sgyyWJwc0/yPkd0KpJh6gtHxpZzxBwrc7bG0OmmizDk4+kadTd+mSMfFb1wGycyMu+qM+J8FBo1Z5KtVnEkz/bmPZ3ZLXM6gjmCunoW0NG5zm07g3OGyAgg7fmuu44sleb7cq9lrqo6KSXUJe5dodsAXZx1IJXIVQlgi10+7T9cAZDh5jqspybdG2PGkrZ3vZrFaqm7mtlfI6qphqjjALTvkZJzy8hzyrPY7W3WAQD0IwVWXCPC1zFCyeWjbbppwNTnvByznnRnLfRWXAxsNNHCzOljQ0Z8l07YRxJLs5G5vK2+iRqcEwJWuyd1lRYkatRxtrPBl9bHkPNHJjHPktrqHPOAFz904mpGCWlp4Za2R7XMIbhrNxg7nnz6BWS9SEea2uM0mMZ9Fv6WnkgiYC3vZn/Uha4AkgZ3J5bKc2E0bu7b6HU3Gfmp6mJ8MUhgcwSyNAPeR6hkcj4g+YXPPIm6R048dcyNjTXWhZFHFPVMtkoILxVtw5zeukjY/BX/ANmfGtu41ttTUUYmp6mke2CaJxJGMe49uejgOXQrxrxLXVk9xjbWxiIxM0sAOQepcD5r0N2GMi4b4F9rrJWR1V1l9pIcd2xAaY/mNTviFvCCirfqY5JubpehaPGHBlFxPS6ZJY4apu8dQGjW3xB23B8CVpX2V3D9LBRCJjIWDSxzDlrj1OfE8zndSf0upmMLm1rA47A+H/FRVnElvrLTWRirgnlERLAx3vauQ+OSpcUluRW5fKyvrxe3T1c5jH0YOiNx8PH4rUy3HW36XGQNiBthYtzYYxpachoWjqKuWF0cbSA55IaXDbVg4HzXFv3M6446Rv3XGNrXRu95jhhzXDZwPQg9CqevlrdT8TVlvodTomv1R5OMMI1DPoDj4KwYNMME4qp3PkZpeZHnO5G4z65WhmoJP1tV1xcHGZwLHsw4BoGACtsU3GymSCboxuHKv9U2m4vkq2MlwWxwSH6xO2QOq73hDj+opWQQ3Imak0DcbyM+JO48iqr4mpqj22J0skTgQcaW6cDPgmQVrHOLGuwW7YXbhgmnJ+pyZJU9vserIKllRTxzQuD4pGh7XDqCniTBKqnsx4pdHF+ra06qdu8cpP8AZ+R8lZFRUNYwnW3PTfmsnGnSI9LZHV1f00uCMABVlxjxDTVUUNvfV93D7VCalpBc0Ma8lxA8sDI6rrq+pcxz9+gJKp+8MEt5lcd4mu1vPPbmoguRZzFy0x3CpY17XtbK4NcNg4ZOCM78lNZ3xitjklH0DHtMmd/dzutpPcIZpXzNjDZ3nm6MEnzymGoDyGVLAW7FzXMHvD0Ku3fBMfc3VRcaIujt0UEc80Ykf3rXAiGUtx7hGxGM+W/krn7LXA8GUgaMAPkH4rz4yhbbbgJ6ScSUzml0TgNJaTzaR0I+R6K3OxW7iqu0tqqKvu2TRGSJrhsZG7n0y3PrhU8ni0Wlk3Wi0CuR7T6qSm4SrY4X6JKruqVpz95+/wCAK6u53vhW1FzLjxBSMlAJ7tkzZH/5G5Kr3tPvdquPBEtTQSVjIJJI3UtRUQiNsj2Pzhrc6jkB2+AFRRfoVOGn4Vpe6iiApnGSRrC8uk1gBznnyBLcN5dMrmeK7T+paqNsbgYZGa/dcXBpLnADJA6YxnfYrfW/iu1sdpkkwNTnh1TG46ScjLdIONj1K1lRSS8V3Olp6epaKKmhDpp2gkai45AG2XY6HkqaeGoWSKbtepabhtfBoKNpnce8cRF1wMk+QWV+qqF5JZHUPefCQbIuFPHR1E8NE9z4KbPvvAyQOWcdScpKqY9+4xEBjQ4AAbjB/l+a6pS9DNI39poJaCI4a6SJpbJJEcAvhIw712OQsaHtB4opqmR9Nf7mBuxpNQ8+50GM+GFPa5J7hQ1VEycRy4fDHIejef5/mtLWcLXehgMr6Zs0QGXOgdr0jxI5/gmLHKVySJnNJJGy/wDKBfe7LJat8rSc4c93P5rFbxbPJV9/WxOqQf7uWRzmemnOCPI5XOEgnI5Jrir7UVs7qm44o43F4tUMchbpzG1rR8gFlu43oJHxPibLSPbs49xFM13qHhVuhV2IWW1aONqCOtbLV3SSWANc3uvZGs59RpOEy80cstHWXOKpa79a1bqiMEaXiHGAceGAVVcD+6mjk0sfocHaZG6mnHQjqFZL6xs9to3OdG97Yu7DNAb3QOD7uOhVJxfCRpjrls5PjCuM0NvpppXTSUcZiDjyYwu1BvzJ+a5eN8bZ2mZjpYgcujDtOoeGei3fEztNykGnLSxpIAytK4w8tGPVdEeFRkztavtKqJabRHbKWKQsbG5zftNb9VpPMgY5bBN7Nb/PT8f2i6V7DPTR1YdNnIbGXe73hx1bnO/guNgjE0zIoxjU4D0Hiugnru6b7PD7kLNgwbfPzWagl0Xlkb7PSPG3aFwrLw/WW9l1hqJ5wGNbGxzmtIcDkuxgclSNVbrfXOMtPNBMHOJAZICflzXJuqdY+yfVbumgpaOCN5wKp7dTnEA6M9AssmP1TLwye6PQ3Y1wXQ2mzUt3dTarnURu0OduY4icbDoXAbnwwFZAGCV4sF4khmLoKgt08niQ6h8jsra7JO1eqfcILPxPVCeCciOnq3/XjeTgNeerTyydwfJFfqVfJfgXBduNyntnZ5VilfokrJWUhI5hjsl2PUNx8V34aQSCNx4qrv0gqjuOHaFj42Oj1zTOLv2Y9seeXZ+ClvgRVujy7VOc156KBjnDqs+508jXNfpGHtDx8Rla9mS7GN1MWmRKLi+T1r+jpWz1nZhTNneX+zVc0EZJ5MBBA+BcVZnRVd+jZFVRdnLhUR6IHV0r4CW4L24aHHzGoEZ8laaklIblGD0TkoUUCJ/IqArLIym6VAsxOnNKBt4rIc3PQfBN7sKQQYGeQT+icWDOyQ4aCXOa1oGSScABVJQ0hNIVOcadtsNFKYOGKOOreCWvqKvLGNOSNmj63rkAqvndtHF5qnP9vpGgAjR7IwM9cc/TdKB6hLUw8155s3b3dovo7pbqKvA+3GTA78Mj8FcXBPGlo4voRLbpNFUG6paSQjvI/PzHmEoHRkDquC7ZLw+2cFVkVLI5tTUNDfd5iPOHHyHT4rvXA7qhu17io3Suu1pomCnbbXtpJZpCCZXuOSGjOMeZUP3LLkpWeUtbzLR0DdgsN1QQTsfXKW4PDaiZjANLHaBg55bLBdKVuYnbdm/GlVwnxBFUskebfK8NrIM+7IzP1sfeHMHyQuLiflCihZ6orOL6gFxZDBG37O+p3xT6Dii+RtdJGY2t2cHYaDjPVU3UXaeaZ3dvIYOpWfb7wRJEJHPdrGMZXLyjsVF5U/aLIZGRVsMb38vdPPPj0WVXcPcL3Qw1v6uipax7g8GncWlzgeoB0/MKoJJpWlojGNYyHDqu/wCFLk5tM2DW5rwOvXCmGRXUjVI7aqpZXyuc2MMe7LgzP1/Et3/DK1xfg4xusqiuHfN7qdpcwnYjm0+IUN+lNHCaipjyyPeSWMfZ6OI6rVqjOeP2IS4+JTdeFiUtyoqx+mlqoZX/AHWuGfkpnE/NVXJg1XZzfGF5fHKKGFwa1rQ6Q+JPIHyXDtuNRBdXzxPdG2Roa5wjEmw6HJyBnqFkcUVA/Xla7WcmQgOad8clpJa5gyHFrnDfOMFdsILZTM9zTtG8raqaUaZJmku5+4NlgS09FICZve6fWIXO1d0LclpOOQAWqnuszsjO3qixY16E+ZL3N/Iy1ukzJQU8oYfc7wasee621VxAa2QOnc44wMB2AANuQ2XBCte4bnZdv2V8KP4yvEsc0z6e20jQ+pmY3Lt/qsb01HB58gCjjD1RClK+GNq782Kke72Vk7mHA7zfHki2cd0zadzTbHtqnncxEBvlgY2VuXfsvoamkZSUVaIqdhJax8GefiQck+a00XZR7C0mBlsqHftOLSfmMBcmTMtu3Zwd+LTwk01lSf1OAjv8Ezi6rpZYgd9TXh+B4kbFau/3FrIKiRjWyNjaHtHQ4OQuzvXB0lEWmayRwRtcXa8ZYc8zqYDg+YIXOVvAtTc7dLTWetYayRm0Olz9YH2QQPd9SFxXicltTX0O2eizRxuakpL3RXsV6qauoqGzOBE4BwPs6c4x80sRLDloB8gS38QpLvw9W8MXGSiu1NLT1zWguZK3Gx6t6EeYWsdUObnC9nFCKjVHgyk7NrMxlWwGqklY9uzZD72B4dMrT1tA+nlZKHCVvIEbZH80e0uPVZVLUNd9HMNcLiNbfEeXgVpsjVIpfNm64busLoe7a0xvH1mnr55VicL2K6cZVMz2V0tHbaYtYJe7LnSnHJg2G3U+i5OCris1qNxs3BjXRMGDX1D3Tsb5nGMfHC569dovE11aYJ7pNHTYwIab6GPHhhuCfiVyY4uEm4m05bopM9I1lHw1bp6emutbBLVzERsgllBklPlG3dUz21voIuIoIrZSwUcXs+p/cs094dRAJxzOAsnsjrGSisrH26ijfHiESQRHvnFwOTkkk7YXMdrFVLNxF9LGWtjjEbC5uC5vMH8SquO3s51LdPavQ5VtXJGzS3TzznG6Y2Yuka7W8yDkSeSwy8J0bwTgc0o2O04Wiir5hSVjZHxSg6e6+uHAZGnn4LdXjhqS0H2uBzau34aXl/NhPNrwOnTI8Vz3DlQ+3y09UXhrRGXho54yQfyXeUdzeHaNPeNeNJaRkOaeYx4KkZ+hya3JPA4yXTMe38dus5dRx8PWqiZNE7RUUUJjeQRgOBOd+nksrtOraO89nlrq7bE6CCjqGQGEnPd5a4AZHPlzWDxEynj7qnrqcGAASQhr/eYDtpDh025eiwW1dtFhrrW5720lTIyZ+RlzSw7aXdFRZIp8nfGDnFSi+GVwWuccMY558GjJKsCgNDZKCmgjrGh7yC8NaS58hG+3gOXkseyXDhmgrY6inZIJovqyT6tj4gcvmpIaFt1vtbXW6mj7iJveSTNkGgOIz08TuR4ldenzqLba9DPJi47NBdGPNFXyx+8HlrPjsfzKxWQTSxzEgBoPvEnr/wAhZdc8tjqmMz3QkB9DlqwRNJJI+MZDXgkjoea5LvkvRuuGHudXVTWDD2R6sc8+O3wXQ0d27o686HMGoAHmemStZw5TmCrpqluTMSY3Nxn6oz+IP4LAuOaaqdSNbhgfrLi7pzAH5fBduhycuJjnh1I3nEcXBgtcbobbxA6/SM1zuhnb7MJDk5ALSceW3gtRaOArtdrbHWUMlJI13Nj3lj2nwIIWm4jdqqoJGOGTEASx3UE+CwKa8XKhOaO41cG+fclcN1E1UmQujqars44pp2a/1W6VnQwyMf8AxytNV8PXijB9qtNdEB1dA4j8Atha+0ziehLQ64+2Rf6OpYHg/Hn+KuLg3jCk4itBqdTaWpY7RLA5/I+IPUFZNtclkeentLNntLXeDhj8128BApoSSANDeZ8lcNa+CWiqnVUHtMIjcXtYWai3BzpLsgHGcZ6rruFeFuHKC1UVTaLYDHPAx7JK6PXMWkAgODuR8QFClYqjyHxCRJdKjQ5rgMA4O3JaKbDXe63BXsnje2cBUru8v9tsrHOGrSIGiUn0Zh3zVI1LuBrzxrZLbwvYZaZ5r43SVDqh7mljXanDQSRggeJV0wVXQhxL3atOOuFMZTk/yW24otQtXEt5opA5jY6qQNazA90uLm/gQtP7I1zzpmfj9pufyVlRA5rnOOACfIBZlZUyse+JwdqadOcp9gc6luD3tmZjuXgkamnGEnEWsVbZck97G1xPiSM5KylL4tpqo/BuNa6R2N9vipI5cDAc7PhlYrn+7jqpaIaqhgPLOSnSKo97cJTyVfCtkqZ3h801DBI94P1nGNuSuf7XeEpeKuGohRM72roZvaGQk4EzcYc315EeYwqm4f47vFisFBbLbWD2amb7ntELXv0k50k+G6zp+3C/U8TWOoKESNGDMIi4Hz0g4CjbaLKVMrW507arBcMHGAQMLVR2pjCXHBwMrPqbvDIC4Bh3J9xwB+RUMFyppHBr3PZnxbkfgufbOJ0bscj2VwvFDDwzaI6cNELaOEMDeWNAWywuJ7LOKbZeOGbbQw1sDrjSwNhkg1YcdIwCAeYIAOy7ktcD7wIPmt0c77IyEJwKMKSBqQ8k4hNwoAwpE8jdNPVQSRnmue7QKttBwRf6l7pG6KOQAxnDtThpbg9N3BdCear3ttrqel4OMVVIWRzS4dzOWtGTsOfRQ3SstFWeUKklu0gcAOQAWqkk946dgrDuFJS1tD3tO5ha4Za4dVwVfTOhlcCFOOakROLRitlc05BW64d4iuNkuMVbbKmSmqo/qyMPQ8wR1B6haEqWP8loUR7Z7POK4OLeHKO5M0sqNm1MQP1JBscDwPMLy9x3Z32XtAvlvuGqCN8z6iJpcdEsZJe12ftbHHrleiOxPhx1g4BofaI3x1dYPapWuGCNX1R/lx81p+3EyXe0ts1ptIuVxccmcwtcKVuc/XP1XHHQ8slZWW3cHlgknwGd8KF/P4Lv2dm1zp2uluboYyW6u7Y/VgZ6rg6uPuqmWP7ji35LVOzPcn0Nj5oSRH3kK1EnZ0upzgSc+I8VuqSma9jJG7PHPb8VqabdzIowA7SS9530j08VM81L5nw0dU9pi3c2RrPmMfkuaTSOqMW1aOkp7lLHD3X2W8iSsmk4kdbZv1hUgeywEtDMkF7iOnjj5Ljq6ruFupHTyS0jwOQLHZJ+a5a6XqrukgfWS6g0Ya1o0tb6AKkMW6W4vLKsar1PUXC19hvVopLlSB7GTtyWcy1wOHN88ELqZK+idaqiK8TMip3sLcybHfppB3z4c1QvZfxO+zcGSMjiMspqZDFrOGAYG56nfosC5XivnnfVVcr5Hk/WOzB5Acgt8j2rg1Uk0mzq7Q22mSolbKaqRsmgao3MDCSSA0HqBjPNdnYL9DMDTVE5NRgvjLv7xvQZ8VUMF1dLioD3d3GA1oY8OMYPPV4uOD6Bb3h6+WGU1MtzNUK5kLxS6BhoeWnBODucn0XPhjLfb6Ms0ouNLsx7zUPqq2eYtLRI4uONxufHkVzlbMWuID2n44PyU8s7HHAAY7G5bqafjg4/BYssMUgJfNKR4Fw/ivReSK4OOjUzVBJKxXOyttNaO8iL6WYuI+y5uM/ELTEOY9zHghzTgg9CilfQomiychWZwhLV2Kw0/sldV0VRVH2iTuJiwHOzcjkdgOnVVnEcZI2OCvQvDvFNjNntlJNX0rXRUsUWipGnBDB94Y55WGoTlGk6OvR5IY5OU47kYVLxpxHTjP6yiqG+FTStcfm0tKyou0qujJ/WFqpp/GSlnMZ/yvyP9pbye0WW405lbBAGuH9rTO0/iNlx924VpnPd7HcJIxnbvmB4HxGFyf40fqeip6DIvii4s7Oxce2u51LYI31VPUuBIgniLdWOeHDLT81nVXFtq4bY+WoqIKV0rtRZEz6SU+TG7n5YVLV8l34SqdLJ4WGoYWmeIanhoI+pqHuk7b7nwWLarTXXeU1FHTuDJN3VM7iNR8S47uR5a7XJVaGL+KM6gd3x/wAU0nHtqNvNlbG9m9PW1MwE0bvJrQcA9Wk/ivOddrpnuZM1zHAlu/iOeF6W4b4OhpHMkrJBVOHvOYcxxN/xD3iqP7UWUNJx9dzahHJQyyCUMIzHlw94NPVoOcO5ro02TJzuOLWQ06SWC37nEOmdq2Jwsy3GaombHBG+R5OwaMrAnaGP9zOg7geHksq03Oots5fTuyDzYfqn1XW5OuDgilfJefZ0+Kx2x0FS9ss1S7MzDuzTjGjz8yudqOA7XT3Wpnc+4T0GrvIo4Y8NaD9hzxk5HoNli8K8QU13+j7mZlU3m1jHSA+hA/NXJw9wNd6+mZcZLj+pKSNn1qiM++c83AluB6nJXnYsuTHlcmrs7ZwxzhV0VVevabFYBW2O2Vdso3ztjdVNa8Nkdg+6Xu3PLouIvt5q73CGXB4nkYPckI94eWfBW72uSW53DMlCzialutbHM17IaOF7mYGc5f8AVGx5ZKpamopqmpigYBGZHhmuQ6Wtz1JK7J5Xl+JqjiWKMH8Lv6mofSzNjEmMsO2Qs+1UkksohYwa3kanHoF3tdR00dY+OCFgYDsA3HxU9Fb3ul+jjDSfJcUtRXB2R09+pr7nTQUVJBPsCzTEwO3BaTvkemVurLWRhrTj6Q7ElafjCF+mkpMAgMc8nwJOP4LUUFwfStZC8fSMA3J2d5rTD8m5nn6uPmZdq9DvuMmRzcKzXGJkctVRjIbJ1YT7wGnGSOe/gVUYukM9MW1DakVDjlrontbE1vXLcZJ88ruqK6yyygTODm/dP1cHphcvxBwyaaZs9E5jqOWTAbnDmEnOnzHgphki3VG8MM8cOWayFjnyMY0Zc4gADqeitmah/o/wcbdEW96Gd5MWnd0jhufQcgub4c4MvbbnSXSqs1bBZ2Th5nnj0DGfd2O+5x0W64qmPsoaXmSed2lxB2ySc49AmeXCRbFHuzkHRsfBD3r/AHHESEfsMyTt5u0gJbNRvrZ5RI0Bz3Nh/cydz/D4qeena6oiBOlkVJqc7GwOSR+Oy2llcIcSEAPqXa3Z5tjGT8zjPyWClwaNHQ2q3SPuDvYHTQskdiQxkZIBwHYOx+KW8cJW2vuVRPPW1DJ3PwXRta5jiNiS0jfl4p1trHQ1cD2DA0HryDjkn4ZCjmqZjKXOwzO7mjoeq30sXHJf0Imk1TOi4E7HbRe6aerv9ZO6SOV0bIKGZrGvZzEhJBIzk+75LbXH9H2zTB5tt7uVJFg6o5gyaNvmchuPXK0vDXEVwtQmfb5YmyPYWZljMgaPvacjOOeMqueN+IeKr7eK2hqL5Ld6aJuQKYmKAg+EewGORBBOV1yTk+DBpRMXj3gOg4WcWUnF9ou1QHYNPAHB7RnmXbsHpqypOy4CKruMVbPHTMfGxzC+ZrQ4hx5EnBXEvpXipcytbLExuxAaCQfAA7eC6Lhqe02wzZqO8MhbtUUgwAP8w5qFDf8AC+CjntVrktW18Tnh+rlms9FbL/UMbqLJtbzBjmQ9h0t28RlNv3arxPfqYNhNLb2yYAZRkguBPWR24+GFoqLiYGjkpqR9A6J7HM0RBsfMYOwxv8FzlTV/qyJrxDM7uWgtOn3TjzxhT+2lFdopHPGTo03EtRK6uke+R72sAJ1OyC/fHr4qXsvnEHG9vnLNXdCR2M4+wRn8VruJ6jvawxtPI63epWy7NrhT2fiMV1dHM+nZBIwtjA1OJGw3259Vk1wzX1M3tLl9p4xuM4bp73Q/Gc/YaP4LlHENByQMrsuMrhScQ3dtZBTmi+ibGWag/Vpzh3IdPyXOuhihP0crnHrsN/nlWhF1yGY1pw660gLdTTK0EDqM7/gur4goW1LXOLAD4AcvJc/b7jT2ysNTHQRyTA5ZrcdMf7oH8crZx8U007z7XDLHn7TCHj5bFc+aEtycTfDKNVI5oWqVziW5I9FvbVaYKVrZZ3l8+NWgY0taOrs8t1tKaSlr3tNLMyQA7jkR8FqayeOq9+CQ6d86hjJDj+XRMU3J0xOKirRn1FxdguyS08iRz9FrpaxzicO5+awXjcue4ud4l2SoTnO66EYGW6oO+R890rXBw2wsMEeKcDjqgN1QSmJweyR7HtOzmnBCsHhrtJ4ls4bHT3OSaJv91U/St9N9x81VEcpb1WVFUEY97dRRKZ6Rou3ajhpWPvVomaRgPkpHhw9dLunxXacMdpvCfEb2RUN1bBUP+pDWN7lzj4AnYnyBXkeKrDssm95jxpOfPZaHJje6N32XEfJRRNn0IdscHOUwlUb+jdx5V3cVHDV4mM8lND39HK9xLjGDh0ZJ54yCPLIV2zShgOGl2DgnoD4eqhkjieqbnrlQGoB5xkehR37PBwUUTZIea86dvVfq4oucFXVOfFSUkDWwjLWsEmpxwM7uPu5d1wPBehHVETBqke1jSQ0FxwCScAepK86fpGWmSn7RrRXyMcaS4QRxh32TLGS3SfPBafiqSXBeDpnBWdrxYKOOUEODc+HUrW3am7zU5mTtyXX1sLYxoA5bYWmqICScLkhk5s6JYzhZIjqIxuun7PrB+t79BHMB3EQNRNqOAWt6E9MnAUzLWJ6lrdOS44A81Z1JbbdYKU01rp31FS8ATVUjcBxH2Wjo3PzXT5lo4sy2I7CDiCd2pskskzc6mveD18ATsNtlJLei5uA74Z2XKwyuY8e0uzLLl7umloCT2+nORGx8nTIOAqHJ2Z9dIagP1HU5wwemfJefOILVV09wuDpKeRrY5iTkHZpJwfMK9o5onk69bPTcInignbgkSAjk4K0ZbS8XR5waCHeaFetbwrZavUZaCIPcRlzPdO3ohaeYjRTRxYjdG8yA5cef8lNV1zZaRzKemgiqTj6V+XLCionA7PJ/cfj+CyG257gMtlcPIAn5rZ6DJ6cmMPGsCVPg015guVfTRxkUwaw5w15y49OaWy8E1NUGzV9RFSUg3cSffPjsdh6lbylEVNMGmobGDsS4EPA8jyW6it1M0MlqqYyh/wBSSYl+r0B/kp8iWKPKNcGsxambUSOmvtgoqZtFQWq8zdyNHdNMYaP8QznPPKx6i6V04zTcO2uki+/WyGdwH7ucfgt+1zQzTFJGxngGAY+Wyx5G08g0mQSY3w7ZoPosmz0PLv1OPuFfe3QBrq1popJGsfDBCyCOQZ32aASB5psckbNQje357uK3XEQhhtb36tcznta12Nh6BcFPM4PO/LZKsxkkmb2asOl2sYPU53WPHKXOJ1A+GStKah7ubiTyWRBK7UACcKtUVs7LhbFXcYaZzwwPeA5xOw6rqe06xUtZa23S3xBtXSNaybQP7SIDGoj7zfHw9FwNle/2hjhs1pzt4rvRcKh1O7TC+okfG5jImjJkJaRjHxXNObjNNM6ccFKLsq5hIBIVpcPWOur+FbVV0vdzsqId2F4a4YJByDsRstDB2ZcUOo2vNFA12PqGqjDvlldRY7zdODLDQW682OSQMa4t+tG8N1HYOAc1y6crhlSVkabJk07cor+JqKukrrHI6SOOooJOXeRe4D8vdPxysKPiy+Qu3rIJwD/e0zTn1LSF3cPHVguUTmTzPoH5/s6xukemRkfPCxqqOwVHvh9pf1DxJGM/EFZeXKPTOmWrx5OckP4HEVvEklzko47zBD7NBLq104Ic1vVuCd2nbbO3RbmPjiOlBZR0r6ot2Y7V3bAOg3ydvRZFVNw7byXPktGrpo0Pd+AJXF8Y3ahrAGwRTua4bPY0xaT5Z3PySKa7ZSUoTSUYukba9cbVNXA+C6VjI6bYiipB9Y/tHOT8SB5LleMIK24xUNylhbTwvYYIYjthrdx+Z8ElBRUdM9kwaJGkZ1yOG2x/4Lobk43ixTxF3evDO8jPg9oyfmMqN6jK+ys25Q2JUitJKWf3gWEdRnAT6UMoKmOolfRzvicHineDKyTHR2NseO6xp5dQOC4ZWO1mTn8Su9dHnFs0/bbxHDCykstHZLLH9XVRUDQR5jUT+S0NXxLeb9M+q4jutZXu1HQ2eUua3zDfqj5LjIAGnDTkroLUyjqYZI6yvbSOGO7c5hLSd8g45dElFJEJmRPcWEYBWtqJ2yNcMEjwJyFmXDh6upopZ4zDVUsY1GankDm46/LqtKSRnPxVSTLhuFfAMwVlQwDkBIcD4HZbu0cYXmhmaTLHVNJxomiB1eWRgqHgnh6p4luns0JbFTx4dPO8ZEbf4uPQK37W2wcJQuhtFthkq+Tqyb35T8fs+gwsMsoLho3xKcumc0LHe+LpY62hsVbTju2tLZPcZnJJLS/GRuoa3swvYeZHvt0T274dVZI8sNBXb27iOKSsa+skm055tduFsI6+lfXFntDnQPP13cx6rmWbaqRp+0TlubKnr+GrzZoGzXCkLYTymjdrZ8SOXxwrB7Eony38TvYHNgjdgkA4cRt6FdjXVFK2FsEQ1xafec4ZDgemOvxVecd8SXXhSzRu4VFNQUgd3cr4IQJWuPIgnYA8thnKY2pS5L5E1GkXL2jSUTOFa72+uhpHuj1xd9IGue9pyGgHc5IwvPVZNT17KfTKwPha1jWg7n3suPyVdjimqlqqqpuUMFynnjczva0vkfGTn32u1DDh0PLbkmiSUvEkuRO3GT1zjmumeLcjlhPad1NELhWywQbOfUaBHyHutJ1HyHn5lSu9lMsop5O8Ln93E4fax7pPxz8lxlHfaqiqhM1rJDvqD8nIIwRnO2Qo62/TVMu0EMbPshgw5vo7xWSwyTL70d9a6pr6sGQOyIgwxgblwAAbg8twFiV0zqW4lwnMsT3aXOzsSeq0NDf4p5nGtcY5nN0mdo3PmR4+adVN7ymZ3czHjIwWggAj1XRjVStlWzsrdO8Se5KI37SMeeQI55+C0XGcD4K593oXCOOqaO8aNvfGBnYY3G++BsViWy5mYPhEhBacFpO67ThC9yWq5w1Aw8N2exwy2Rp5tI9FXJqZY5rb6F1hWSDsq28RVcc/9djDHvw8EOa4O2xkFpIPILXleruNeDLVxZwlWOsVmo23SWJs1LOyFsLnHIIBcAOYyN1XUf6PfEpozIbpZo6lzP7Bxe4DP7WnGVosnmfEc+zbwUbKWh2kjzwQn09XPTuzTzSRfuuwPlyVkXTsV47pIXsdbmXIAe66mqmvIPjg4PwXDXnhe/2MuF4slyosc3TUz2t/zYx+KsmCCaofXyGWYN7xuNTmNDdYzjcDbPmmT1jhEQw+9J4dGjYBQSudFSNaNnSe8cdB0WNF78pOcNG2TyAVkgbJs5bHjUQ3G+6b7U3od1r5H6zhuQ0cglacKSDO7wuBx+Shx4lRse5xw0n0CkDXNzq28lBI6JzopWyRkte05DhsQt1b6+N0PcVBghjaCWODDtnnsN8nC0JeDtlKx+DzUONkpmzlMJkPdTQu38XNP+0EMa5/1Ynyf+GWu/IrGE7C3S8AjqsSdrBh0bsjPIjcKKIM+R8MR0zNmjd4OYQmiWnPKRx+C1/fSFpa97nN8HHICfHISNI0keB/gUBmd60fUDvilExxtzWE1+obbeSJS4RFzQ7mAXdBn/8ApQDYU9SXSDPLKZXe7WSEfa97/n4qGiH1R181YnZ1wRQcbNuEE9xnoa6la2SPRG17XsccHIJB2OOR6qCR3YDVil7VrE5ztLZDLE4nlh0bua9P3Lhq111dNcaC4VdtuUvvSVNvrNGsgc3xOyx2w6t+KqLgfsdr+HeKaO7NudNWwU+v6MRmN5JaQOeR18V33EdfHw/bH1t6imioy4QueIxKMu20nSTzWU5NPgskdfQRVUNFGy4TMqKhuxmZH3YkHR2nkDjnjZYnEF4oLBbJK+6TCGnYCR1Lz4NHU/l1VN2i3199kjdwFXcSWezxO+mnlqJRG7b6kMbz08uXkue4kkqZ7zfOG56yuuEs1zoaCKa4SmWZsekyTAE/VGQ3IA8FZSTRNHoKy0Ulc6nvF1LHPcxstJStOY6ZrhkOJ+1IQfrdOQ8TD2h2uivHCdey4QCX2Vhq4XZwY5Y/ea4H4YPiCQmG/SsDWMZTuaMMaMY2A25HwC4Xj3tZs9Lbqu2Q5qKuVvdyOpna2MaeYyds422PVZN7rSLrhleV8J+uRjK0srMuKiuHHNFMxwZRVAHTLmrRTcXs/u6F2f2pf5BckdPl9jreaFdnS0BZDUxzSZ0RnWcc8DdZcnaFb2EuBkqA4/WjjLHDzLTsfgVX8/FNc5wMDYYAPut1H8VqhI2TJIDXE52GAuvFhcV8RxahxyNNFk/0spKy7Okke72Tuw0Pc3AO5JGOn/BdDSXu1yNAjqab0Mjc/iQqX7vDdWAR4hIDp57eq18tM5/LRfkNTTSjMTw8fsYd+SlbU0jHYeXA+DxhUJFM5h+jke391xC3FHfrnT7RV8+Puvdrb8iqvGVcC62OhmGYXsJ8Ad0KtrLxW18zI7pGxoO3fs2x+8P4hCpsY2smDowN3Nb6DdSx1Ab9VkhA6k4Wop7hGcCUaT4jksxk7XbtILei+jPjsunnB1JG7p3+0s0yU7XRnn3hGD+C0XFHCklQ9tfbHvjlHNhlLwPDSeY9Dt5rOp6t42aQPMrZwXOJjf6xE1+Rj6PIyplGM1TMsOozaWe7H/AyOGOyXtAutNG+dlNRRO3EtdJpcQf2W5J+QWr7QODuMeB295cXxTW5+AKykbqiB8HZALD68+iufhTtbs9o4QJ4ikqGuoy2GIRU7nOezGGgnYZ2O5x0XL8RfpBG5RSUXD9hpmU9QO6dUXZ/eMLTtvE3Yj1K8eanCTVH2+n1Cz41OLPPjK01L5GSVEk8rt9TnasYWNIxxJzzVsVtojNsLpoodcbMao4gzn9bAHIeS4qqteiVxhkj0eB2WEp2dKTOdhp3vOA1bmgoBs+UYA5klZEEbYX5JaT5KKtqWuqII3Rl0BcO8zyIWLnZeEeTdNnNFBE6kpXzOkaXNe8aI8Drk8x8F1HCQrC81NxcPaHN+qwYbGOgC5GKWSWuNRNK2WIDXoDcYI+q0+Q8l2lruMEVPI+okDZA3IB6lcuR2qOqK2mwu9/lttZG3vXaJG6mnVz8VmRcXx1UUVNUaZYGxhpilGWknJO3xVJ8b8Ry3O7tfTvLY6YFjP2vHPkltN3lqBs097kDQzJ+XVT+2ko2innxbot24cMWa9e/Rzz0MnRv9rEPgTqHwd8FxV44Pu1ma+argp6yha7/AK1AA4NHi4YyB4k8k60cQSxHaQ7H5Lt7PxQXOAdnOMFwWfmZIcM6MbUXcTjG8J3WONjnQ08ETwHNeJAWuB6gtzlSVPB7Axrq2oLhzxG3H4lWOxh9hlNiNNA94J9mnaTBqPUAbt+G3kq14n/Xb5HUd5llDZDn2eNgZG8/s6d3D4lbQnjfqa7tRle1Ukc/UQ0TAKakqInYcfo2Eu04655dVtbDI2mIYXkjORnooqThasgMZrY/YoHjMetuHO9fuj8VhW+oY2ocxzmnScZz1BUzTa4OZx2Pbdmr4wskNurWzwf9WqsvYPuHO7fxyPVQWvhx9ZXRUsre5mkbrHtGWe7jIOD5cvFXBwlaG8QVdNE2jiqNDw8TyMyyAjB1A/e2G3XrsruuHCtjvk5kvFpoq2V325YgXn4816GDUPZTXJ52bEt1pnlp/CFopKOshNRNVXAQPeGUzC8swM6i0ZONupCrwvxGMdRnZe17/V8GcFcNXG3yT2y0NqKWWIU8JDZZC5jmjAblxO/MrxHuYx4DDfj1Vtzl2UUaJ6OsnpC400z4wTlzQdneo5FbkXykr2OZe6JkkjnF3tVP9HICSSScbO3K54N1Dbmkd7rXeiiiS4eG/Z7LYGw2+XvW1BM3ekaXPB5Z8MDAUMlTreXOO6wI5iyhpGN5NgYP9kJgl2JK8/IrZ34nSNj33ngKWOt0cnn5rSvqdsBPgcXu5lZ7DR5PY6mius7QWd4dJ5DKnubReLHcKF2HOmhc1g/a5j8QFpKX3SCOY5LbUjjG9jj94fmi+F8FOyjaeLE+JR/Z+85p8unzWfSS96ZHO+sTkqG5CRj6mZzNInqZB5bEkgfNMtTiZXNPUbL1e0cFUyecDV4LHxhZNTP3NSWd1FIC3DmyNyPh4LHm7tr2iLOhwyATnT4jKqQwBW3oKt8cQh22brAIzlabGVk0U3d1sD37tDgHeiImzZPbM+XvotLHs94NaMbeBW4o73HTwa6hxa5vIY3J8FiskYauJkDmufK4Rd2XAZJOBz2VucI9lrYo3Ov+ir7wD+rRgmNuOpd1Ppsq5ccZdmkJuPCLg4AvdPduELTV0dM+lgMAY2F51aC33TuPrDIyD1yuiFQSeQ+C4W68V8O8G2yJt0rKej0sDIaKBuqUgcg2NvIeZwFVd+7Xb1xHVS0HDbm2GjDcumf79U9vl9lmfLfzVYx9EVZd3FvG9h4Sj1X64RQSEZbTMHeTP9GDf4nAVHcZdvN6urJaThyJtooDkPe4iSoez/dZnlgZPmq54gpxa6mSZ7H13tBJ9qmcXvc8/eJ653yi1WKGXh9z6hxbNOQ6N4G7WgYG3UE5KvkrGk2yIJzdJHHXCTvJXO5b52WK1w5cgthc7XUUZc55Y+MH67T/AAUUdNHpydRJ8CrKSfKKtNPkxWkknQPj0Tg9jPru1Hwby+amkpAT7shx4PH8kx1NIwZDY3DxbupsDTUvdtGAweQSAOJy4klAdJjbT8E0ufncpYH5KTJ8VHq8SUavDKAlDtualgeN2vPuu2yViavFOa7KgEjstJa7mNkrTstvYLDUcR1YpLbJAK3QS2GZ+jvMdGuO2cdCn3XhHiC0l3t9nrI2N/vGx62f5m5ChsGo1fazz5pY6yTuJaU47mRzXEeY5FI3ZpHJwPLqo5CWuBGCfTChko31ut8bnNc6Z+D4DC9Udjtno6DgW3zQUkMU9U10ksgHvye+7SXHrsOS8m2uuZG5jaiV0TGnDnBhdj5K+abtgtdssENDYKeaoqYoRFB7RGY448Dmer8Yzgc1mozs0e2uC1uKuLbfwrQiauL5JpAe4pYsd5MfLwHi47D8FUkHabcoeKG3u4UVHXOY0shpXuc1lM08+7I+0RsXkEnyVYVPE1VcLlWXC5VUk9RM7T3j9i5oPQDZrfBo2Cwaq6GYaQSMnbC78OCO3dM5J5WpbYntXgriG38cWNtztYkaWvMM0Ehy+GQDOk42IwcgjmF52/Xlrs3b1xHd79I72OiramSKONup8soYI2Bo+e52XK2TjOp4e4LuNos9TLDUXeVr6uZnumOJowGsPMOdk5d0AAHiuKfPGzIiAaepGST6lckscdz2m8Zuiy+Oe1e58QNnpqWKO326QFvdxgGR7fBz+fywqzmqAdmjA8FiySOd4qDX5qygo9Buyd78k7qM5PT4qEu57pAT0KkgflICRyKTW7qm5SwZEcpH2ipu9c7HvcuhWE04UgfsoBsY5Y3NGuNuf2RgqXuwN4nEjw6rVxvOrmshkjs8zhRQNv7FWRt1PpKhrSM5MTsEfJC3XBt9qY61lFJK6SCQEMa7cMdz2QubJlcHRtHGpKzWhPjkfGQWuITEL6g8hxUlTNpTXQhumVgH7Q/ktrQufM3vI8PZnctwVyyfFI+J4fE8seOrdiq7Tz83h8JpuHDLFht0F1pZqSua72V7RrA2dkHIwehWrpuEaeii/sP1gW7fTSFjT5ANP5rU27iOeCIQzs7xg+0Dh3x8VNVXAVkXuVbmNPNoOCuDVb7uuDv8N0q0uNx3W3/Ayb1e5aSE0ZkhpmtaGdxG4yYHrz+a5A1FVUPPcRyzjr7hGPitnrrG57ieRzBy1boFwqsaJ3DT4OauBxT7PUTro1ZqZ4XFslK/PkCfyUlPJ7XKBURyQ07QS8uaQT5DK3cT9UWWlu+2QMKKV4DZHRgOPLUd87qjxRZZZGjHpJZaqsGiEQ0UBGluMayOQ9Fk1zqmrldH3ZZA1jvfdtqfg4+GcKGOq0g5LicbKSGpAGXbuO3oPJVWFIu8zOWHDFwMeWmFzs4I1/xITqSy3mncXU47l5x74kA0+YI6rq/amkHCY2qa5ugEEZ5hbGJiWayXSsldFAyF8zG63/S4LgTzG3/OVtm0t0te89DUADqwax+CzeCa9kXFNP19yZrgOX1f/wCl2l1ugjDizGV5updTpHfp+Y2zjrfxf7O9rCXtPgWkLtqO/wAU8DXyhpxuM8x4kHoVyVdfJXkjVnO2E6x0F1upkdb6WSpLctADg3U/npGSAXeXNYKDfyo33pdkF0Y7ia+VVqmutHbaeBw+knfiWbr7u4G22RlbCh4O4JsH014vFJLpOrE9U1+T5MZlcPxrR3Khc+gvlodR1E2Xu9pZ9JnP1tvTxxjouAnd3MrmQkAN2yANyvTxxtVI4cra+Xo9E1fbLw/w/AYuHbZLXPa3DHyD2eBvw+sfkFXvEnbBxfxATTx3H2GnkOBBQDugfV+7j81WDnFxy4knzU1O7TLEemVtsro57OnordVTSSyRT2uuqJYy0x1LnawT9ppdjLvA5WjuFNVUs5jq2dzI37B935ZWXKNvRRGeQxd25xdGOTXbgfNEDDYyYDLSzH7wRK5+h3eM+IT9GDlnu/upkgk0n6Rx+KkgsarmYWROi3Y5jSNumFj6yQp6iNrYYIWn+yjazOeeAFjBjs7clwNqzsXQ5jdRCzqRvvYA3UdLHpGfzWfAMHluqORYy6dh5uBCdBWx1WsQOBbE8ML89fLx5LXXqqfTWuZzMBxAY31JwmWClgFrZBI3XGd3eJPPPr5qtWrNEjYUHZLxDx9e5ZLLBT0Nmp3Fhq6p5DDIfek0tGXOOT4dBuugP6OHEttndLFWWy4x924aYpHRODjy2eMfiri/Rwr46jsotZD3PqBJMZy7nrMhP5YVml2V2rI1wjgkuWeCeMOzviqy1Pe3GwXGOFow6ZkJkj589TchcdJhjxqYHhp3aTg/zC+kok0BxL9LQMk5wAPEqgO2ftG4ENPU0NNY7ZxHcSCx1SYWiGE/+IBqefJvzVozb4K0eXQynkH0cssR+7K3UP8AMP5KaCildMwRlku4J0PB2z4c0ooHE4DtgsqlpRCScBzj97dapEUb4R26OJ4qzSeBDcanZ6YGStW+qq4nd1aq650tKBjR7Q8AnPQZ2CyGt90Y0tx91gCjLMczn1VmiyIYYsZJJdIfrPecucfMncrNsXu36oH/AO3afxWvqqyKlHvEud0aFLwpUvrb+Y2xjvp4+6jaHYyQC7G/UgFKrkWbe6yNrrlR293vRA99MM8wOQ/NZtdPoY2GL3WMaGgDoByC09pe+Waes6zOw0eDRyU8xleHOEbifRcGoludHVhqKs0fEz80zW5+0MrVRfUHothdaSrkbJO5hEMeM5264/isBgw3C2w8Rowyu5DspORz1SFwHM4RkEZBWpkRPaDk8j4hQSAs3IDvNZBTTuMEA+qsDDOCUY80EEEg8whAOETjE6QD3QdOfNI3mt3baY1Fr0yNLIi45fnn6D+KWPhutqqaWspYnijYcd7Js0nwB6qZLarITsxLNNNDc6V9M5zJmytc1w6EHmvUHDV2bd6H2iF+lwOJGA4wfH0K86WqgbSPL3P1zYxno30Vi9mdxfT3wQOfiKZjg7PIYGQT8lyZJ7nSN1jpcln3Dhy03Zhbc7dSVJP2nwjV/mG/4qsO0rgrg6zUD3QT1VJc5GaoaaOUSggdXNdu1vnn0ytrxr2n09BE+nsL2SSfVdWObqY09RGPtkeP1R5qlq64zXKeaapldIXu1PdK/U958XHmT+A6YWuKEmZNoRr4IwWQgSyOPNw2H/Ph80kUrqavZMDl7I3Hc8zy/ioGZZG90Y5b55rLsFDPdrzBR08bpqioc2NsbTu8lw2C6ZLbEonbO0hpuA4+EXe1y39/FjICGw6Aym152OcZIwc+a9BcAdmnDnCPCr7heaKC5XQ0bqiokq4tQZ7mosYDsAOWeZXEdsPEElTwpQ2y88H19oqRWUzYqqXupmOjYcFkb278hs0c13l97SeD7tw3eaSkv1NDUy0c0UcFU10EmoscANLwN+i5nkk+jVRR5EqZw+Rz2tDA86tDRgNz0CxXTDHPZMlfsPRY7nDqVsijJ9QPVNyAodY+KNXj+ClsEh3SYTdSNSqBQlTC4bpQ4EIBycNwow4YStKAmj8lkxjbdQU41OwOa395sbbfQMlnqXCR42a3kT4AdfVGwTcGQPqL9E5v1IQZHHw2wPxKFrrDf6q1RuZHTQPDjlzjkF3qULizY5TlaOnHOMVTNohCF9WeMCEIQAlCRCAyIql8YwDkJ76kSAiQZ9d1ipFz5NNCfPTNY5pRFNW+Au7ojS7oU01YL9bS5rjzHTPimPha8b5B8VivgkaSR7w8lw5NLOHK5R0RyqRkmqznPPySCqd4rBHM5TwFzF+zJNSXO97JSmpc7IBDGdccysenhknqYoKeN0k8rgyONvNx8ApK2lmo5+5qg2KQ9C4HHrhRZZJs3vBUum41c4BLmM0tPhnGVvLxcoaeIy1czYmdMnc+g6rmbTNTW6N3e1rGOe0atA1O9BjPmuu4Z7PmcU15r7vLI2ibgRwt9048zzyeuPmuaeJTlbN45NkaONNzNxeRBVUtvpg7SZKp51v/AHWNy7/nmu54TqezWifHS1cl6lmn/t61uYomEDY6clxGfLwXe3e88M8B0jIKK20ctwe0CKniiYZHDoSce6PM8+gKp3iRlddI6jiCso4YIXyCCMUkDYoGv3OkYHvEAHOMnxIWijGPCKqU5FtU1bZeOODbtRsN8nbbA2SN11njlEWdWNDgNQHunmcYXmy6W6AUr62hkzC2XupIXHLoyQSDnq04OCu7o7mKKyS0VDJ3cVTplq5OsmnOAf2RvhvXOXZ2A0Vs4bF3j4rqKR5dTUNGalpxzdrGAfhqV49kSg1FWzisBSZAijI55KfJCyP67xnwQIy6Fobn3ne6cc1q0YWbT68YcORGVjOGCVkUukwlrXAhh056LsLD2b3a9UntUskdvhIzGJ2OL5B4ho5D1URi5PgplzQxLdN0jg0hPuOPgFbND2WWx0Eram91PtLBvppw1o+BJJC09b2V3aKqkZDWUUlFj3ahzy04I+5zz6KzxySOfFr9PldRkY87tcneDYOAP4Jkcj2eYWZcYGd59G7YANzjngYWAWPbseS8uTVnuJcGzpKgaQDutlEQeS0dMRkArc0bgcLKTLxiYV/oJq0U4Y8NjY7U4fePRS3CWejs0cFFSyS1Aic0FmNnOO23PkcrbS4MXpusl1LbaGGlrOI691HFJ78VPCNdRMPJnQHxOFbG3LgrN7S4/wBHS2SWngh0cj9QkmAYP3W4JHqSfkt7x72qcO8Ha6aeY3C7AbUFIQ54P7buTB67+S83cU9sNwkoH2rhoOstqaNOiGTVUSgfflGzR5N+arSO4TPc52QzVkkgcyeueZPmV34sLlyzhnLngtDjXtJvvGlfBSXipNFZ5ZDrt9E8ta1o/wBI/m8+u3kuDv7YYonspSHU5xpJ2LD4Hom1M3sNsghdKS+o+mLW4+qPq7+ufkm2ahqL3UupqSnkqH6HPdHG4B2AOYzttsuuOOCizJt2MirIHRNcXtDsDOSmSXKFh2cHeixbvaZLXE1tZ3sNYX6TTy07me70cHHYhFxs1bbXkVDYXaWhxdFOyRuCM82nHJVTj6sm2Sm7avqRvx8FjVFwneCGe55g5Kz+G+H7jxFWimtjIi4DU58sgY1ozjPifgCrq4L7JbLQuZUXom71Ld+7ILIGn93m74nHkkskIhKTKAtVvqbtc4aSlMbqiY4aZpmxt+LnEAfNdNZbXUU/EZttmfV/rlzRSd26NjvpXZZMNQJAYG5Idz9FfnEnZtwTdGulqrU2jmcfr0DzGf8ALu38FyvZQbbZeOeLbNbI3NpYABTyPw6XS12l4LsdSRnHgsXm3Lgso0bJnDlZZ6GClrOHrfeo6aNsMT6OfDmtHUxO0lx5n6x5rR8Vz8Ost0kFstNVT3ZxBPtbDTmMDmGsOx8Ns/FWs6Nrvec9ocdwx2xUNTTe0wuiqWNmgx9RzRIPkcgLmpM0UmUXb+HZ79QXGJ0rKWSKkFRiZxzLqyYw1o55LevLZVxggnUCD1B6L0LdOALRV1sk1vqKi0TNaND6Kcxhp6nRyz6YVDVtK+mZSSzyaxVsdM17juQJHMJPxbn4rbGqXBWbt2YhqITPJFBC18f3pQNQ8spJ6SRsAq42gQPeW4B2afD8QsQDTWSgKV2XMc08itCg0u8eaQHJSspZNIMYyPA8/wDinCJ3UEKQYtSNLgfFRDJU9Ww5YPVQt2ygLI7NqWzVjWMulQ2SZmzaVxw07/a8fTkrHvFfRCmfRsjjl93T3QGGAeG3L4Lz3TsBBIGXahg9VtqS5XameBT1M0cONtZz8s7qs4uRKdG7vdt9iImhqBGx592MjVqPg0c1pqi4TRxOicG95J7hYHHAB6OPX0+axqq4TvlkdJKZZhGQ6Q8/QeA8goYogKeGR7yZnuc7T4NGAD8ST8khjXqWc3RDVs7+oL5HFxwBz5Y6Dy8ksVM0AkHl5LJqGU5MbKeMxujB76Z02sOPk3Gx57ZKwJp++yI8si8CfxPmumMkuEc7i36k3tUYhkiBd72PeHXfkrY/RysM1fxbJe4qc+z29mmKST6nfEEAkDd2AScDyyQtf2XcLmk40ssXE1uppoLhRT1EdPVs1e6AQ1zgeR2yPJXBW8BcM1DnSUkFTaJz/e2yqfCAf3clv4Lny5PQ1hCh/as2nnr+DrfSuD6uovsJmqHR5+oCdJxgbZzpHJd1dbHablTVEd3paeuEgc+SWribI9xwfe1EZbjpgjGFSQ4dquHu0rg2Ct4lqLnazNPVxtrDj2YRsy5x3Iwc8xjkmcUduNQytkh4apYvZWHSKipGoyeYbyAPgVjT9DS0ig6ggFwacjJwfELFycrp6qrtdXVPlqbO2IPcXOFJUOjxn7oIIA8sLCrKO0P96iqq2E4+pUxNd/tMP8FumZmoGejSfilyfAKR9JICdJa8eLSoHN0bOa4H93CkDwfEoyPMpoIPL808c+iAQY8EoKdgdSm6mjIG6APQJzd0jTkck9h3QGXR4YQ/fLdxjxWzqKqaql72skkkcBjVI1xwE6wWOvuzZTQRa+7IDiSBjPLmVlVlkmo6l0FxbI2YAO0lwxjoRjZZslGIySkA94Oc/lhjT+ZQsiO2w5ydfpqQoskyEIQvozzQQhCAEIQgBCEIAQhCAY+Nr+Y38ViVNNLod3JBzsByKzkLGeCE+0XjklHo2fA0bKM1l1rGDubfCXYds57nbBjfNx29Mrl7jJLX1Us73/TSuL8NAxknOAPBbcE6S04LCQS0jIOOWR1W7jvkDacAW2niqWtDWPg+jYfNzMbn0IXBk0c48x5OnHn/AAc1bbe6lqNFWAZG4dJ4Acw0fmfgrFvHaLTwUsNJw2J5Kt3u95MwNbAORP7R/BV3d63uYTpJL3nmeZJ5laWZvcUeHOIlmIyM9PBcjjT5Nd18nVXep9juDZKyWCruMrszMyXhueQe8H3neIGwC2sPEkde+lpZ6eGooWuazuzCGsIOxdHg5bj4bLg45mU9MwSS5c12QxuMg89/FZEFVJWsLWiOni1e+9gwSfDbdx57DZUa9y8Lk6RtKp8J4hqqe3B5oiTu5+RG0Z94Hqu/tVuj4S7Irg2YYrr0TEM7OLcE/g0Fclwzbva5o3Ngf7K1wMhxnHgHHq47DA8QOpK6TtGguV7vDbTboKmsqrdRhjoYm5AmlPvfENwFWMjpnijCk3yUx3rZBmWMavvN2J9eiyGVbnzNa0BjBy+Xj8E26WuutNU+muVJPSzs+tHKwtIXR9mtkiut5M9WD7JSASv2+u7Putz5nn5BdEFu4POzZI4oOcukd12bcI0ttpI7vdg2aplAfDTOb7sQ6OcDzd5dPVd1U3SR7iQ78Vo6yvMjiAds5WI6sI6rvhBQVI+K1WonqZuUzZVkskjhLE7TKDkELX1V6e6F8L2iOUDS5vR3p/JYc1c7lqGFq6+obON/r+KmRXEYdw1ay+PAPUEfwWC2Z5fiSJwH3m7hTvfnaTLh0I5hQkcy33vMLz8mlhI+h0vieXCqfKMiARuPukfBbOEFuMcuhWnjJ6DJ8Ss6hqPf0O6+a4cmjmuuT2sPi+GfEuGN4ou/6strC1xE0xLWFoyRjmVX1TcpaqaSWdz3Oefec5xc53q47lbztBkc64U0BBHdRat/FxP8lyYO+AunS4tsOVyaZp7nx0Z8UseDiMZxyRqL3NaxoaT1Hh1UUYMQe4gOIZkZTYCRE+R27n+63+K6ejBL1JKmofUzukJyTgDAxsOSvfsFsLKO0VF0qWD2muGiIOG4iB3P+J34AKlLBbH3GuZExkjmD3pO7aXFrc7nA3V82m9PkjjpqSaFkDGiNsVM/ue7A2Ae53vt+QJWWaVLajSKs7q60FqqYfZblTRTh/Knc3vC70Zgn8F567SbNQW3iS401tpnUEcT2tFOHBxB0gnIBIG/TKuq2vjwY4dcxd7ro6HLGHyfKTk/P4Ko+K3UdfxFcWPqqWhPfODRG0ujyDjd2NwMcwB8VzRRpSRsuyuwcP8AEfDr4rwWC5xVBc3uA81UjCBp7vGwAweh+HNdhJw/xJZCXWniFzKY/wBjRXce0Pf5BzBqH4qrKW03i0RRPo5xLHFktmoXbnzzzXb8PdodaKOWme2mZXDH9advNOSQCHvdsHeGee6mSkuxGmb7+ltxtTYWcW8M1lM2QjFRQvFQzbmdGdQ2zsuN4NvVDJxXaKumqGe1V1VcIqmMZD2tkdriLhjyCt6kdRtj7+NkjZJBqc6UF0hz4u5/D8FwXaJS0NJBS3qmpAyroq6CV04YATGXYcCR5kc1Ca6IZ3ElVoOz2DPPcnPqtfV35tOHaCZpM4wz3QmSgVLnBjhI3OwBysGWzPcfdkYxmd437j/gqhGvreIpTHVPqWNeBG9wa8YAw0rg5+Fqe8cH2SohqBT10FEGuEn9k9mS/c/ZIyfJdbxnbvYOGbtVB4AbA7AY/bcaeR35nxWFfaBlu4EEkRLWCnhj3ONZIbsPHqr43bREkUtVju6x+gg+Y5FPp5WvkDS3BORn4J9xZmtdpGBpB2TbZFHJcqVlRIYoXStEkgGdDc7nHXAycLocGjNOzoeA+E7txdeW22yQF8n1pZXZEULfvPPQfiei9U8N9jfCdrszaS50Ed4rHD6WrqdQJd10AH3G+XPxK67gjhuzcNcPU9Fw1EwUDmiUTtIc6pJH9o532iR8ByC3vdnC5ZTbLpFKcSfo98MXEvktNXX2uU8m6hPF8nYcPmq1vv6O3E9Jqfa6u33OMbgMeYpD/hft+K9ZGIoEXiiyNE0eFbvwrd+FYsXay19M/O8k0B0f5hkfis+0XDhybgO7xTU72cTtkjfFPI7U2SPWNTYwNmnB3znPj0Xt77JYd2Hm07g/BVL23W3gCz8O1FffrNR/rKdjo6T2Rognkkxzy3HujmSQfDqtY5E+ytHkJu3feY/iFmUuZXwNYDlxDWjHQf8AHKwWDLZhzOMDz3C6rgK2S3K9vbBGJDSQulw44GRsMn1K3T9SDQ+wzNqmxGOSN7xI4g+8eW5wPmu17If6JW2unq+LaloqRp9hbNC8RjnmQ5GCeQHQc1orm+WLiR7GPfG+FjmtePdPPn5fyVtdl1e++u/VNbbYrlB3X001SxrhTtGdIBIxpJOzBvnJCwlk4LqJkV13oLj2q8I1NsraeqjNJUROcyQOwfeIzjl8VYzhJp1yR5B5aDlVveOFrdwx2ocFPtNGylbWyTtkYxxLHEN2wCdvrclY1RADuIyx33mHCwkyyKT7cLjIOJLdFA50em3vY4Dnh7yCPiAqtdyVgdtbZW8ZNe+KUQ+yxxxyPbgPxkuweuC5V+/GCuiHRR9kLuSYnFMPJWIF5clJHI7GCc+qhz5JQUBKYoX/AFo8ebThMdQh29PJv91234pzDupW7pYNe5rmOLZGlrhsQRyQOS2k0Qq4SDn2iNuWO+8BzafhuFqgVNkDwpImZKiatvZLZU3Kq7mjiEj2t1uy7AA8SeiAzbZeLraoXMt8zoYSQ44xucc1kS3mWsm72udLLMQBrc7Ow6LNdbnUuBUWG4NHLMFSJB8lNT0vC1TGRUz3y0VAH97Sd7GT8Nws2rJRhxzNcMtB+KFuqG02mNk9Q24Vd0pKVnezCkonx6GZxl7nnDRn1QoJNGhCF9IeaCEIQAhCEAIQhACEIQAhCEAIQhAI5oc0hwBB6FYdZQ9+5rmvDC3llgcP5rNQqTxxmqki0ZOPRrbtaaKGqhbQz1VRC2LXPNLEIxq+6xoJPxK33DPDk9cyMFpgpACdZHvO8dOeXr0WGth+uK/2B9H7Se5fgOJALtP3c88eXkvOzaBvmDPQ0+uWKLVcv1LD4RpoXOlr2Mjjs1s/sC76s033/MN6dSTnorF7IzTVVnuR7gVENRO50s0o3mefrEHmOfj+SqLs/paTiGaGh4i4hFPSU/uwUDnd2JOudR93O58zkqyrr2n8L8KQR2uwxm7VcfuMp6EYiafAv67/AHQfVedPHKDpotvWTk3vH3ZTQca22Cnt1dJZ5KVzpGsEYkic4jBLuTsYHiqUt0UFos8dvowBGDrdIB/bO5F59cbDoE7jfjLjG+SUdJdaxtupKyXSLfSP0e4Oesg5d6ElYlTKScYADRgAcgByC7NIu2zwPGslRjjXqPdKM5JJUT5c5WK+RQd973Ndlnz8cbZLK8jO6xXuyp3+8MrHfjdVkbwRC/dR7g7KV2FHhZG0RWuGfeBz4jmsuEasBzWytG/u7OWFg5UjHeaEs2FZRUVxjEdYzW0bB5BD4x6jp/zhcbxBw/JaKlndh0tNN/ZScwfLI2yuwpqh42eA8ftD+K3tskhMbo26HRP+vSzgFjvQnkUp+hrg10sDqTtFOyggSNBy4MDTgeJQWfSMjyAIxg+vVWjcuC6OvM9TZZG01XjHs0+dAOc7HmOXXZcxYuEa+PiW2094pTHBJcIqd7ZD/aZy44xzbgHJHiFk4tcyPd0+qx518D5LG7MbB+qOH21U0H9ZrsSnVsWx/YH5n4hdZV0FJcNPtlPHI4DAe4aXt9HDcfNdBIxj8vmBaCPoxp2x4LCmjEYJcDGzGxyMn+S4pS3Ozujwc3V2WroYC223F/cEbUlQTv5B7dyPJwPqqGYCW6nczufVX5U1eiXEThHnYuJy4qipo+7kljJ3ZI9vycQpgGNpq6qoX66SokicPuuWxbxVJKY/1nR09W6MhzXlulwPjkLTSDmsSUbFaIpRadv7S6cMax5lp9tJAGR81ta6/wBt4g4ZutD+sY+9qKdwiY5vN43aM9NwFRrsZSeYOFDimTZ6n4euNFPbaJz2wsrTBH3rXPw8P0gEfNbV1S0jT3ZJ5e/v+K8lQVlRCcxzyNPk4rqLJxtfqB7XR173MG2mQ6gR6FZvFZZSPQ7qKmqNTZqdr9Q3ZoDwR5g/xVZcUXS21faVHbb9G99ktjhG+JjiGOk05GoZG2T032XZdm3HFv4jfFbqpjaa6O2AB9yc/s55O8jz6HotT2W2C38T3zjeuuttp7i2W593CJo9ZG7ydPUfZ5KIRcXyLsqPjy3UVu4mnjtMz5ba6MPgkkByWkZxnHQ5GfJaiy22uvFwhpLPSVFZWSEGOKCMucfPA6efJerpP0e7LdZoZJBLa6UO1Pghdrc4b7DVkM6bjPXZWzwbwdYeDqD2Ph23Q0kZAD3gapJfN7zu747LphkaVGTgnyef+zK78YdnVYy1cW2W4w8PSyAF74i9lIXH+0Y9uR3efrNztzC9EEdP+Stx0IzsefmozCw82ArCWO+UaJmqOyaQti+jYR7riD81r7tHVUlvqZ6SldXTxxl0dPG8MdK7o0F2wz4lU8uRNnL9oPGdt4IsD7ldHanuyymp2uAfO/7o8AOp6LxfxzxVW8WXeW7XeZ755gWtZoIjgAO0ce/IDG/ifiui7T5eNKniea7cZ2Wvpps6IWywONPAzoxh3aR4nO65LjAW6XiSvZaI42UMZAYIidJcIxqIHTLs7LWEKIbNRT6WxPeT4Y8znP8ABdLwdd3WKjuNQaSd8NUGU3tLThsRzqIJ5Enw8lymvIGcBo3ACtI8Nvb2ISVD2PZMZP1icjm3UGt/2d1rPiJVdnH8R1dMLg9lMS+XQGyzk5z10j57nr5BY1tvNdbXl1vrKimc7Ge6kLc+q0Ydj+alY/xVFEluzsH8YXyoqrfVVNylnqLe8yUr5QHGJx2ONt84HNb9vaxxYImxivpwG9fZWEn1Vad7jklEx68lO1C2dBxFfrjfZ45rrWSVUjc6S/GG5xnAGw5BaUpveZwlzndKroEZ/imiKaXUYYZJGt5lrSQPUpXbu2Us9a6SOGJkbImxsDSI8gPP3iPHzQGPPFPTu0VUD4XYBAeMZB3Ca1wU7ZX/AGsOHmE+ootFNHVxY7qQkadQJBHl0QETOalYoGZwpGlATxSGORrxzacrCq2sZWTMZs0POkeR3CyS7ZYdTvNqPMtBUogWMK5exu3U8FsnuLpGOqqgmIM1A6GA+HiT+ACpqJzQRrJDcjJ8ArnsFNTQW6AW17X04GWyMdnOepPioYO7loKWbOYg0+Ldlgy2Rpd9Hg56FY1JcKiLAJEjf2v5rYSXNvs79DXCd3uRjoXHYfms3wWSK27QLPfZIBXUNK79T04LppmyNDSQ7Tu3OSNvDqhWB2hE03Z1cqTOWMhZHgj9tu6FEXZfaU4hCF9KeUCEIQAhCEAIQhACEIQAhCEAIQhACEIQAlCRCAUgEYO4U1BUOoqxlTCG94zIGobb7KBCrKCkqkiVJx6OnbxGKl8YmYGEfe3aPBRSya92u1Z3z4rnU+OR8Z91xCwWmjD5Dk1mnepalfKNpK/YrGD8OUPtJP1h8k4ODuSxnGUezznglj4aM6mlzkFMkwHFYzHFpypHu1DIVbtGWynwMc7dNBSOO6TIVTRIfkJWHCiTh1SxRm07wFnRvGlaqI4CyI3nxVonPOFm3jqpI3NfG8iRvI+I8Ct5a7s2V0Mhawvhf3jRKAQxw6jwXJNeSU+GT6TZ2M7KzM1Fxdp8ouC0XqKvpXuimb3zDpeI35B8Dnn81iVdEKh5k1Fkg5OaT+R2K47hy5vpawMdGxrphp1BoAdjlnzXXwV0ocD3YGDnJGMLy9RFY2fXeGZ3qcavtGI+mqYn5miZUR4/ugGOHw6qouM6VlLxLXiIYjleJ2jBGNQyRv55V20VeysvNbRVALZ4YWzksGxa7YZ89lWXbA9pu9qLWbiCRsjwM598aRny5/4lhiyqTo9LJhlBWzgHtyDhYTmOllMTHxscRnVIcAfgti9pAK1F1lk72JmrDcAbbbc8fmulGBhzslhkc2TBGcBzdwUgOQskbjDiSPmoJ4RBJ7hyx3JSBW8lLC1z3taxpc5xw1rRkk+AHUqz+zbsO4o4xEVVVRfqa0O39qq2EPkH+rj2J9Tgea9TdnXZRwvwKxktto/abkBh1fVAPlz+z0YP3R8UIPPfZb2F8U3ioprleJJOH6FrmysL25qX4OQWs+z6u+S9QcDcF2Xgu2Po7JTub3shlmmleXySvPNzifyGAuiGEo5KKJFQhClAEIQgBCEIBHAOaWOALTzBGQfguM4j7LuC+Ii91y4doO+fnM9OzuJN+upmM/FdohSDz1f/ANF2xTu7yw3quotwe6qWNnZ6ZGl35ra8RdnF+FLPTNpaa4UMkZicyCQMc5hGMaXeXh5K8MpQUasHzb4u4YunDV0qae42y4UcLJXNifVQOZqaDsdWMHbwWhDyPRfUCohjqInRVEbJYnDBZI0OafgdlwPEnY1wHxBrdWcO0sEzt++os07gfH3MA/EIgeAAU7JXqniP9FageXv4a4iqKc82w10Ilb6a24P4FVfxH+j7x9ZmvfBb6e6wt+1QThzsfuOw75ZQgqcPI5KSOccngDzU12tNys85hu9vq6GUHBZUwujP4gLAI6hAbAA6mnYg9QsVo+mPoE2lc4TNAJweiXvAyY6s4IG4UEk3LmnRgkuAPMYO/RIx8bz7rgV6H7Ceyy03Lht184ooBV+2OxSQSOc1rYhtrwCMlxzjyHmqylQSs86tikBIjcSfA7FOAcDh2x8167vvYfwbcWO9kpqq2SdHUs2pvxY/I/EKvL7+j/dodbrJeaOsaPqx1LDC4/H3m/iFVZIsUUVgj0UFScyjyaAu84g4C4qsTHfrLhufuht38DC9n+ZmQuQkgp3SOBkmjcOYezOD54V07FBYo3vu9C2On9pf38eIdOrvPeHu465V21nZfTmU1VkuNTaKyQl7mQO1QtcSTgDYgDlzPJcB2Wey2zjW31twrIKekg1PMj84J0kNBHMZJV0X7iywCjDI66nm7wEPNO/LtIGS0AdXfVHqT0WU5SvgvFKinX3+/wBDeaq2NrYK11NqJqDCA1zWtyTuAeS3Vput8Zd+HZbrCRSXCojNPI1jWseNQzjG+em/iuVq5pIbLX1NSWe3XWpw8N/u2buc3PyCsK+07qe1dmJ06QJ4h8w0/wAUb4CRv+05/wD5j3bmCRG0ZGP7xqFtOObPUXnh+qt9PM2F8j2nU8Eg6XZxtv0QqY5pItRRCEIX1J5IIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACUEjkUiEqxV9krZDj3lKx7SNisYIzusZ4Ivo5p6aMuVwZDmpqYJDyO4RqXLPFKJySwTj2SICZnZK1yzMaJo3YUrX7rGCUHClFXEzNZxjOyexyxGk9VNG5TZnKJt6Y981rSdycc+RXbU9a+ptlJJUB2pjNDvNwJGfjgLgKV+FuqS4Fla+ncfccxsmkjIIP/EFcXiCbxqj1f0+9uolG/Q3VbeCyMsIOo46qPhqntt1vnsN6iE8dZDJCHEbxEjOpvgcD8lj36gLKNtZT4dBtqwclh8/I9Ctr2W26apuk9cxr3inj0DHPU44/IH5ryMad2j6/K/gdlXcUWKqsF2qLfXNPeM95jyMCVh+q8eR/A5HRcbem6ZWHyH4ZC9fX3s+k43pPZZoXwTREmCs047knmDn6zT1b8ea2XAnYRw5YjBWX1jL3dY9w6ZmIIzzy2Pr6uyvSxtyPNZ5r7POyTifjfRPQ0vsdsJ3r6sFkZH7A5v8Aht5r1B2c9inC3B3c1UkH62u0e4q6xoIYfFkf1W+u581Z4YGtDWgBoGABsAPAJRsFoQHruhCEAJclIhALlOTEAoB6E0FOQAhCFKAIQlAQCBKOSVCkAhCEADdBCTCVAQ1tJT10DoK6nhqYXc45ow9p+BBVccSdhfAF8L3usbKCZ395b5DAR/hHu/grNQgPMPEH6LDWyd7w1xGdtxDcIf8A72f/AIqq+KOwnj+zOfJ+pDcIAP7S3yCb/Z2d+C95IUUD529n/A1w4i44orDV0tTR5d3lV3sbmOihbu84I542HmQvbtLBFS08VPTRtighY2OONvJjWjAA9AAuyfFHIcyMa44xkjJx4ZWJNbKaQkhpYf2ThZzg5dEp0c90TCtxJZ3f3UoPk4YWDUW+qjBJiJHi3dc7g12XTMIFzTlrnNPkcLUXrhux3z/tmz0Faej5YRrHo4YP4rbkYJB2PmkVU2gqKrvHYfwxVuMlumuFsfnOI5e8bjww7cfNaKbsVbSudJ31Zco8nDIKhkbyOgw8DJ+Ku9A2GytvYpHintBo3UHFVXQilq6SGGTEMFU0te1mkYyD4nO/VWzx/piouAmMILYK6Bvp7jP5LX/pHVcNx41stBDGHVFNH3LiBudTgcfDI+ZWTxzabhc2WkURiAoqlszg52nIGBkemFpJ9BFk3J8Ya9+C3TknqhaGS4GV7Whzi1ztTmu8B/xwhc+0uUIhCF9eeOCEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQCjqhpwkQsp4YyMZ4YyMhhBGyFA1xHJSNkHVc0sEo8o456eUeuSZp2UkZ3UDXZGVNFzWJyyVGfTFY/EcwttRaLo179bXvp5WdC0DUD+K3HDdluN9rRSWijmq5zzbG3IaPFx5AeqvPhLsOon0kbuM3MqyHiQUkLiGNPLDn8z5gY+KpmqUGjp8MhkjnWSK4K94dsVx4tt5ZYWGpbLHq73VpjadssceQ6c/BXd2cdnjOGrWxlzqGVdWXd44RN0xtPh4u+PyXbWu3UdqoYqK2UsFJSRDSyGBgYxo8gFlLixYYw5PqsmZzBrQ1oa0BrRsANgEYSFAW5iLjZMLcJ6CooESEpCRVAIQhACAhCAXCUbJoSoByExK1AOATgkalVkAQhCAEEoQgBCOSEAIQhACEhOyQFAOOyaUIQAkcUqZlVBHJDHIMSMa4eYysSW1UzwdIcw/snZZ6FDin2TZo5rLIMmKVrvIjCwaijnpmOknicImAuc5o1YA58l1SBtyWbxJizxpbKQcT9o9xvlwlLY6SbU2HfVqJJbnwA/gu7qWvklaxsgmzv7+5HxXoKts9urg/2yhppi/wCs50Y1H481zNf2cWacufSOqKOQ8tD9TQfQ/wA1EsbLJlKiKQzTSNYe7B0N0nPLmR8UKxKrs3utHG1tvq6arY0fVfmNx/h+KFnsl7F9yPKSEIX1R5AIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhS01PNVVEdPSwyTzyHDI42lznHwAG5V0cB9gtzuJjquK5jbaXY+yx4dO8eZ5M/Eqk8sca+JlowcuinrVb626VrKO10s9XVP+rFCwucfgPzV7cBdg8zxHV8ZVPdN5+w0zvePk9/Iejc+qurhfhez8LUXslioIaVh+u9oy+Q+LnHcrdALzM2p8x8KjVaWD5mrMOx2a22ShbR2ijho6Zv2Im4yfEnmT5lbHCaxPXPZ0qKiqQAYQhCEiAJQgIQAhGUIBMAppCeNkhGyigRoQhKAIQhQAQhCAEoOEiEBI3qlTGHCeDlSgCEJT+KkCIQhAId0BKl28UAiOiUbpk8sVPC+apkZFDGNT3yODWtHiSeSAUDKcGkKreJ+3PhS0SOp7c6ovNVnSG0bfcLvDWdj8MrXU/GnaXfYTU27hq2WG3HcVF2mIOPHBwf8AZWnlyq3x9yqlbpclyBqaWHcqj5eLb9TOIuXaPZY3jnFbrQajH+IkBOp+0iWnd7/GEtTj/SWBoB/yyArCWXHHhyR6GLwvW5VcMMmvsy6ymquLR2q0D3BtfW0EoOPeEUtOfk7UP9pd5abtb7vAJLfURyg/ceHfkSojkjLpmWbR6jT/APqwcfuqMtCc5hGfDxTduqukcwISZHijPgdlNAMjxS5HimHKRAPOD1QhrUKbB8+UIQvdPOBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCVWTwD2O8RcVCOpqIzabY7fv6phD3j9iPmfU4CrKcYK5MmMXLordjXSPaxjS57jhrQMknwAVtcBdh1+v3d1N8Js1vODiRuah48mfZ9XfJX5wJ2acO8HMZJb6Tv68DDq2pw+Un9no0emF2hyvPy6xviB0ww/8AkcvwZwLYeD6bRZaFrJiMPqZPfmf6uP5DAXScuScmkLicnLlmyVcIac5SbpyFBIoT2qMJ4KAclCaTsjdWAqQ8kmClwUAApUgwOaXI80AIRkeaEA0hMUpCjLeeEAiE3cFLqCgCoTS5IMnZAPQmbhJlKBIlacKNpxzTtQU0CTUlDgSotQ80aggJsoyogUZ80BLlAGVGCTyXA9sXaNBwJZ2xUuie+VbT7PEdwwcjI8eA6DqfipjFydIhtJWzL7TO0qz8CUgbUH2u6yNzDRRuw4/tPP2W+fM9AqLt9Nxr21XJ9RcKs0XD8TjrectpoQOjG5+kd5k+pC1vZdwRcO0riOru3EFTObZFJ3lbVvd70zufdtPTbmfsj4LtO0TjSKppxw7wwxlHYKUd1iEaRNjoP2fz5lX1OfHoo+8ju8J8Kz+LZvLx8R9X7IBduFuAI3UnA9BFX3VoxJd6sB5z+x/wwPVcZeb5c73OZrrWz1Tz0e73R6N5Ba0JV81n1WTO7mz9c8M8C0nh0Uscbl7vv/gOnkjCELmPZoBt1UtHVT0U4mo5pIJhuHxvLSPiFEhSm10VlCM1tkrRa3Bna/XUUkdNxGw1lKdvaGACVo8xyd+BV026uo7vQR1trqGVFNIMtcw5+HkfJeQF0nA/F9dwnchNTF0tJIR39OT7rx4jwd4Fehp9dKL25Oj4vxr9KYs0Xm0a2y9vR/7M9QIWNZ7lSXy1U9xt0gkgmbkeIPUHwI8Fkr2FJNWj81lGUG4yVNC5Ke1qa1pKmA2QqK0IRuEKaB880IQvePOBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhdTwVwFf+MJgLPRO9lzh9XN7kLP8XU+QyVWUlHlslJvo5ZdzwJ2X8R8Ylk1HS+yW5x3raoFrCP2Rzf8ADbzV88B9ilg4dMdVdf8Api4t31TNxDGf2Y+vq7PwVrMAa0NAAAGAB0C4sut9MZvHB/5FfcA9kXDnCfd1Lof1lc2//wCVVNB0n9hnJvrufNWLjCG8kLglKUncmdCil0CQlKmqpIJjjgpzuRUZQixwQkCVAgG6cOSAlCEgE5IAndEAiEIUoAhCFIBCEIASYSoQEbmqIjCyVG5qhgiQNkpGEigAhCFIBCEKQCEIQBlCErRkgIDCv15pOHLBXXi4uLaaljL3Ac3eAHmTgD1XjKaa79pHHoLvfuNzqAxo5tiZ0H7rW5+Stz9KrihwdbOGKWTDAPbKkA8+Yjaf9p3yUX6K/D8Wu78T1bRpgHskDnDYbB0hHw0j5rtxJYsTyvt9GE/jkoI6HtIraPgjhCh4L4fJjL4vp5AcOLOpcfvPOSfLKpzK2vFd4kv3EVfcZSfppDoH3WDZo+WFYHCHCPCHFNuq6iklvNO+jja6oa4tI5EnTsc8ivlcrlq8raZ+vaHyf0/oYPLF/FzJpXy/f/RFVIW04kis0Vcz+jtVU1FG6MFxqWaHtdk5H5LVjkuSUdro+lwZlngsiTV+6pghCFU2BCEIAQhCAsXsY4sdZL6LbVyH9XV7gzc7Ry8mu+PI/BehXR4cV41aSCCCQQcgjovV3Z/ejxBwhb6+Q5nLO7m/fbsf5/FevoMzknjfofmn6y8NWHJHV41xLh/f/k3oCchC9NHxAIQhAfPNCEL3jzgQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCFs7BYrpxDXiistDPWVHVsbdmjxceTR5lQ2l2Er6NYt7wnwneuK6w09ioJakt+vL9WOP8Aeedh6c1eHAnYLS0/d1fGFQKqXY+xU7iIx5Pfzd6DA9VdluoaW3UkdLQU0NNTRjDIoWBrW/ALjy6yMeIcm8ML9SpOA+wq02oMquJ5RdawYcIGgtp2HzHN/wAcDyVxwxR08LIYI2RQsGGMY0Na0eAA2CchefPJKbuTOiMVEe3knBNbySqhYeNkupNHJCAVCRCAHclHhPJTSpIaEBwnDdNShQQmSBOHJMTghYVCEIAz5IQjKmwCMJAUqkBhHJCEABBQhAGfJNcnJHICJwymKUqM8yqgRCEY3VkAQhCAEIQgBSU4y9Rp3edzT1Ev3GF3yBKA8Tdq15N97Rb/AFhdmP2p0MfkyP3B/u5+K9AcKQ/0b/RzjkjGmeoo3TuPi6Z234ED4LytVSmaWeZ27nuc858SSV644zj7rsIoY4xhoo6MfDDF1+IPZg2r++DTwiCy63HF9OS/1KDAxt4K5ewNmbJxOTyIa3P+BypobZV29gbf/NziJ3i8D/8AjK+V0XOU/Wv1S68Ol94/6lIjAG6kEEphMwhl7kHBk0nTnwzyVkdg9HTVnFVY2rp4p2spC5okYHAHUB1XWwSw1PEV/wCDqVjG2altb2Mh0j+15l/rlw+SnHpt8dzfboz1fj8tNnlp4Y72pNu/RlNcN2Os4iu0VvtzWmZ4LsvOGtaOZJUnEnD9bw9VRQ13dPbMzvIpoX645G+LSrJ/R+sPfS3C8SucCxvskY6HUAXE/gsa52GWssXBVquEUjZhcqikcMYcI9ZJI8sDOVaOlvFu9TLL+oHj8QeK15ceH79N3+KSKqjjfNI2OJjnyOOGtaMknwATXAtcWuBDhsQdsK1JeHaG1dtFqtlpikiponRzEOeXHOlzjufQJwlj4ZsNNcKSnp5bvfrlJpkmiD9EIkOwB8f4qi0rp2+mdM/1ArgsUL3pNend99+isq6ip5KyrgpoADLNI2Ngz1JwPzWx4rscvDl8qLZPNHNLCGlzmAgbjON13/aoy3cN8d2Oa32+GAQBtTK2FunvD3n54BW7uvDPD3F9bxJfGVtY6pihDnQGMxdw8R7B2Rknbl5q37W90F2mYP8AUDUsWonFrFOL9L5tJFHq9f0d6x0lmutETkQztkaPAObv+LVSdHQz1dJWVEDAY6SMSzEnGlpcG/Hcq2P0cnEV97H2THF88uTRXHKvqX/VOzL4dkp8xa/H9pl2ckZQ5u5QvdPyUMIQhAfPNCEL3jzgQhOjY6R4YwZcdgg7GoW8HC11IyYWN2zh0rWkfAnZA4Xuecd3F/8AGZ/NZefj9y/ly9jRoW8/ovc/9HD/APHZ/NNfwzc2Mc4wsIaMkNka44HPYHKefj9x5cvY0qEpBaSCMEbFItVyU6BCEIAQhCAEIUtNTzVVRHBSwyTTyHSyONpc5x8ABuUBEsu2W6tutbHR2ylmq6p/1YoWFzj/AMPNW5wL2G3G4OjquKpjb6U4PssRDp3eRPJn4n0V+cMcM2jhqh9lsdDFSxH67mjL5D4ucd3fFcuTVRhxHlm0MTfZS/AfYLJIY6vjGp7tnP2Cldlx8nydPRvzV7WSzW6xULaOz0UFHSt/u4m4yfEnmT5lZrU5edkzTyfMzojBR6FQkQsi44JUgSoBzOqcmA45JWu8UA5CEIAQhJlAKkztsjKTZSgJqKcEgwnKaISFbzTk1vNOVSRwSpmUZQClIUIQAlBSIGyAUjdKgFCsgGB5pEqMIBvJCXG6Xolgao3BSJMKoIsFIpsbJjmouAMQlIwm5VgKhIhAKiVpkoauMc3ROA+RSZU1M73iPFAfPh7C0ujPMZafyXr+pP68/R/pZIsF36qhkHXdgGf90ry3xzbHWbjK+W9zdPs9ZK1o/ZLiWn5EL0n+jbdIr32azWeoOXUEslM5v+rky5v5uHwXdroeZhVFNDmenzxyezT/AIMo9Xj2CDHCfEB8Zf8A/mqeu1rktd9qbZUuEboJzE57uQGcB3pjBVycFXDhrgaxVdLW8R0tdJVP7xwpWl2PdxgYz+K+V0cduRt+h+s/qXOtRoY48ScpTppJN8XfoaD9HhueJ7mccqUD/bCOzerdVdrd6c93v1QqgM9Tq2/ALnq7iC2WGrjm4AnuNLK5hjqH1OHCQcxgFc7Zb1WWe+xXaleDVskMhLxkOJznPrlFmjDbH2ZR+F5tY9RqEtvmQUUnw7Xv9HRblLT3PhHsZuEwElHXuqjKCBh0bTIACfgPxWXduObjbX8HQ1zaVtXWsjlrJDHu1jnAYaPs5HP0XGUfavcXVFd+u6GmudFUhv8AVne6yPTyxscjqc9Vx/FN/q+JL1Ncq0NY9+GsYw7RtHJo/wCea1nqYxj/AIb+hwab9P6jPma1mNVblu97SSXvw+S8b9a327jy78UztxR0lpzG88jJgtwPPA/Fc7YLdDxTZOCq51bSw01nc5ta2WQNIcHAjbzIHzXAXjjq/Xexx2muqmvpGhocQzD5MctR6rmWOc0gtJG4OypPVQ3cLg6dL+nNSsX+JkUZqkmufhSa/nb+xcvatapLr2pWGlaMsqIow49A1ryXH5BbPgqubdYO0WphOoTSyFgHVvduaPwC4u4dqFTW2mNjrZTsvDIHUwuIdlzWO+tpGNiceK1/ZjxmzhG4VZqoJJ6OpjDXtZjUCORGefMhaLPj8y0+GcsvCNbLQOE4fFjSUV71K2/zSG09ObP2Y1NTM0tnvdQyKJp2Pcx+8Xehcu2/R8hMUVdOedRMI2+YYwk/i8KueO+KZeKbwKkxez0kLe7p4B9hnPp1KuXsmtrreKekcAJKShEs4+7NUO14PmGRs+anTRUstx6iinj2Sen8NrOqyZpW17V6fhJFkHmU1KSkXqn5+B5IQhAfPNCEL3jzgWw4eGb5Q5/0zfzWvWx4d/7cof8AxmfmFTL8jL4/mN3WRTSVdU9sUrwJXguDSR1PP8V0lHb7W2GnNVGAcMDxqeCTg6sjoc9By25LXsvBomVtKYA8Pme/VkDBO3LC3luu0tfTVU0ULWMaXNLZZS5xyC8Y25jBXgHejUXuhpI7a19DEO/1MzoL3YGk559M/isCxxTR3ik71kjPpQ3LmkZPhv6rfXa7PpS2okha507nNxHIQGljnDfbcHV+CxI7x+s7lb4xCYtNRryX6uYAA5eSArys/wCtS/vFQqarH9am/eKiX0EPlR58u2IhbKwWarvleKWibvjU97vqxt8T/wA7rvG8I0FshaXx9/IOckvI+g5BQ8uOMtknyez4V4Hn8SdxdR92VjkeIWVQUUlb3vcuaDGAcHr5LuJn0MZ0jufRrAsR9VTMB7tv+VuF36fHhk05Pg+ow/o3Hinuy5Ny+1GTwT2cSXqNtZe7lBabeT9oh0z/AEbyb6n5K9OGaLhbg+NkXDlGyeVzNUtSHB0zhy3cfyGF53dUVFTn2dsxib9lmXAeZxssu0XqpppAGykt6tzsVfJ4M9TFvFk59jiX6dxRm1Gdnri3VUNbSsnp3h0bh8vJZrORVd9kM0ht1UyWXU1zxJGHH3tJGcqxGHZfK58TwzcH6HgajF5WSUFzQ4J3RNGycsjEEIQgFanJrU5ACVoKRK04KAehCEAJh2TiUwlACEIQAlBOU0FKgJEuUxpTkA4ckqaClygFQhClIAhCEAJQdkiEAoKVDSMIxuoAIQhAGE3qU5NKAEhCVIThAMIUZUp6qIjKlAahLhSMaOqkEYGVJG0hwPgpGtGE8bIDy7+lHw66g4upb3Ew+z3KEMkcBsJYxj8W6fkVof0f+LRwxxzFDVSBlvuYFLMScBjs/Rv+B29HL0v2o8JM404NrbWNLasATUr3fZlb9X4HcHyK8RVNPLSVM1PUxOinieY5I3DBa4HBB8wQvR07WXH5cjlyLZLceoe3rhZ2YuIqRmwAiq8Dl91/8D8FTG+OavHsP48puNOG32C+ubLdaaHu3tl39qhxjV5kDZ3wPVcD2k8D1HCtxdJA10tpmd9DLj6n7DvPwPVfM+IaSWObml9z9O/SPjkJ41osz5Xy/b2OLCEdEBeUffAhCEAIQhACELacNWKu4iukdBbYtcrt3OI92Nv3neX5qYxcnSMs2aGGDyZHSRtOALNBXXGa43VwislqZ7XWyu5aW7hnqSFffZlDUv4cfd7jGY6+8zOr3xnnGx2BEz/DGGD5qtYbdSX6/UfZ9w87vbHbZG1d/rGjapkadoc+bhgjy/ZV6jDQGtADWjAA6L6LT6f9vj2vt8s/GvHPFn4pqnkXyR4X+/5ECEqRbnjgeSEh3QoB89EIQvfPOFC3NhjiZoqtLjNG/LSHbbctsLSrdWb/AKof3iuLXyccNo9nwLFDNqlHIrVM6Ow2p/EV+prfTENqayQta6R+Gh253wCtzRcHXL2SqmikZEyC5NtjgZSCZnnRke7jTvgnz5KLsvkEfHlnfqDdMjjknGPo3K0q+spJLVRimlYRVV9uucvvDaSabf5aPxXiw5XLPoNdjx4cuyGNVS9PuV7/AENrLndqugfeaGZtAWtlndO/u2SySaBH9TOouHhjzXKSMdarnLG+N7KqllLHDWCA5pIPTfcK3TQ1ddeuMLcKOG21dTVUs0Ip3BpfC2pcXTjLiM4Oo/kqjvrAy+XFrKl1U0VEgE7zkyjUfePmeaiTpGuiwYssmpxXS9Dn72yEMY+KMteXYJzz2WvoqaSsqoqeIe9I7GfDxK6y1cL3HiqsbRWpkZcz6SSSR2lsbeWT15nkFZ9o7LqHhz2SWWpfWVsuqJ0pGiNpLdgG/wASvV0uqjiwbpu2jx9fpcb8SUWqhxZi9ndnpbPwhUVxYdVRM4Endzgw6QPmHH4rIsPDNXxpWVoApxHTFrnd/K5rGB2ce60e8fdPNbulppX2yW3lg00cufPDhkfLBXQ9lEIprpeo3BuJII3YcfdOC4b+W6+Wj4i8vic8c/V2vt6H0E8/7fR5JYeGnx9FZWHGfDNFS3Ky2az19traitmDJPY2D6I6g0HOo9Cfkt72s9nNnsXDkFz4dikLaOpEVZrkMhcCQATnlg4/zLprwLbRcd2O8367WeNlDFKPZ6NpxHge5tkkklx6DktNdu1qzVtvvttqLBN7LW62tMTxmUuyC9wOMHZp6/gvoMWeSfDM8ebXZ1ieBSkor4vRNt/i6RYFXeZLPxhwxYrfQUjbfcaeWSZzIsFmhoxjGwHqqB4p4fNd2s3i12uNrY3VhPuD3Y2kAuPkBkrv6HtJ4t4gjiouHbRTUYbG2N1ZNmQsAABO4Az5brb8N2Cl4bpZ6ionM9bO4vqayX60jic4+fRepoNQ9NJ5PVqjn0+nyaCTnm4ddXfr2/Yz207aH9WtpRpkhkjhj8S3kR8hld41w3XM2WikqKltfVsLGNGIInDceLj5rogVwarIskjwNZlWTI2icHI2TgVCClBwuY5SYITGnZPBQChOHVNStQCoQhAPbyQThNBwEE5KAM5SIRyQAkJ6IykKAEoOU1KDhAOT2pic042QDkDZJnfCVAOylTEuUApTcpcpEAZTgmpcoByAkBSjZAOQkBSoASFLlNJQAmuSpCcoBOijSkpEArRkqVoTI1KBspQFCEIUgXKob9IbsxfXiXinh6n1VTW5r6eMbytA/tGj7wHPxG/MK+ErTgq8JvHLdErKKkqZ8/rTcau1XGnr7bUPp6uncHxSxnBaf4jy6heq+zTtOs3H9t/U3ELKeC7vb3b6aT+zqdvrR56/s8x0yue7XuxNtylnvXB0bIqt2Xz28YayU9XR9Gu/Z5HyXnKpgqaCrkp6qKamqoHYcx7Sx7HDy5gr0HHHqo/U54ynhlwejuN+yOro3vq+Gyaql3JpnH6RnoftD8fVVXUQS0074aiN8UrDhzHtLXD4FbzgLt1vthYykvzP1zQtADXudpnYP3uTv8W/mrcpOPOzfjuFsdympIqh2wiuLO5kb6P5fIrwdV4TJO48H3PhX60y4EsepW9e/r/yUGhX7P2ScMXNpltFwqImHl3MzZmfjn81gO7DYM+7fJsedMM/mvNegyo+qx/rDw6atya/H+xSKTnsrtk7KeGbS3vL7xE5jG7nvJI4B+O61VZx52Y8FBwsFELxXt2D4W6xnzlfsPgCtcXhmabOXVfrbRYovyk5P+Bz3CHZxd78Wz1LDbrbjU6ecYJb+y08/U4Czr3xVBA5vA3ZHEamvqz3dTc2HJP3i13kOb+QHLxXPVXEnHfbHcH2y1xeyWnIEscJLYI2+MsnNx/Z/BXx2Zdnlr4CtZjpf6xcZgPaKx7cOf8AstH2Wjw+eV6+HR4tHy+ZHwvinj2q8VdTdQ9l1/yZXZtwZScD8NxW6mLZal/0lVUY3lkPM+OByA8PUrqQjKFLbbtnkpVwgSITSVUkXKEzKEB890IQvoDzgW54bqnCtgpXNaYpZWgnAyMkZWmTmOLHBzTgjkVnlxrLBxZtp888E9+N0zraqSaKqmY3IDXloywZ5+ins+mpuUENwqjS0r3YfN3Qdp29PHCwbLcOI7vVNpbY2Wpl5HSwHA8XOPL1KtfhzgauNPr4gushmcNoaUNAZ6uIOfgMLxsmm8vuj1I67PPqTKyuUgguFRHRVHtFOx5EcvdhutvjjCW0h9TcYIZh9G54DsNA2+SudvAtCTvcLl/nZ/8Agl/oFbngiSuuT2HZze9aNQ6gkNBx6FY7V7F1q9Qupv8AiZPZvZaGhstDcaZjhV1dK3vXasg535dF2Mscc8To5mNex3NrhkFYdFBHTU8cEDBHDE0MYxvJoHILKad1dKuikpzm903bMN9qbAWy2pkcUoGlzD9WVvgf5rWV1BHO1wntFSxxHvd08OafxH5Lpoip2hceo0GDUTWTJH4l69GmLVZMPysrp/CjKjeC1VABPN7g38MrOt3CdnpX6p7RXzy/d0sa3Pwd/Fd4wJ+nmtcWmxYvlX8zpl41q5Lbv4NLDDWGJsNDb6eggGw7w6sejW/zWZRWWGOYT1b3VVQOTn8m/ut5BbABSA4XUptcI4J6jJPtjwU4YUWUB26oYE+cIyotaQOQmjJBTgVA122yc13ihBkgpWlQg7JzXYygJsoBTGuylygHZRlNCEA7KQpEIBUiEIAQgFCAeEree6YOacN0A/I8UuVGhASITQThBcUA5CZqKNRQD0JmopwIxzQDspcpuR4oCAXKUFNQEA/OyRJlNJ3QDiUwkhJlIXIA8cpAUhKAgJo+SlbyUDDhSsOylAchAQpAIQhAKDhczxpwLw9xlDpvdC11Q0YjqozomZ6OHMeRyF0qa4qU2uUQ1fZ5n4q/R5vNK98nDVfT3Cn+zDUfRSjyz9U/gq0vHAXFVnc4XHh64saDjWyEyM/zNyF7h1EciUold1XRDWTj3yZPDFngFsVdSuwxlXTu/Za9h/gs6nPEVb9FA69VGdg1hmf+AXvAyZ+sxp9RlOEpAwGgDy2V3rb/AMpHk/U8ZWXsl43vsgd+pZ6dp5y17hEPXDvePyVs8G/o80FI5lRxZcHVzxv7NS5ji9C76zvhhXp3mfJJnPVZT1U5cLgvHEkQWq30NooIqK1UsNJSRDDIoWBrR8B+ays7FMGyMrms0FOMJEhIwkygHZTChCAOiEmUID58oUtNBNUzsgpopJZnnDI42lznHyA5qzeEuyStrC2fiKQ0UHP2eMgyu9Tyb+J9F7k8scauTOCMHLorWgoqq4VTKahp5aid3KOJuo/8+atPhXslc7RUcSzFo5+yQO3/AMT+noPmrSstktthpTBaaSOnj+0QMuf5udzJWaN1wZNZKXEODsx6dLlnL3S98PcDUMVMY2UwcMspqZmXvH3j/MlY9g7SbJdaqKncKmikldpiNUzSyQ+AcDhVBxHIy59ode29VL6en9qdC6QM1mNjSQ0BvhsPmt/20TxfrCjoYq8vbTsGKIRBjacFgwQ4c9WOXRWWni6T7Y85q66RfTSGgkkAAZJO2Fwly7WeHqKqdBAKuuDDh0tOwaM+RJ3Wm4iu9e/sOp6p0j/aKiCKKV/UtLiCfiAPmuYphUe1OgpJa4wRSQU5hpKruG0sRia4zOHXJLtztsc8wqYsCduRaeVrouvhfia18SUbqi1VHeaDiSNw0vjP7Tf48lvGOGcZGcZxndURwTcZXdo9imgc1wr6aWOdzM4kY18oa453OzG7ndWLxXdJLbcK2SlnjjqWWp0kTjCHODxKMNzjcEZ93yyssuHZKkXhkco2zuozsshrg1oLth4kqua+/wBbTmuiiuXeMpqj3ZCxjJJIzAH4aS3QSHk7YBdjGcp09e+H9Y+21znPdX0UjKephbgRu7nLg0jbHvehb4gqnlEWWUwqQHKru2XaooKajFTdZiw1dZBVmWNpMTvpDFk6cgkgYzsc48Fi0V9uI11ktwlbNU0Vve5pgBaxpc5s8jWY5s3yOmd8gBPKZG4s/UAcEjJ5DxRkquqi+Ttrg91ex7I469tLWOp2antbExzHtOnG7tTNtnaeSdFxHXtdFDJc9UMrKKWeq7hoNM2Vr+82AxjUGDJB06908tiywwlJ25qvm3W+yGjbFVSPjuDpaWlmFM0AOZMNMzhjYOi1HfbLduaxrnxTWw1N3ZT1szWx0lU6ITxML2TxPaGjSG8nAnZ2SRgjCeWxuRZAclDsqu71fK2jfV+zXp7hBQwVLMwMOt75S0g+7y04OBy5p1dxLUUgnjfci6CG4y0pnDY2yOb3OuP6wDMatQJxyHqnlNk2ixWlStdnmtRw8+d9koZKypiqal8LXyTQ40PcRkluNseGFtI3YcNs7hUaolr1OX417RLDwe+OC5Tyy10gDmUlMzXIQeRPRoPTPPosPhTtV4e4huTLcBV26vk2ihro+77w+DTnGfI4z0VC0d0ZJxBf73epJxKblHDUyxOxLBTvdIHGM/ZPusbkbgbDmsOrgrobNcxcrlBXU0UIq6KpiqxO6GTvQ1o1fWaXjUdJx9XOAQu5aWO3ns5nkdnsMOAGc4HinA7Lh5quouXA/Db68HXcpaBlWOWpry0uH+IgA+pWLU1lRab3bqmjlr7lBViqPuVZkNVIGuc2IRE4YGkEB4+7g81xqBtZYWSOZCXKqz9ZV8lLxBJWy1jq2ir6KphMsZYyJ7u7BjYM7NOtwwdyDk81sePqqvo6q71NNPUOFHRxy0ogrBEIJdTt5IyR3geQ0D62dxgHdT5ZFlhh2yA7KrrNwp7tVSW59zrZqECKZhmfIw1E/vHVHqxoiYQcDclzQoOHKue6y2623GvujKYzXAyTSSmCWZ0coDAXNIIDWuccDAyMbgJ5Y3Fma/kl1ZCqWmu9fWcPXO41VzqmVtuoYJqPRMWCUnVh7mDZ+sgN3yPDdbPi+5Vbrvc2EzihobcyqHs1f7O5pLnh8gH945ukNDScdDuU8sbixgUoKr2tnjp5eI5aiuuZoqH2arELap7XyF0Tvowc5aHOLdh1wsugpKq0XfhaCquFZLUTsqvamyVL3sc4R6wAHHk0nAPPAU7ApHcalFWVdPQ0k1XWzRwU0LS+SWR2GsaOpKVU1+lBX1FPwraaON7o6Wrqz37m9QxuWg/Ek/AKMcN8lESdKzbT9uvDDKmRtPR3eqpYzh9VFTe4PPc5x64VicN3628SWqO42WqZVUj9g5uxaerXA7gjwK8sXR8r3SUVjuzbXW2uplZ3ElcKeE0waDE9gOz3HDi7OS4uHMcu87C6mal7RLzQRx9xDVW2GrqqZo0shqcMLsD7Jy87dM46LpyaeKi3H0MoZG3yX+ATyCRcX2iyVNSyhtdpfVC4yGSqb7LMGSMbG04JBc3LS8sBB6ZWFDxnW1c1v9nloWQ3OmhqKZz2HDMOPtQedQH0YGenPdcqg2rNrLBwhcrf5oWcX8Ml9WYo3tqSW+0FjHgMaWkjIB3J55Wsk41q5rjXOtUFPU2+jc33dTWvnYYtfeNJdnmcNAYc4O+eUKDYs71Cr08W3Pv6KBtXapRUikkdURxkxxCdz26D7/MaQQcjIzkJjuNbiaevcH22N1vgnm7xwJbXd3K5gEXvbZ08xq95wHJTsZG4sXB8E4ZHRVnFdnaLpbIJKSnjqqmvkc+p98MDWRnug3UPeJeTz2DTsmWy/wBRRUEbqaopO/NJaGa5nOeC2XLDka8ZHPIxnrlPLYstDI8UoI9VXw4try6qpvabXDNSCtc+oladEvcPDQ0N1e6SHZO5wOQWTxHeqipttHSgU1ELha5quU1bS7GGNPdAZHvZfknOwbyUbGTZ2pJyUuNicHZV9wpxJcKuaho4IoHU0DaWCQve3W9roGvMocX5O5wAGnODvnkl3qIJpuK5rldJ6Sst7v6mxtU6LuY+5a6N7WAgPLnl25BzjT0wp2EWWCW7Jnqq3oq2obXYkkgiqprxTNlje4gRyvo2knAcOT85acg79U+PjO7Oo4ZDHSiQTw2+pPd4ENU5z9f1ngYAa0AEjd7d+iny2uhuLGxtnCAFXFfxLcKE1lZMKCOvjtrJcGQuZgVJZu0SFu4wdtwdsnC3EvEdTS8T0dufVU1RC6cUtQ4Qd1oeYnSAhxec7AbYxg88qNrJUjsAntdgLlOMaiOmr+G6htU6KR1xjjLW1BY2SMskJBbkNcMgbnyXG3jiC9w3O7Pl9to6l9oMrafUwtpGiYAvADjlwYXEuxz8gihZFlwBwHNOBBXJcLGKHiG80duq5Kq1xRU8jC6czhkrteoB5JO7QxxGeueq6rPgqvjglckmUmoDoUzKRQSPLs8kxCEAIQhACEIQAlBwkQgFyjKRGdkAIym5SZQCkoJ22TdkmUA7KE1CAqzhrhe0cNw6LTSNjkIw6d51Sv8AVx/IYC2r+ZTiUmFLk5O2y0UkRYyEmhTBqcGKDS0Vf2hdnEl8uLrpZpooq1+O9il2ZIRycCOR8fFas9nF/wCJr+bhxVNR0sZDGvbSu1Oe1oAAHQZA5k/BXOI/JPaxbrUTSoyeKLZqK2x0NbY5LTPCPYXwiDu27aWgbY9MDHoqquXZ1xNFMI6SOx3WFoEbJ6uFol0DYB+eeBgdVeDY05sarDNKHRaWNSOD4C4IlstUbnd5oJ7mYhBEynZohpo/usGOvj/Nd43I5Ej0KkEadoVZzc3bJSUVSEYXDqfmp4iehI+Kha0qZgVCGTtcfE+HNODj4nx5qJvJPByhA9rnfeI+KXJx9Y/NMTwR1QUJjnud+aUl3RxwPNKB4J2EJIve+875rCuFuirpYJZJJ45oNQjlhlLHNDsBwz4HA+S2OlGlOh9zGt9HDQUUNJSsEdPC0NYwHOAsoApWhOxgILKm437N7s+419x4KrKWnfXubJV0k7G4e8Z3a4tIGcklp2yStDw/2R365VdOeM6ukgtcMneGio9I70+ehoaM8idzg7K9xsnNGVutRNKjLyo3ZjV1vp6+3uopmlsBDdPdnSWFpBaWnoQWgj0RTWugpap9TTUVNFUPzqlZE1rjk5O4HU7rLAwnBY2zSjUy2G2vlbI2jhieJmzuMTA0yOact1kDLgDg48QFlTW2iqKqKqqKOnlqY8aJXxhzm45YJHmVm4QlsURMp4WiYNijAmJdLho+kJGCXeJwAN1h/qK0+ymm/VdD7OX94Yu4bpLuWrGOfmtihE6KtGJNbaGaop55qKmkmpwBC90TSY8ctJxsmSWi3S9z3lvpH9y4vj1QtOhxOSRtsSd/XdZyFbcKMBtmtjZZJW26jEshy94hbl5znc43339U+ptlDU1TKqpoqaWpjxolkiDntxywSMhZiEuwOAWh444WouMOHp7VXksDiJIpWjJikHJwHXqCOoJW/CcGontdoUee7j2b9o77o5za6z1I1Zjqy2Jhj8wDHqb8M+qs7st4Ci4Loal89Sa271pDqqqIO+N9Lc74yScnck5XcgeKAAtJZ5SVMpGCjyRezwPm758ETpg3SJCwF2PDPPHkmsoqRkfdspadseHDQImhuDsdsY36+KyAMIWVlyCeipKjT7RS082kYb3kTX4HgMjYIbRUrZYpW0tOJYm6Y3iJupg8GnGw9FOk1FTYNRduHaS4U0EDBHSRR1LKpzYYI9Mrm8tQIwQti6ipHNhaaWnLYDmIGJv0f7u3u/BTZShQ2RRjOt9E9pa+jpXNL+8IMLSC773Ln5800WygHKhpOg/sGdOXRZaFFsmjGNvoiNLqKlLdfeYMLca/vcufnzU1TT09U0NqYIpg06gJWB4B8RnqnoUWKIG0NG2SKRtJTCSJumN4haHMHg042HkEs1JTTTRyzU0EksX9m98bXOZ6EjI+CmSE4CnkEBoKMyGR1JTGQu1lxibku+9nHPz5p8lPTvikjfDC6OQkyMcwEPPUkdfil1o1BSKIf1bQEY9hpCNOnBgZy8OXJNq7VQ1kcjaikgc58ZiL+7brDcEYDsZGM7eCyA7wTwUBA620LooY30dNIyFgjjEkTX6GgYAGQfBSex0vtBn9mp+/Oxl7puvlj62M8tlLlAPRRYG0tPBSxd3SwRQR5zpiYGDPU4CyAo0udlAHoSN3TgEAiE7SjSgGoTsbJp25oAQm6tykJQD03UmoQCkpEJMoAJwkygpEAqRCEAqE3KEBwyVqEIWJGMz6KdkW2yEICURKRsYwhCFkPEQPRKIQORKEISLo3S6EIQqJpCUDCEIQGUoOOSEIB4JUjcIQhFkrRlPDEIQWKG7pdIQhCQDcJQEIQiwwlaEIQWLhKAhCCx2AlA2QhBYYRhCEIDCMIQgDCMIQpQJGt2TgMIQjAIQhQAQhCAE0oQrAEZQhAOyjKEKGAyjKEIgNcRhMJBGyEKUgNSZQhAAKkYfFCEA8EJUIVQKCntGUIUMlEwGAnYQhSiBdvBG3ghCkCJHDKEICFzcZTUIUAEiEIBEIQgEQhCAEEoQgGoQhAf/Z"
style="width: 300px;"></span>
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<h4 class="mb-none">Reconhecido pelo MEC</h4>
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Não tem uma conta ainda?Cadastrar agora ENTRAR -------------------------------------------------------------------------------- ( 0 ) * * Quem somos * Cursos * LOJA INOVAR * Contato ( 0 ) * * * * CURSOS DISPONÍVEIS ver todos * Top Acessar Ver Detalhes GESTÃO EM SEGURANÇA PÚBLICA E PRIVADA EAD Categoria CURSOS De: R$2.597,00 À vista por R$847,00 ou 12x de R$84,69 (com desconto de até 60,87%) -------------------------------------------------------------------------------- * Top Acessar Ver Detalhes PREPARATORIO DA POLICIA MILITAR DO ESTADO DE MINAS GERAIS EAD Categoria CURSOS De: R$747,00 À vista por R$347,90 ou 1x de R$347,90 (com desconto de até 53,43%) -------------------------------------------------------------------------------- * Top Acessar Ver Detalhes PREPARATÓRIO GCM DE UBERABA EAD Categoria PREPARATÓRIOS De: R$847,00 À vista por R$257,83 ou 12x de R$21,49 (com desconto de até 69,56%) -------------------------------------------------------------------------------- * Top Acessar Ver Detalhes PREPARATÓRIO PREFEITURA DE UBERABA EAD Categoria PREPARATÓRIOS De: R$847,00 À vista por R$310,96 ou 12x de R$29,79 (com desconto de até 57,80%) -------------------------------------------------------------------------------- * Top Acessar Ver Detalhes CURSO DE PORTEIRO E CONTROLADOR DE ACESSO EAD Categoria CURSOS De: R$399,80 À vista por R$79,90 ou 1x de R$79,90 (com desconto de até 80,02%) -------------------------------------------------------------------------------- * Top Acessar Ver Detalhes SUPERVISOR DE SEGURANÇA PRIVADA Categoria CURSOS De: R$647,00 À vista por R$197,90 ou 12x de R$19,13 (com desconto de até 64,52%) -------------------------------------------------------------------------------- * Top Acessar Ver Detalhes PREPARATORIO DA PREFEITURA DE NOVA PONTE/MG Categoria PREPARATÓRIOS De: R$847,00 À vista por R$297,00 ou 12x de R$29,70 (com desconto de até 57,93%) -------------------------------------------------------------------------------- * Top Acessar Ver Detalhes PREPARATORIO PREFEITURA DE MONTES CLAROS/MG - ADMINISTRADOR E EDUCAÇÃO Categoria PREPARATÓRIOS De: R$847,00 À vista por R$297,00 ou 12x de R$29,70 (com desconto de até 57,93%) -------------------------------------------------------------------------------- * Top Acessar Ver Detalhes PREPARATORIO GCM DE MONTES CLAROS/MG EAD Categoria PREPARATÓRIOS De: R$847,00 À vista por R$297,00 ou 12x de R$29,70 (com desconto de até 57,93%) -------------------------------------------------------------------------------- * Top Acessar Ver Detalhes PREPARATÓRIO GCM DE CRISTALINA GOIAS EAD Categoria PREPARATÓRIOS De: R$847,00 À vista por R$297,00 ou 12x de R$29,70 (com desconto de até 57,93%) -------------------------------------------------------------------------------- * Top Acessar Ver Detalhes TECNÓLOGO EM RECURSOS HUMANOS Categoria CURSOS De: R$4.780,00 À vista por R$2.690,00 ou 12x de R$268,98 (com desconto de até 32,47%) -------------------------------------------------------------------------------- * Top Acessar Ver Detalhes BACHAREL EM ADMINISTRAÇÃO Categoria CURSOS De: R$5.890,00 À vista por R$2.997,00 ou 12x de R$299,68 (com desconto de até 38,95%) -------------------------------------------------------------------------------- * Top Acessar Ver Detalhes TTI – TÉCNICO EM TRANSAÇÕES IMOBILIÁRIAS Categoria CURSOS TÉCNICOS De: R$3.890,00 À vista por R$997,00 ou 12x de R$99,69 (com desconto de até 69,25%) -------------------------------------------------------------------------------- * Top Acessar Ver Detalhes TÉCNICO EM SEGURANÇA DO TRABALHO Categoria CURSOS TÉCNICOS De: R$4.200,00 À vista por R$997,00 ou 12x de R$99,69 (com desconto de até 71,52%) -------------------------------------------------------------------------------- * Top Acessar Ver Detalhes TÉCNICO EM ADMINISTRAÇÃO Categoria CURSOS TÉCNICOS De: R$3.590,00 À vista por R$997,00 ou 12x de R$99,69 (com desconto de até 66,68%) -------------------------------------------------------------------------------- * Top Acessar Ver Detalhes TÉCNICO EM MEIO AMBIENTE Categoria CURSOS TÉCNICOS De: R$3.890,00 À vista por R$997,00 ou 12x de R$99,69 (com desconto de até 69,25%) -------------------------------------------------------------------------------- * Top Acessar Ver Detalhes TÉCNICO EM ELETRÔNICA Categoria CURSOS TÉCNICOS De: R$4.320,00 À vista por R$997,00 ou 12x de R$99,69 (com desconto de até 72,31%) -------------------------------------------------------------------------------- * Top Acessar Ver Detalhes TÉCNICO EM ELETROTÉCNICA Categoria CURSOS TÉCNICOS De: R$4.100,00 À vista por R$997,00 ou 12x de R$99,69 (com desconto de até 70,82%) -------------------------------------------------------------------------------- * Top Acessar Ver Detalhes TÉCNICO EM MECÂNICA Categoria CURSOS TÉCNICOS De: R$3.980,00 À vista por R$997,00 ou 12x de R$99,69 (com desconto de até 69,94%) -------------------------------------------------------------------------------- * Top Acessar Ver Detalhes VIGILANTE DE ALTA PERFORMANCE Categoria CURSOS De: R$549,00 À vista por R$97,00 ou 12x de R$9,70 (com desconto de até 78,80%) -------------------------------------------------------------------------------- INOVAR-INSTITUTO DE ENSINO SUPERIOR A Inovar Instituto de Ensino Superior, é uma Instituição de Ensino Superior devidamente credenciada, composta por cursos de excelência que atendam às exigências do mercado. Se destaca no mercado por ter uma equipe de professores e acadêmica de alta performance. Nosso objetivo é ofertar cursos especializados, de alta qualidade, com foco nas atividades a serem desenvolvidas para uma excelente qualificação dos profissionais da Segurança Pública e Privada. Sempre com intuito de formar gestores que sejam capazes de planejar, instruir e executar projetos em Segurança, por meio da aplicação do conhecimento, de teorias e técnicas das ações que efetivadamente contribuem para pacificação social e melhoria da qualidade de vida da população. SAIBA MAIS RECONHECIDO PELO MEC Nossos cursos são totalmente reconhecidos pelo MEC CURTA DURAÇÃO Curta duração e Qualificação ESTUDE PELO CELULAR OU COMPUTADOR Estude aonde e quando quiser PROFESSORES QUALIFICADOS Melhor equipe de professores qualificados PREÇO ACESSIVEL Mensalidade que cabe no seu bolso TUTORIA ONLINE Acompanhamento e desenvolvimento 0 Alunos Matriculados 0 Alunos Aprovados 0 Anos de experiência NÃO PERCA MAIS TEMPO, VENHA REALIZAR SEU SONHO!!! acessar! Entre em contato * CONTATO (34) 9.9107-3278 (34) 3522-3222 * Endereço: Avenida Leopoldino de Oliveira,140, Recanto do Sol-Uberaba-MG * email: financeiroinovarmg@gmail.com © Copyright INOVAR-INSTITUTO DE ENSINO SUPERIOR. Aqui você pode escrever algum complemento com link Plataforma de ensino desenvolvida por eadSimples. Verificado pela Leadster