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<![endif]--><meta http-equiv="X-UA-Compatible" content="IE=edge"/><title>Unidad 3: Manejo integral del paciente con Diabetes Mellitus tipo 2 </title><link href="http://fonts.googleapis.com/css?family=Open+Sans:400italic,700italic,400,700" rel="stylesheet" type="text/css"/><link rel="stylesheet" href="css/main.css"/><link rel="shortcut icon" type="image/x-icon" href="/favicon.ico"/><style>
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<li class="active parent"><a href="0pesquisa-de-dm-tipo-2.html">Pesquisa de DM Tipo 2</a><ul class="sub-menu"><li><a href="1diagnostico-de-dm-tipo-2.html">Diagnóstico de DM tipo 2</a></li> <li><a href="1evaluacion-clinica-del-paciente-diabetico.html">Evaluación clínica del paciente diabético </a></li></ul></li>
<li class="parent"><a href="1tratamiento-no-farmacologico.html">Tratamiento no farmacológico</a><ul class="sub-menu"><li><a href="2alimentacion-saludable.html">Alimentación saludable</a></li><li><a href="2educacion-alimentaria.html">Educación alimentaria</a></li><li><a href="2reduccion-de-peso.html">Reducción de peso</a></li><li><a href="2actividad-fisica.html">Actividad física</a></li></ul></li>
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<li class="parent"><a href="3conducta-terapeutica-en-personas-con-dm-tipo-2.html">Conducta terapéutica en personas con DM Tipo 2</a><ul class="sub-menu"><li><a href="4insulinoterapia-en-dm-tipo-2.html">Insulinoterapia en DM Tipo 2</a></li></ul></li>
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</ul></nav><a href="#" id="menu-movil-trigger">Menú Principal</a></div></header><div id="content"><div class="wrap"><div id="main"><div id="breadcrumbs"><ul><li>Curso básico de diabetes</li><li class="sep">/</li><l1>Unidad 3: Manejo integral del paciente con Diabetes Mellitus tipo 2 </l1></ul><div class="clearfix"></div></div><div class="post"><div class="fontsize"><ul><li class="small"><a data-size="10">a</a></li><li class="medium current"><a data-size="15">a</a></li><li class="large"><a data-size="20">a</a></li></ul></div><div class="clearfix"></div><div class="texto"><h3 class="title">Pesquisa de DM Tipo 2</h3><div class="contenido">
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<p class="P3">En esta unidad de cierre de nuestra cápsula educativa, conoceremos cuáles son los procedimientos de pesquisa y tratamiento en los pacientes que padecen de DM tipo 2. </p><p class="P3">Recomendaciones para la pesquisa de personas con DM Tipo 2:</p><div class="figure">
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"/>
</p>
<p>Pesquisa DM tipo 2, recomendaciones</p>
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