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<p class="P3">Considerando que las personas con DM Tipo 2 son un grupo heterogéneo, los planes y metas terapéuticos deben ser personalizados. <b>La meta es lograr niveles de glicemia lo más cercano al rango normal, resguardando la seguridad del paciente.</b></p><p class="P3">Como la DM Tipo 2 se caracteriza por insulino-resistencia y una declinación progresiva de la función de la célula beta del páncreas, lo esperable es que los niveles de glucosa en la sangre se deterioren a través del tiempo, lo que amerita un abordaje terapéutico dinámico. El número de agentes hipoglicemiantes disponibles está en aumento, lo que hace necesario que el médico considere los siguientes factores, cuando elija un fármaco:</p><div class="figure">
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"/>
</p>
<p>Factores a considerar en la receta de un fármaco para control DM tipo 2</p>
</div><p class="P3">Por otra parte, los cambios en el estilo de vida, particularmente la terapia nutricional y actividad física, deben continuar siendo un aspecto central del tratamiento en aquellos con tratamiento farmacológico.</p></div></div><div class="clearfix"></div></div><div class="nav"><div class="nav"><div class="prev"><a href="2actividad-fisica.html">«Anterior</a></div><div class="next"><a href="3esquemas-terapeuticos.html">Siguiente»</a></div></div></div></div><div id="sidebar"><div class="redes-lista"><h5 class="titulo-seccion">Curso</h5><ul><li id="inicio"><a class="clearfix" href="javascript:window.close()"><div class="texto"><span class="red">Salir del Curso</span><span class="usuario"/></div></a></li><div class="clearfix"></div></ul></div><div class="clearfix"></div></div><div class="clearfix"></div></div></div><div class="clearfix"></div><footer><div class="wrap"><div class="bicolor"><span class="azul"/><span class="rojo"/></div><div class="top"><div class="sep"/></div><div class="bottom"><div class="left"/><nav><ul/></nav><div class="clearfix"></div><div class="bicolor"><span class="azul"/><span class="rojo"/></div></div></div></footer><script src="http://code.jquery.com/jquery-1.11.0.min.js"></script><script type="text/javascript" src="js/main.js"></script><script type="text/javascript">
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