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	<title>La mortalidad por diabetes se reduce pero los casos aumentan | El Fonendoscopio - Blogs elcomercio.es</title>
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	<description>Un blog de Dámaso Escribano</description>
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		<title>La mortalidad por diabetes se reduce pero los casos aumentan | El Fonendoscopio - Blogs elcomercio.es</title>
		<link>https://blogs.elcomercio.es/fonendoscopio/2018/06/25/la-mortalidad-por-diabetes-se-reduce-pero-los-casos-aumentan/</link>
		<comments>https://blogs.elcomercio.es/fonendoscopio/2018/06/25/la-mortalidad-por-diabetes-se-reduce-pero-los-casos-aumentan/#respond</comments>
		<pubDate>Mon, 25 Jun 2018 09:38:02 +0000</pubDate>
		<dc:creator>Dámaso Escribano</dc:creator>
		                		<category><![CDATA[Medicina para todos]]></category>
		<post_tag><![CDATA[<diabetes]]></post_tag>
		<post_tag><![CDATA[complicaciones]]></post_tag>
		<post_tag><![CDATA[mortalidad]]></post_tag>
		<post_tag><![CDATA[prevención]]></post_tag>

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		<description><![CDATA[La disminución en las tasas de mortalidad entre los adultos con diabetes seguramente refleja una mejor prevención y tratamiento. La diabetes se ha asociado con un aumento aproximado del 75% en la tasa de mortalidad en adultos, y la persona promedio de 60 años diagnosticada con diabetes pierde 5 años de su vida por la [&#8230;]]]></description>
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<html><head><meta http-equiv="content-type" content="text/html; charset=utf-8"></head><body><p>La disminución en las tasas de mortalidad entre los adultos con diabetes seguramente refleja una mejor prevención y tratamiento.</p>
<p>La diabetes se ha asociado con un aumento aproximado del 75% en la tasa de mortalidad en adultos, y la persona promedio de 60 años diagnosticada con diabetes pierde 5 años de su vida por la enfermedad.</p>
<p>Aunq<a href="https://static-blogs.elcomercio.es/wp-content/uploads/sites/22/2018/06/DM-complicaciones.png"><img loading="lazy" class="size-medium wp-image-1125 alignleft" src="https://static-blogs.elcomercio.es/wp-content/uploads/sites/22/2018/06/DM-complicaciones-300x300.png" alt="dm-complicaciones" width="300" height="300" srcset="https://static-blogs.elcomercio.es/wp-content/uploads/sites/22/2018/06/DM-complicaciones-300x300.png 300w, https://static-blogs.elcomercio.es/wp-content/uploads/sites/22/2018/06/DM-complicaciones-150x150.png 150w, https://static-blogs.elcomercio.es/wp-content/uploads/sites/22/2018/06/DM-complicaciones-768x768.png 768w, https://static-blogs.elcomercio.es/wp-content/uploads/sites/22/2018/06/DM-complicaciones.png 800w" sizes="(max-width: 300px) 100vw, 300px"></a>ue las enfermedades cardiovasculares han representado históricamente la mayor número de esas muertes, la diabetes se asocia con un mayor riesgo de muerte por una amplia gama de causas adicionales, incluida la diabetes en sí misma, enfermedad renal, cáncer, infecciones, enfermedad hepática y causas externas.</p>
<p>Algunos estudios basados en la población sugieren que el carácter de las complicaciones relacionadas con la diabetes podría estar cambiando.</p>
<div class="voc-advertising voc-adver-inter-text hidden-md hidden-lg voc-adver-blogs-entries"></div><p>En los adultos estadounidenses diagnosticados con diabetes, la tasa de complicaciones relacionadas con la enfermedad cardiovascular disminuyó más que otros tipos de morbilidad desde 1990 hasta 2010, lo que podría aumentar la importancia relativa de otras complicaciones y afecciones, que incluyen la enfermedad renal crónica, el cáncer y las afecciones relacionadas con el envejecimiento.</p>
<p>Es posible que estos cambios en la morbilidad estén acompañados por cambios en las causas de muerte entre las personas con diabetes, como se ha informado en la población general.Sin embargo, ningún estudio ha evaluado la mortalidad por causas específicas entre las personas con diabetes en los EE. UU.</p>
<hr>
<p><strong>Resumen</strong></p>
<p>Tasas de mortalidad relacionadas con todas las causas y vasculares están disminuyendo entre los diabéticos. Sin embargo, la cantidad de casos diagnosticados de diabetes continúa aumentando.</p>
<div class="voc-advertising voc-adver-inter-text hidden-md hidden-lg voc-advertising-mobile-ready"></div><p>Las tasas de complicaciones de la diabetes, particularmente las complicaciones cardiovasculares, han disminuido en los últimos años, pero se desconoce el efecto de estos cambios en la mortalidad por causas específicas.</p>
<p>Los investigadores obtuvieron datos sobre casi 700,000 adultos estadounidenses que fueron encuestados entre 1980 y 2014 y relacionaron los datos de la encuesta con los datos de mortalidad. Cerca de 50,000 participantes tenían diabetes.</p>
<p>Las tasas de mortalidad por todas las causas en adultos con diabetes disminuyeron en un 20% cada 10 años: las muertes vasculares, las relacionadas con el cáncer y las muertes por otras causas disminuyeron en 32%, 16% y 7%, respectivamente, en cada década.</p>
<p>Las tasas de mortalidad entre los adultos con diabetes continuaron excediendo las tasas entre las personas sin diabetes en todas las categorías, pero las diferencias absolutas entre las personas con y sin diabetes en todas las causas y las tasas de mortalidad relacionadas con los vasos disminuyeron a la mitad.</p>
<p>Entre los adultos con diabetes, la proporción de muertes totales por causas vasculares disminuyó, y la proporción de muertes totales por causas no vasculares, no relacionadas con el cáncer aumentó.</p>
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" alt="" width="638" height="399"><br>
<span id="result_box" lang="es">Riesgos relativos de muerte entre las personas con diabetes frente a las que no lo tienen, según las causas específicas de muerte</span></p>
<table cellspacing="1" cellpadding="1">
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<td><strong>Comentario</strong>
<p>La disminución en las tasas de mortalidad por causas y causas específicas entre los adultos con diabetes seguramente refleja una mejor prevención y tratamiento. Sin embargo, el número total de vidas en los EE. UU. que se acortan debido a la diabetes continúa<strong> aumentando</strong> debido al aumento en la diabetes diagnosticada entre los adultos.</p>
<p><strong>Implicaciones de toda la evidencia disponible</strong></p>
<p>El desproporcionado cambio en las causas de muerte por causas vasculares y no vasculares ha llevado a una diversificación de las causas de muerte, lo que indica la necesidad de atender el manejo clínico, la prevención y el control de un rango más diverso de diabetes condiciones relacionadas.</p></td>
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