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	<title>precordillera archivos - Radio Guayacan</title>
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	<description>Somos lideres en información del norte chico</description>
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	<title>precordillera archivos - Radio Guayacan</title>
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	<item>
		<title>Pronostican probables tormentas eléctricas para este martes y miércoles en la región</title>
		<link>https://radioguayacan.cl/pronostican-probables-tormentas-electricas-para-este-martes-y-miercoles-en-la-region/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=pronostican-probables-tormentas-electricas-para-este-martes-y-miercoles-en-la-region</link>
		
		<dc:creator><![CDATA[Carlos Cerda Ramírez]]></dc:creator>
		<pubDate>Tue, 21 Feb 2023 19:47:54 +0000</pubDate>
				<category><![CDATA[Región]]></category>
		<category><![CDATA[Titulares]]></category>
		<category><![CDATA[Ceaza]]></category>
		<category><![CDATA[cordillera]]></category>
		<category><![CDATA[precordillera]]></category>
		<category><![CDATA[región de Coquimbo]]></category>
		<category><![CDATA[tormentas eléctricas]]></category>
		<guid isPermaLink="false">https://radioguayacan.cl/?p=32859</guid>

					<description><![CDATA[<p>De acuerdo al área meteorológica del Centro Científico CEAZA, se espera el desarrollo de probables tormentas eléctricas en la Región de Coquimbo entre</p>
<p>The post <a href="https://radioguayacan.cl/pronostican-probables-tormentas-electricas-para-este-martes-y-miercoles-en-la-region/">Pronostican probables tormentas eléctricas para este martes y miércoles en la región</a> appeared first on <a href="https://radioguayacan.cl">Radio Guayacan</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p lang="es-MX" align="justify">De acuerdo al área meteorológica del Centro Científico CEAZA, se espera el desarrollo de probables <span class="il">tormentas</span> <span class="il">eléctricas</span> en la Región de Coquimbo entre los días martes 21 y miércoles 22 de febrero, principalmente en sectores de precordillera y cordillera de las provincias de Elqui, Limarí, y Choapa.<strong><span lang="es-MX"><br />
</span></strong></p>
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<p dir="ltr">Cristian Muñoz, modelador estadístico de geociencias del CEAZA, detalla que “estas <span class="il">tormentas</span> <span class="il">eléctricas</span> se desarrollarían preferentemente durante la tarde-noche de los días señalados. Además, se espera una precipitación acumulada menor a 3 mm en precordillera y cordillera de todo el tramo, pero que podrían caer en un corto período de tiempo”.</p>
<p dir="ltr">Desde CEAZA precisan que el evento tiene su origen en el desarrollo de convección asociada a nubosidad de gran desarrollo vertical sobre la cordillera y recomiendan tomar las precauciones pertinentes.</p>
<p>Es posible encontrar mayores detalles del pronóstico por localidad, en la página <a href="http://www.ceazamet.cl/" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=http://www.ceazamet.cl/&amp;source=gmail&amp;ust=1676994585047000&amp;usg=AOvVaw2vxgoII5-1pM05ugGA0KjD">www.ceazamet.cl</a></p>
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<p>The post <a href="https://radioguayacan.cl/pronostican-probables-tormentas-electricas-para-este-martes-y-miercoles-en-la-region/">Pronostican probables tormentas eléctricas para este martes y miércoles en la región</a> appeared first on <a href="https://radioguayacan.cl">Radio Guayacan</a>.</p>
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		<item>
		<title>Hasta 33 grados se espera para este domingo de elecciones en la región de Coquimbo</title>
		<link>https://radioguayacan.cl/hasta-33-grados-se-espera-para-este-domingo-de-elecciones-en-la-region-de-coquimbo/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=hasta-33-grados-se-espera-para-este-domingo-de-elecciones-en-la-region-de-coquimbo</link>
		
		<dc:creator><![CDATA[Marcela Salas Salazar]]></dc:creator>
		<pubDate>Fri, 17 Dec 2021 16:24:23 +0000</pubDate>
				<category><![CDATA[Región]]></category>
		<category><![CDATA[Titulares]]></category>
		<category><![CDATA[33 grados]]></category>
		<category><![CDATA[altas temperaturas]]></category>
		<category><![CDATA[Coquimbo]]></category>
		<category><![CDATA[La Serena]]></category>
		<category><![CDATA[precordillera]]></category>
		<category><![CDATA[región de Coquimbo]]></category>
		<guid isPermaLink="false">https://radioguayacan.cl/?p=21239</guid>

					<description><![CDATA[<p>La Dirección Metereológica de Chile anunció un evento de altas temperaturas entre las regiones de Coquimbo y Bio Bio, que</p>
<p>The post <a href="https://radioguayacan.cl/hasta-33-grados-se-espera-para-este-domingo-de-elecciones-en-la-region-de-coquimbo/">Hasta 33 grados se espera para este domingo de elecciones en la región de Coquimbo</a> appeared first on <a href="https://radioguayacan.cl">Radio Guayacan</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>La Dirección Metereológica de Chile anunció un evento de altas temperaturas entre las regiones de Coquimbo y Bio Bio, que se efectuarán desde el sábado 18 hasta el 21 de diciembre.</p>
<p>El día más álgido del fenómeno en la región se producirá justo el día domingo de elecciones presidenciales, donde se tendrá una máxima de 33 grados en sectores precordilleranos y de 32 en la cordillera de la zona.</p>
<p>La región del país que sufrirá las temperaturas más extremas será la región de Valparaiso, que tendrá una máxima de 36 grados.</p>
<blockquote class="twitter-tweet">
<p dir="ltr" lang="es">Atención 📢 En el siguiente video el Meteorólogo de <a href="https://twitter.com/meteochile_dmc?ref_src=twsrc%5Etfw">@meteochile_dmc</a> Arnaldo Zúñiga nos entrega más detalles sobre el pronóstico del tiempo para este importante fin de semana<br />
<a href="https://twitter.com/hashtag/TiempoyClima?src=hash&amp;ref_src=twsrc%5Etfw">#TiempoyClima</a> <a href="https://twitter.com/hashtag/Pron%C3%B3stico?src=hash&amp;ref_src=twsrc%5Etfw">#Pronóstico</a> <a href="https://twitter.com/hashtag/EleccionesChile?src=hash&amp;ref_src=twsrc%5Etfw">#EleccionesChile</a> <a href="https://twitter.com/hashtag/Calor?src=hash&amp;ref_src=twsrc%5Etfw">#Calor</a>🍉 <a href="https://twitter.com/hashtag/Aviso?src=hash&amp;ref_src=twsrc%5Etfw">#Aviso</a> <a href="https://twitter.com/hashtag/Alerta?src=hash&amp;ref_src=twsrc%5Etfw">#Alerta</a> <a href="https://twitter.com/hashtag/Vota?src=hash&amp;ref_src=twsrc%5Etfw">#Vota</a> <a href="https://t.co/ugsPevgJQG">pic.twitter.com/ugsPevgJQG</a></p>
<p>— MeteoChile (@meteochile_dmc) <a href="https://twitter.com/meteochile_dmc/status/1471575718408515587?ref_src=twsrc%5Etfw">December 16, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></p>
<p>The post <a href="https://radioguayacan.cl/hasta-33-grados-se-espera-para-este-domingo-de-elecciones-en-la-region-de-coquimbo/">Hasta 33 grados se espera para este domingo de elecciones en la región de Coquimbo</a> appeared first on <a href="https://radioguayacan.cl">Radio Guayacan</a>.</p>
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		<item>
		<title>Pronostican tormentas eléctricas para este viernes 19 para Atacama y Coquimbo</title>
		<link>https://radioguayacan.cl/pronostican-tormentas-electricas-para-este-viernes-19-para-atacama-y-coquimbo/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=pronostican-tormentas-electricas-para-este-viernes-19-para-atacama-y-coquimbo</link>
		
		<dc:creator><![CDATA[Marcela Salas Salazar]]></dc:creator>
		<pubDate>Wed, 17 Mar 2021 18:03:08 +0000</pubDate>
				<category><![CDATA[Actualidad]]></category>
		<category><![CDATA[Titulares]]></category>
		<category><![CDATA[Atacama]]></category>
		<category><![CDATA[Ceaza]]></category>
		<category><![CDATA[precordillera]]></category>
		<category><![CDATA[pronóstico]]></category>
		<category><![CDATA[región de Coquimbo]]></category>
		<category><![CDATA[tormentas eléctricas]]></category>
		<guid isPermaLink="false">https://radioguayacan.cl/?p=14706</guid>

					<description><![CDATA[<p>De acuerdo al área meteorológica del CEAZA, se pronostican para este viernes 19 de marzo probables tormentas eléctricas en la cordillera</p>
<p>The post <a href="https://radioguayacan.cl/pronostican-tormentas-electricas-para-este-viernes-19-para-atacama-y-coquimbo/">Pronostican tormentas eléctricas para este viernes 19 para Atacama y Coquimbo</a> appeared first on <a href="https://radioguayacan.cl">Radio Guayacan</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p lang="es-MX" align="justify">De acuerdo al área meteorológica del CEAZA, se pronostican para este viernes 19 de marzo probables tormentas eléctricas en la cordillera y en la precodillera desde la provincia de Copiapó, en la Región de Atacama, hasta la provincia de Choapa, en la Región de Coquimbo.</p>
<p lang="es-MX" align="justify">Además, Luis Muñoz, meteorólogo del CEAZA detalla que “se producirían vientos moderados a fuertes en la cordillera de la Región de Coquimbo, así como también,  chubascos normales a moderados en la cordillera de las provincias de Copiapó y de Huasco y débiles a normales en la cordillera de la Región de Coquimbo, pudiendo afectar débilmente a la precordillera”.</p>
<p lang="es-MX" align="justify">De acuerdo al especialista, estos fenómenos son provocados por el paso de un núcleo frío en altura y la mayor intensidad de las precipitaciones se pronostica para el tramo desde la provincia de Huasco hasta la provincia de Limarí, principalmente durante horas de la tarde.</p>
<p lang="es-MX" align="justify">A continuación se entrega información detallada de distintas variables meteorológicas:</p>
<p lang="es-MX" align="justify"><img decoding="async" class="alignnone size-full wp-image-14708" src="https://radioguayacan.cl/wp-content/uploads/2021/03/ceazamet-19.03.b-300x147-1.png" alt="" width="300" height="147" /></p>
<p lang="es-MX" align="justify"><img fetchpriority="high" decoding="async" class="alignnone size-medium wp-image-14709" src="https://radioguayacan.cl/wp-content/uploads/2021/03/2-300x171.png" alt="" width="300" height="171" srcset="https://radioguayacan.cl/wp-content/uploads/2021/03/2-300x171.png 300w, https://radioguayacan.cl/wp-content/uploads/2021/03/2.png 580w" sizes="(max-width: 300px) 100vw, 300px" /></p>
<p lang="es-MX" align="justify"><img decoding="async" class="alignnone size-full wp-image-14710" src="https://radioguayacan.cl/wp-content/uploads/2021/03/3.png" alt="" width="300" height="246" /></p>
<p>The post <a href="https://radioguayacan.cl/pronostican-tormentas-electricas-para-este-viernes-19-para-atacama-y-coquimbo/">Pronostican tormentas eléctricas para este viernes 19 para Atacama y Coquimbo</a> appeared first on <a href="https://radioguayacan.cl">Radio Guayacan</a>.</p>
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		<item>
		<title>Onemi declara alerta temprana preventiva por probables tormentas eléctricas</title>
		<link>https://radioguayacan.cl/onemi-declara-alerta-temprana-preventiva-por-probables-tormentas-electricas/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=onemi-declara-alerta-temprana-preventiva-por-probables-tormentas-electricas</link>
		
		<dc:creator><![CDATA[Marcela Salas Salazar]]></dc:creator>
		<pubDate>Sun, 14 Mar 2021 21:53:41 +0000</pubDate>
				<category><![CDATA[Actualidad]]></category>
		<category><![CDATA[Titulares]]></category>
		<category><![CDATA[alerta]]></category>
		<category><![CDATA[clima]]></category>
		<category><![CDATA[Coquimbo]]></category>
		<category><![CDATA[cordillera]]></category>
		<category><![CDATA[Coronavirus]]></category>
		<category><![CDATA[Covid 19]]></category>
		<category><![CDATA[cuarentena]]></category>
		<category><![CDATA[delincuencia]]></category>
		<category><![CDATA[Dirección Meteorológca de Chile]]></category>
		<category><![CDATA[Elqui]]></category>
		<category><![CDATA[Illapel]]></category>
		<category><![CDATA[La Serena]]></category>
		<category><![CDATA[Limari]]></category>
		<category><![CDATA[Los Vilos]]></category>
		<category><![CDATA[Monte Patria]]></category>
		<category><![CDATA[Municipalidad]]></category>
		<category><![CDATA[municipio]]></category>
		<category><![CDATA[Onemi]]></category>
		<category><![CDATA[precordillera]]></category>
		<category><![CDATA[Punitaqui]]></category>
		<category><![CDATA[región]]></category>
		<category><![CDATA[región de Coquimbo]]></category>
		<category><![CDATA[Salamanca]]></category>
		<category><![CDATA[tormentas eléctricas]]></category>
		<category><![CDATA[Vicuña]]></category>
		<guid isPermaLink="false">https://radioguayacan.cl/?p=14598</guid>

					<description><![CDATA[<p>Según se informó desde la Dirección Meteorológica de Chile para mañana lunes 15 de marzo se prevé el probable desarrollo</p>
<p>The post <a href="https://radioguayacan.cl/onemi-declara-alerta-temprana-preventiva-por-probables-tormentas-electricas/">Onemi declara alerta temprana preventiva por probables tormentas eléctricas</a> appeared first on <a href="https://radioguayacan.cl">Radio Guayacan</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Según se informó desde la Dirección Meteorológica de Chile para mañana lunes 15 de marzo se prevé el probable desarrollo de tormentas eléctricas en sectores del valle, precordillera y cordillera entre las regiones de Coquimbo y Metropolitana, además de los sectores de precordillera y cordillera en las regiones de O´Higgins y del Maule.</p>
<p>Además, el martes 16 de marzo, este fenómeno afectará a la zona cordillerana entre las regiones de Coquimbo y Metropolitana.</p>
<p>En consideración a este antecedente, que supone un aumento del riesgo asociado a esta variable meteorológica, la Dirección Regional de ONEMI Coquimbo declara Alerta Temprana Preventiva regional por tormentas eléctricas, vigente desde hoy y hasta que las condiciones así lo ameriten.</p>
<p>La declaración de esta alerta, es un estado de reforzamiento de la vigilancia, mediante el monitoreo preciso y riguroso de las condiciones de riesgo y las respectivas vulnerabilidades asociadas a la amenaza, coordinando y activando al Sistema de Protección Civil con el fin de actuar oportunamente frente a eventuales situaciones de emergencia.</p>
<p>The post <a href="https://radioguayacan.cl/onemi-declara-alerta-temprana-preventiva-por-probables-tormentas-electricas/">Onemi declara alerta temprana preventiva por probables tormentas eléctricas</a> appeared first on <a href="https://radioguayacan.cl">Radio Guayacan</a>.</p>
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		<title>CEAZA MET pronostica nevadas en la cordillera y precordillera durante este martes 6 de octubre</title>
		<link>https://radioguayacan.cl/ceaza-met-pronostica-nevadas-en-la-cordillera-y-precordillera-durante-este-martes-6-de-octubre/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=ceaza-met-pronostica-nevadas-en-la-cordillera-y-precordillera-durante-este-martes-6-de-octubre</link>
		
		<dc:creator><![CDATA[Marcela Salas Salazar]]></dc:creator>
		<pubDate>Mon, 05 Oct 2020 17:59:03 +0000</pubDate>
				<category><![CDATA[Actualidad]]></category>
		<category><![CDATA[Titulares]]></category>
		<category><![CDATA[Ceaza Met]]></category>
		<category><![CDATA[cordillera]]></category>
		<category><![CDATA[este martes]]></category>
		<category><![CDATA[nevadas]]></category>
		<category><![CDATA[precordillera]]></category>
		<category><![CDATA[pronostica]]></category>
		<category><![CDATA[región de Coquimbo]]></category>
		<guid isPermaLink="false">https://radioguayacan.cl/?p=10146</guid>

					<description><![CDATA[<p>Esta alerta ha sido generada por el Centro de Estudios Avanzados en Zonas Áridas (CEAZA), quienes informaron que se espera</p>
<p>The post <a href="https://radioguayacan.cl/ceaza-met-pronostica-nevadas-en-la-cordillera-y-precordillera-durante-este-martes-6-de-octubre/">CEAZA MET pronostica nevadas en la cordillera y precordillera durante este martes 6 de octubre</a> appeared first on <a href="https://radioguayacan.cl">Radio Guayacan</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p lang="es-MX" align="justify">Esta alerta ha sido generada por el Centro de Estudios Avanzados en Zonas Áridas (CEAZA), quienes informaron que se espera que el tránsito de una vaguada en altura afecte a la cordillera de la provincia de Huasco y de la Región de Coquimbo durante el martes 6, la cual dejará precipitaciones con probables tormentas eléctricas, con la probabilidad de que se extiendan a la precordillera.</p>
<p lang="es-MX" align="justify">Lo más importante de este fenómeno es que estará acompañado de una isoterma 0ºC alta.</p>
<p lang="es-MX" align="justify">La mayor intensidad de las precipitaciones se espera para la mañana y la tarde de dicho día, finalizando por completo hacia la noche.</p>
<p lang="es-MX" align="justify">A continuación, se entrega información detallada de distintas variables meteorológicas:</p>
<p lang="es-MX" align="justify"><img loading="lazy" decoding="async" class="alignnone size-medium wp-image-10152" src="https://radioguayacan.cl/wp-content/uploads/2020/10/WhatsApp-Image-2020-10-05-at-14.43.25-300x212.jpeg" alt="" width="300" height="212" srcset="https://radioguayacan.cl/wp-content/uploads/2020/10/WhatsApp-Image-2020-10-05-at-14.43.25-300x212.jpeg 300w, https://radioguayacan.cl/wp-content/uploads/2020/10/WhatsApp-Image-2020-10-05-at-14.43.25-600x424.jpeg 600w, https://radioguayacan.cl/wp-content/uploads/2020/10/WhatsApp-Image-2020-10-05-at-14.43.25-1024x724.jpeg 1024w, https://radioguayacan.cl/wp-content/uploads/2020/10/WhatsApp-Image-2020-10-05-at-14.43.25-768x543.jpeg 768w, https://radioguayacan.cl/wp-content/uploads/2020/10/WhatsApp-Image-2020-10-05-at-14.43.25.jpeg 1029w" sizes="(max-width: 300px) 100vw, 300px" /></p>
<p lang="es-MX" align="justify">
<p>The post <a href="https://radioguayacan.cl/ceaza-met-pronostica-nevadas-en-la-cordillera-y-precordillera-durante-este-martes-6-de-octubre/">CEAZA MET pronostica nevadas en la cordillera y precordillera durante este martes 6 de octubre</a> appeared first on <a href="https://radioguayacan.cl">Radio Guayacan</a>.</p>
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		<title>El próximo lunes 14 de octubre pronostican chubascos en precoridllera de la región</title>
		<link>https://radioguayacan.cl/el-proximo-lunes-14-de-octubre-pronostican-chubascos-en-precoridllera-de-la-region/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=el-proximo-lunes-14-de-octubre-pronostican-chubascos-en-precoridllera-de-la-region</link>
		
		<dc:creator><![CDATA[Marcela Salas Salazar]]></dc:creator>
		<pubDate>Thu, 10 Oct 2019 21:10:25 +0000</pubDate>
				<category><![CDATA[Actualidad]]></category>
		<category><![CDATA[Titulares]]></category>
		<category><![CDATA[Ceaza]]></category>
		<category><![CDATA[chubascos]]></category>
		<category><![CDATA[clima]]></category>
		<category><![CDATA[Combarbalá]]></category>
		<category><![CDATA[Coquimbo]]></category>
		<category><![CDATA[La Serena]]></category>
		<category><![CDATA[Limari]]></category>
		<category><![CDATA[lluvias]]></category>
		<category><![CDATA[Monte Patria]]></category>
		<category><![CDATA[Ovalle]]></category>
		<category><![CDATA[precordillera]]></category>
		<category><![CDATA[pronóstico]]></category>
		<category><![CDATA[Salamanca]]></category>
		<guid isPermaLink="false">https://radioguayacan.cl/?p=4826</guid>

					<description><![CDATA[<p>El área de meteorología del CEAZA pronostica chubascos en la precordillera y cordillera de las comunas de Monte Patria y</p>
<p>The post <a href="https://radioguayacan.cl/el-proximo-lunes-14-de-octubre-pronostican-chubascos-en-precoridllera-de-la-region/">El próximo lunes 14 de octubre pronostican chubascos en precoridllera de la región</a> appeared first on <a href="https://radioguayacan.cl">Radio Guayacan</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>El área de meteorología del CEAZA pronostica chubascos en la precordillera y cordillera de las comunas de Monte Patria y Combarbalá durante el lunes 14 de octubre.</p>
<p>Las precipitaciones también podrían afectar los valles interiores, precordillera y cordillera de la Provincia de Choapa durante el mismo día.</p>
<p>El informe advierte que los chubascos se podrían observar en el resto de la Región, de forma débil.</p>
<p>Durante la tarde de la misma jornada se esperarían vientos moderados a fuertes (desde los 40 a 90 km, según localidad) en las zonas costeras y cordilleranas de la Región de Coquimbo, así como también en los valles de la provincia de Choapa.</p>
<p>The post <a href="https://radioguayacan.cl/el-proximo-lunes-14-de-octubre-pronostican-chubascos-en-precoridllera-de-la-region/">El próximo lunes 14 de octubre pronostican chubascos en precoridllera de la región</a> appeared first on <a href="https://radioguayacan.cl">Radio Guayacan</a>.</p>
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		<item>
		<title>(ACTUALIZACIÓN) Desde el miércoles hasta 50 centímetros de nieve podrían caer en la cordillera de la región</title>
		<link>https://radioguayacan.cl/actualizacion-desde-el-miercoles-hasta-50-milimetros-podria-llover-en-la-precordillera-de-la-region/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=actualizacion-desde-el-miercoles-hasta-50-milimetros-podria-llover-en-la-precordillera-de-la-region</link>
		
		<dc:creator><![CDATA[Marcela Salas Salazar]]></dc:creator>
		<pubDate>Mon, 27 May 2019 20:29:00 +0000</pubDate>
				<category><![CDATA[Actualidad]]></category>
		<category><![CDATA[Titulares]]></category>
		<category><![CDATA[Ceaza]]></category>
		<category><![CDATA[clima]]></category>
		<category><![CDATA[Coquimbo]]></category>
		<category><![CDATA[costa]]></category>
		<category><![CDATA[La Serena]]></category>
		<category><![CDATA[Lluvia]]></category>
		<category><![CDATA[Ovalle]]></category>
		<category><![CDATA[precipitaciones]]></category>
		<category><![CDATA[precordillera]]></category>
		<category><![CDATA[Salamanca]]></category>
		<category><![CDATA[temporal]]></category>
		<category><![CDATA[tiempo]]></category>
		<guid isPermaLink="false">https://radioguayacan.cl/?p=2914</guid>

					<description><![CDATA[<p>El área meteorológica del CEAZA informa que se espera la llegada de un sistema frontal a la Región de Coquimbo</p>
<p>The post <a href="https://radioguayacan.cl/actualizacion-desde-el-miercoles-hasta-50-milimetros-podria-llover-en-la-precordillera-de-la-region/">(ACTUALIZACIÓN) Desde el miércoles hasta 50 centímetros de nieve podrían caer en la cordillera de la región</a> appeared first on <a href="https://radioguayacan.cl">Radio Guayacan</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>El área meteorológica del CEAZA informa que se espera la llegada de un sistema frontal a la Región de Coquimbo durante este miércoles 29 de mayo, el cual afectaría con precipitaciones de distintas intensidades.</p>
<p>Según el reporte las precipitaciones más intensas se presentarían en la precordillera y en la cordillera. En la cordillera comenzarían durante la tarde del martes 28.</p>
<p>El informe advierte que el sistema tendría características de temporal en la costa de la provincia de Choapa, entre la noche del miércoles y la madrugada del jueves.</p>
<p>En la provincia de Huasco, en la Región de Atacama, afectaría entre miércoles 29 y jueves 30 en los sectores precordilleranos y cordilleranos.</p>
<p>Los montos de precipitación podrían variar entre los 5 y 15 mm de lluvia en los valles y la costa de las distintas provincias de la Región de Coquimbo. En tanto, en la precordillera de Huasco y de la Región de Coquimbo se podrían acumular entre 5 a 30 mm. Por otro lado, en la cordillera, desde la Provincia del Huasco hasta la del Choapa en la Región de Coquimbo, los montos de nieve caídos podrían variar entre 10 a 50 cm.</p>
<p>También se presentarían vientos tanto en la costa como en la cordillera.</p>
<p lang="es-MX" align="justify"><strong>Estimación </strong><strong>total </strong><strong>de la</strong><strong>s </strong><strong>precipitaciones</strong><strong>:</strong></p>
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" alt="" width="317" height="127" /></p>
<p lang="es-MX" align="justify"><strong>Estimación de</strong><strong>l viento </strong><strong>(Km/h)</strong><strong>:</strong></p>
<p><img loading="lazy" decoding="async" 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" alt="" width="417" height="165" /></p>
<p lang="es-MX" align="justify"><strong>Estimación de l</strong><strong>a isoterma 0°C</strong><strong>:</strong></p>
<p><img loading="lazy" decoding="async" 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" 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<p>The post <a href="https://radioguayacan.cl/actualizacion-desde-el-miercoles-hasta-50-milimetros-podria-llover-en-la-precordillera-de-la-region/">(ACTUALIZACIÓN) Desde el miércoles hasta 50 centímetros de nieve podrían caer en la cordillera de la región</a> appeared first on <a href="https://radioguayacan.cl">Radio Guayacan</a>.</p>
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