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	<title>La gran migración del Serengeti | Animaladas - Blog elcorreo.com</title>
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	<description>Por Juan Ignacio Pérez</description>
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		<title>La gran migración del Serengeti | Animaladas - Blog elcorreo.com</title>
		<link>https://blogs.elcorreo.com/animaladas/2011/09/18/la-gran-migracion-del-serengeti/</link>
		<comments>https://blogs.elcorreo.com/animaladas/2011/09/18/la-gran-migracion-del-serengeti/#comments</comments>
		<pubDate>Sun, 18 Sep 2011 20:53:30 +0000</pubDate>
		<dc:creator>juanignacio</dc:creator>
		                		<category><![CDATA[Balance hídrico y osmótico]]></category>
		<post_tag><![CDATA[balance hídrico]]></post_tag>
		<post_tag><![CDATA[cebra]]></post_tag>
		<post_tag><![CDATA[deshidratación]]></post_tag>
		<post_tag><![CDATA[dik-dik]]></post_tag>
		<post_tag><![CDATA[economía hídrica. Estación de lluvias]]></post_tag>
		<post_tag><![CDATA[estación seca]]></post_tag>
		<post_tag><![CDATA[gacela de Grant]]></post_tag>
		<post_tag><![CDATA[migración]]></post_tag>
		<post_tag><![CDATA[ñu]]></post_tag>

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		<description><![CDATA[La gran migración de herbívoros del Serengeti es una de las pocas grandes migraciones que quedan en África. En el pasado eran muy comunes las grandes migraciones en ese continente. Pero quedan muy pocas, ya que solo perviven allí donde hay abundantes mamíferos herbívoros, como ocurre en el Serengeti. Los herbívoros que toman parte en [&#8230;]]]></description>
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"><img 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" alt="" width="268" height="188"></a>La gran migración de herbívoros del Serengeti es una de las pocas grandes migraciones que quedan en África. En el pasado eran muy comunes las grandes migraciones en ese continente. Pero quedan muy pocas, ya que solo perviven allí donde hay abundantes mamíferos herbívoros, como ocurre en el Serengeti.</p>
<div class="voc-advertising voc-adver-inter-text hidden-md hidden-lg voc-adver-blogs-entries"></div><p>Los herbívoros que toman parte en esa gran migración se desplazan del sureste al noroeste, de lugares secos a lugares húmedos. En la temporada de lluvias hay suficiente agua en todas partes y la hierba abunda. Cuando llega la estación seca, comprendida entre junio y noviembre, primero los arroyos y después los ríos, se secan. No quedan más que unas pocas charcas con algo de agua. Bajo esas condiciones, los herbívoros que no dependen de la ingestión de agua no migran, se quedan donde están, pero los otros se desplazan. Luego, cuando vuelve la estación de lluvias, ellos también retornan al sureste del Serengeti.</p>
<div class="voc-advertising voc-adver-inter-text hidden-md hidden-lg voc-advertising-mobile-ready"></div><p>Así pues, las migraciones del Serengeti se producen a causa de las variaciones estacionales en la disponibilidad de agua. Las cebras y los ñus migran. Necesitan beber; por eso se desplazan en su búsqueda. En la época cálida han de beber al menos una vez al día. Por esa razón no deben alejarse más de 25 km del agua.</p>
<p>La gacela de Grant y el dik-dik (antílope enano) no dependen del agua, por lo que no están obligados a recorrer grandes distancias en su búsqueda. En lo que a la economía hídrica se refiere, la gacela de Grant y el ñu son animales muy diferentes. El ñu busca la sombra, incluso cuando no hace calor, mientras que la gacela de Grant no lo necesita. Cuando el ñu busca la sombra procura minimizar en lo posible la deshidratación; a la gacela, sin embargo, eso no le parece importar. Gracias a esa independencia con respecto al agua líquida, la gacela de Grant puede alejarse de las fuentes de agua tanto como le convenga, de manera que puede acceder de ese modo a recursos que están vedados a los herbívoros que han de permanecer en las proximidades del agua. Y por esa razón no se ve obligada a realizar los grandes desplazamientos que realizan los otros herbívoros.</p>
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