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      <title>My encantador grid by </title>
      <link>https://padlet.com/emily_inostroza_146/u7ahirlga34g</link>
      <description>Hecho con carisma</description>
      <language>en-us</language>
      <pubDate>2017-09-26 13:28:28 UTC</pubDate>
      <lastBuildDate>2017-10-03 13:16:11 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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      <item>
         <title>invasion germana</title>
         <author>emily_inostroza_146</author>
         <link>https://padlet.com/emily_inostroza_146/u7ahirlga34g/wish/191239483</link>
         <description><![CDATA[<div>Los <strong>pueblos germanos (también germánicos o bárbaros) </strong>son un  grupo de pueblos que conquistaron la mayor parte del oeste y del centro de Europa en el siglo V después de Cristo, contribuyendo al fin del <strong>Imperio romano de Occidente </strong>. Hacia el siglo II antes de Cristo los pueblos germanos ya habían ocupado el norte de Germania (fundamentalmente, la actual Alemania) y el sur de Escandinavia, desde donde procedían.<br><figure class="attachment attachment--preview"><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/8/88/Hispania3c.JPG/250px-Hispania3c.JPG" width="250" height="189"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
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         <pubDate>2017-09-26 13:39:04 UTC</pubDate>
         <guid>https://padlet.com/emily_inostroza_146/u7ahirlga34g/wish/191239483</guid>
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         <title>imperio romano</title>
         <author>emily_inostroza_146</author>
         <link>https://padlet.com/emily_inostroza_146/u7ahirlga34g/wish/191248112</link>
         <description><![CDATA[<div>imperio romano fue el tercer periodo de <a href="https://es.wikipedia.org/wiki/Roma_Antigua">civilización romana</a> en la <a href="https://es.wikipedia.org/wiki/Antig%C3%BCedad_cl%C3%A1sica">Antigüedad clásica</a>, posterior a la<a href="https://es.wikipedia.org/wiki/Rep%C3%BAblica_romana">República romana</a> y caracterizado por una forma de gobierno <a href="https://es.wikipedia.org/wiki/Autocracia">autocrática</a>. El nacimiento del Imperio viene precedido por la expansión de su capital, <a href="https://es.wikipedia.org/wiki/Roma_(antigua)">Roma</a>, que extendió su control en torno al <a href="https://es.wikipedia.org/wiki/Mar_Mediterr%C3%A1neo">mar Mediterráneo</a>. Bajo la etapa imperial los dominios de Roma siguieron aumentando hasta llegar a su máxima extensión durante el reinado de <a href="https://es.wikipedia.org/wiki/Trajano">Trajano</a>, momento en que abarcaba desde el <a href="https://es.wikipedia.org/wiki/Oc%C3%A9ano_Atl%C3%A1ntico">océano Atlántico</a> al oeste hasta las orillas del <a href="https://es.wikipedia.org/wiki/Mar_Caspio">mar Caspio</a>, el <a href="https://es.wikipedia.org/wiki/Mar_Rojo">mar Rojo</a> y el <a href="https://es.wikipedia.org/wiki/Golfo_P%C3%A9rsico">golfo Pérsico</a> al este, y desde el <a href="https://es.wikipedia.org/wiki/Desierto_del_Sahara">desierto del Sahara</a> al sur hasta las tierras boscosas a orillas de los ríos<a href="https://es.wikipedia.org/wiki/Rin">Rin</a> y <a href="https://es.wikipedia.org/wiki/Danubio">Danubio</a> y la frontera con <a href="https://es.wikipedia.org/wiki/Caledonia">Caledonia</a> al norte. Su superficie máxima estimada sería de unos 6,5 millones<br><figure class="attachment attachment--preview" 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         <enclosure url="" />
         <pubDate>2017-09-26 13:52:20 UTC</pubDate>
         <guid>https://padlet.com/emily_inostroza_146/u7ahirlga34g/wish/191248112</guid>
      </item>
   </channel>
</rss>
