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      <title>Mi examen de computacion  by </title>
      <link>https://padlet.com/mtzd1276/hz06nrep04lj</link>
      <description>esta es la actividad asignada para nuestro examen mensual </description>
      <language>en-us</language>
      <pubDate>2018-10-23 12:53:23 UTC</pubDate>
      <lastBuildDate>2018-10-23 13:06:23 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url>https://padlet-assets.s3.amazonaws.com/icons/Diskette.png</url>
      </image>
      <item>
         <title>software </title>
         <author>mtzd1276</author>
         <link>https://padlet.com/mtzd1276/hz06nrep04lj/wish/295911413</link>
         <description><![CDATA[<div>parte interna de la computadora que incluye los programas. <a>Resultado de imagen para 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</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-23 13:03:16 UTC</pubDate>
         <guid>https://padlet.com/mtzd1276/hz06nrep04lj/wish/295911413</guid>
      </item>
   </channel>
</rss>
