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      <title>Per 4: importancia del Rio Nilo  by Mrs. Prado</title>
      <link>https://padlet.com/melprado/a5nlo90ohn84</link>
      <description>Un recurso necesario</description>
      <language>en-us</language>
      <pubDate>2017-12-13 20:57:44 UTC</pubDate>
      <lastBuildDate>2025-11-07 16:40:24 UTC</lastBuildDate>
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         <title>En conclusion: Anthony white</title>
         <author></author>
         <link>https://padlet.com/melprado/a5nlo90ohn84/wish/216328585</link>
         <description><![CDATA[<div> FInalmente, El Rio Nilo dio comienza al civilizacion de Egipto porque el rio dio comida y con mas comida el civilizacion puede avansar en tecknologia y la cultura.</div>]]></description>
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         <pubDate>2017-12-14 20:40:31 UTC</pubDate>
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      <item>
         <title>En conclusion: Donatella M.</title>
         <author></author>
         <link>https://padlet.com/melprado/a5nlo90ohn84/wish/216330958</link>
         <description><![CDATA[<ol><li>Claramente, el rio Nilo dio los Egipcios el idea a crear su calendario.<mark><figure class="attachment attachment--preview"><img src="null" width="232" height="217"><figcaption class="attachment__caption"></figcaption></figure></mark></li></ol>]]></description>
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         <pubDate>2017-12-14 20:48:51 UTC</pubDate>
         <guid>https://padlet.com/melprado/a5nlo90ohn84/wish/216330958</guid>
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      <item>
         <title>En Conclusion: Evelyna Salinas</title>
         <author></author>
         <link>https://padlet.com/melprado/a5nlo90ohn84/wish/216331437</link>
         <description><![CDATA[<div>Claramente , el rio Nilo dio agua para las cosechas de las personas de ejipto y alludo comenzar una civilisacion.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-14 20:50:45 UTC</pubDate>
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      <item>
         <title>En conclusion: Viviana Lopez</title>
         <author></author>
         <link>https://padlet.com/melprado/a5nlo90ohn84/wish/216331492</link>
         <description><![CDATA[<div>El Rio Nilo ayudo a las cosechas</div>]]></description>
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         <pubDate>2017-12-14 20:51:02 UTC</pubDate>
         <guid>https://padlet.com/melprado/a5nlo90ohn84/wish/216331492</guid>
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      <item>
         <title>Sophie Lim</title>
         <author></author>
         <link>https://padlet.com/melprado/a5nlo90ohn84/wish/216332574</link>
         <description><![CDATA[<div>Claramente, las personas de Egipto podían crear más trabajos especializados, gracias al río Nilo.</div>]]></description>
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         <pubDate>2017-12-14 20:55:34 UTC</pubDate>
         <guid>https://padlet.com/melprado/a5nlo90ohn84/wish/216332574</guid>
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      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/melprado/a5nlo90ohn84/wish/216332932</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-12-14 20:57:02 UTC</pubDate>
         <guid>https://padlet.com/melprado/a5nlo90ohn84/wish/216332932</guid>
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      <item>
         <title>En Conclusion: Lucas Hickey</title>
         <author></author>
         <link>https://padlet.com/melprado/a5nlo90ohn84/wish/216332966</link>
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" width="261" height="193"><figcaption class="attachment__caption"></figcaption></figure>Claramente, el Río Nilo ayudó a las cosechas de Egipto.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-14 20:57:13 UTC</pubDate>
         <guid>https://padlet.com/melprado/a5nlo90ohn84/wish/216332966</guid>
      </item>
      <item>
         <title>Russell Riley</title>
         <author></author>
         <link>https://padlet.com/melprado/a5nlo90ohn84/wish/216333197</link>
         <description><![CDATA[<div>En el antiguo Egipto su&nbsp; tierra fértil es una manera en que dio comienzo a su civilización.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-14 20:58:16 UTC</pubDate>
         <guid>https://padlet.com/melprado/a5nlo90ohn84/wish/216333197</guid>
      </item>
      <item>
         <title>Conclusion: Zoe Taylor (y Siena Thatcher)</title>
         <author></author>
         <link>https://padlet.com/melprado/a5nlo90ohn84/wish/216360601</link>
         <description><![CDATA[<div>Claramente, la tierra fértil fue una razón que comienzo la civilización del antiguo Egipto. </div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/247772933/c78ad0696732877a44a9aac29dc5232a/download.jpeg" />
         <pubDate>2017-12-15 00:10:18 UTC</pubDate>
         <guid>https://padlet.com/melprado/a5nlo90ohn84/wish/216360601</guid>
      </item>
      <item>
         <title>Conclusion: Caelan, Niko y Xandon</title>
         <author></author>
         <link>https://padlet.com/melprado/a5nlo90ohn84/wish/309881392</link>
         <description><![CDATA[<div>Claramente, el Rio Nilo influyo el  comienzo del civilizacion del antiguo Egipto.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-11-30 17:23:07 UTC</pubDate>
         <guid>https://padlet.com/melprado/a5nlo90ohn84/wish/309881392</guid>
      </item>
      <item>
         <title>En Conclusion: Joaquin Serrato</title>
         <author></author>
         <link>https://padlet.com/melprado/a5nlo90ohn84/wish/309888690</link>
         <description><![CDATA[<div>Finalmente, la tierra fertil del Rio Nilo fue importante para egipto y para la cilvilacion para simepre.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-11-30 17:37:52 UTC</pubDate>
         <guid>https://padlet.com/melprado/a5nlo90ohn84/wish/309888690</guid>
      </item>
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