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      <title>Chapter 11   by Jeremiah Williams</title>
      <link>https://padlet.com/jw173867/esjcrxvg0m6x</link>
      <description>Made with big dreams</description>
      <language>en-us</language>
      <pubDate>2018-01-29 19:17:06 UTC</pubDate>
      <lastBuildDate>2026-03-13 08:03:26 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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      <item>
         <title>National road</title>
         <author>jw173867</author>
         <link>https://padlet.com/jw173867/esjcrxvg0m6x/wish/225823024</link>
         <description><![CDATA[<div>The national road was a highway built by Deniel Boone in 1775.&nbsp; More than 100,000 people traveled it between 1775 and 1790.<figure class="attachment attachment--preview" 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         <enclosure url="" />
         <pubDate>2018-01-29 19:35:35 UTC</pubDate>
         <guid>https://padlet.com/jw173867/esjcrxvg0m6x/wish/225823024</guid>
      </item>
      <item>
         <title>American system</title>
         <author>jw173867</author>
         <link>https://padlet.com/jw173867/esjcrxvg0m6x/wish/226059489</link>
         <description><![CDATA[<div>The american system is a system that </div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-30 13:32:18 UTC</pubDate>
         <guid>https://padlet.com/jw173867/esjcrxvg0m6x/wish/226059489</guid>
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