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      <title>western expansion vocab menu  by Damein George</title>
      <link>https://padlet.com/damiengeorge3063/k3het7zbfrmm</link>
      <description>Damien George</description>
      <language>en-us</language>
      <pubDate>2016-10-11 12:03:52 UTC</pubDate>
      <lastBuildDate>2016-10-11 12:26:34 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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         <title>Marbury vs Madison   </title>
         <author>damiengeorge3063</author>
         <link>https://padlet.com/damiengeorge3063/k3het7zbfrmm/wish/129760946</link>
         <description><![CDATA[<div>was a landmark United States Supreme Court case in which the Court formed the basis for the exercise of judicial review in the United States under Article III of the Constitution.<br><figure class="attachment attachment-preview" 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width="240" height="160"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-11 12:06:42 UTC</pubDate>
         <guid>https://padlet.com/damiengeorge3063/k3het7zbfrmm/wish/129760946</guid>
      </item>
      <item>
         <title>Oregon Trail </title>
         <author>damiengeorge3063</author>
         <link>https://padlet.com/damiengeorge3063/k3het7zbfrmm/wish/129763683</link>
         <description><![CDATA[<div>&nbsp;large-wheeled wagon route and emigrant trail that connected the Missouri River to valleys in Oregon. The eastern part of the Oregon Trail spanned part of the future state of Kansas, and nearly all of what are now the states of Nebraska and Wyoming.<br><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-11 12:15:07 UTC</pubDate>
         <guid>https://padlet.com/damiengeorge3063/k3het7zbfrmm/wish/129763683</guid>
      </item>
      <item>
         <title>Manifest Destiny </title>
         <author>damiengeorge3063</author>
         <link>https://padlet.com/damiengeorge3063/k3het7zbfrmm/wish/129764886</link>
         <description><![CDATA[<div>the 19th-century doctrine or belief that the expansion of the US throughout the American continents was both justified and inevitable.<br><figure class="attachment attachment-preview" 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" 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