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      <title>The Outsiders - Vocab 2 by Loren Merchant</title>
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      <language>en-us</language>
      <pubDate>2018-04-02 16:22:23 UTC</pubDate>
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         <pubDate>2018-04-03 12:34:45 UTC</pubDate>
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         <enclosure url="" />
         <pubDate>2018-04-03 12:36:09 UTC</pubDate>
         <guid>https://padlet.com/loren_merchant/559bflbi0vvj/wish/248082280</guid>
      </item>
      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/loren_merchant/559bflbi0vvj/wish/248082364</link>
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         <link>https://padlet.com/loren_merchant/559bflbi0vvj/wish/248082684</link>
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" width="183" height="275"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-04-03 12:37:15 UTC</pubDate>
         <guid>https://padlet.com/loren_merchant/559bflbi0vvj/wish/248082684</guid>
      </item>
      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/loren_merchant/559bflbi0vvj/wish/248082793</link>
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