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      <title>Connecting Themes SS by Dylan Ezell</title>
      <link>https://padlet.com/dylan_ezell/ConChanSS</link>
      <description>Made with a taste for adventure</description>
      <language>en-us</language>
      <pubDate>2018-08-06 16:58:21 UTC</pubDate>
      <lastBuildDate>2018-08-09 17:08:51 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
      </image>
      <item>
         <title>Conflict and Change</title>
         <author>dylan_ezell</author>
         <link>https://padlet.com/dylan_ezell/ConChanSS/wish/272100743</link>
         <description><![CDATA[<div><strong>Conflict</strong> is a positive force when it leads to necessary <strong>changes</strong> by signaling that a problem exists.&nbsp;</div><div><br>&nbsp;When <strong>conflict</strong> involves anger at management or the organization, it may lead to destructive behavior.<br><br>synonym: War<br>synonym: Variation</div>]]></description>
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         <pubDate>2018-08-06 17:19:19 UTC</pubDate>
         <guid>https://padlet.com/dylan_ezell/ConChanSS/wish/272100743</guid>
      </item>
      <item>
         <title>Culture</title>
         <author>dylan_ezell</author>
         <link>https://padlet.com/dylan_ezell/ConChanSS/wish/272101953</link>
         <description><![CDATA[<div>the arts and other manifestations of human intellectual achievement regarded collectively.<br><br>I.E: language<br>synonym: education</div>]]></description>
         <enclosure url="https://www.jobs.ca/content/uploads/2018/03/religion-and-business.jpg" />
         <pubDate>2018-08-06 17:33:15 UTC</pubDate>
         <guid>https://padlet.com/dylan_ezell/ConChanSS/wish/272101953</guid>
      </item>
      <item>
         <title>Gain From Trade</title>
         <author>dylan_ezell</author>
         <link>https://padlet.com/dylan_ezell/ConChanSS/wish/272102358</link>
         <description><![CDATA[<div>In economics, <strong>gains from trade</strong> are the net benefits to economic agents from being allowed an increase in voluntary trading with each other. In technical terms, they are the increase of consumer surplus plus producer surplus from lower tariffs or otherwise liberalizing <strong>trade</strong>.<br>synonyms: Buying And Selling<br><br></div>]]></description>
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         <pubDate>2018-08-06 17:37:07 UTC</pubDate>
         <guid>https://padlet.com/dylan_ezell/ConChanSS/wish/272102358</guid>
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      <item>
         <title>Human Environment Interaction</title>
         <author>dylan_ezell</author>
         <link>https://padlet.com/dylan_ezell/ConChanSS/wish/272519579</link>
         <description><![CDATA[<div><strong>Human Environmental Interactions</strong> can be defined as <strong>interactions</strong> between the <strong>human</strong> social system and (the “rest” of) the ecosystem. <strong>Human</strong> social systems and ecosystems are complex adaptive systems<figure class="attachment attachment--preview" 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" width="246" height="160"><figcaption class="attachment__caption"></figcaption></figure></div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-08-09 17:06:46 UTC</pubDate>
         <guid>https://padlet.com/dylan_ezell/ConChanSS/wish/272519579</guid>
      </item>
      <item>
         <title>Movement and Migration</title>
         <author>dylan_ezell</author>
         <link>https://padlet.com/dylan_ezell/ConChanSS/wish/272519748</link>
         <description><![CDATA[<div>Human migration is the movement by people from one place to another with the intentions of settling, permanently or temporarily in a new location.<figure class="attachment attachment--preview" 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         <enclosure url="" />
         <pubDate>2018-08-09 17:07:47 UTC</pubDate>
         <guid>https://padlet.com/dylan_ezell/ConChanSS/wish/272519748</guid>
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