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      <title>earths impact on evolution  by David Gutierrez.</title>
      <link>https://padlet.com/304959/i4z0py88r7h9</link>
      <description>Made with a little mischief</description>
      <language>en-us</language>
      <pubDate>2018-01-23 17:26:11 UTC</pubDate>
      <lastBuildDate>2018-01-23 17:47:31 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
      </image>
      <item>
         <title>geological time scale</title>
         <author>304959</author>
         <link>https://padlet.com/304959/i4z0py88r7h9/wish/223897781</link>
         <description><![CDATA[<div>system of chronological dating that relates geological strata to time.<br><figure class="attachment attachment--preview" 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" width="268" height="188"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-23 17:26:58 UTC</pubDate>
         <guid>https://padlet.com/304959/i4z0py88r7h9/wish/223897781</guid>
      </item>
      <item>
         <title>rock strata </title>
         <author>304959</author>
         <link>https://padlet.com/304959/i4z0py88r7h9/wish/223897893</link>
         <description><![CDATA[<div>layer of sedimentary rock or soil.<br><figure class="attachment attachment--preview" 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" width="272" height="185"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-23 17:27:09 UTC</pubDate>
         <guid>https://padlet.com/304959/i4z0py88r7h9/wish/223897893</guid>
      </item>
      <item>
         <title>rock cycle</title>
         <author>304959</author>
         <link>https://padlet.com/304959/i4z0py88r7h9/wish/223897953</link>
         <description><![CDATA[<div>a group of changes.<br><figure class="attachment attachment--preview" 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" width="251" height="201"><figcaption class="attachment__caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-23 17:27:15 UTC</pubDate>
         <guid>https://padlet.com/304959/i4z0py88r7h9/wish/223897953</guid>
      </item>
      <item>
         <title>fossils</title>
         <author>304959</author>
         <link>https://padlet.com/304959/i4z0py88r7h9/wish/223898019</link>
         <description><![CDATA[<div>any preserved remains of something.<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:300,&quot;url&quot;:&quot;https://i0.wp.com/www.fossils-uk.com/wp-content/uploads/2015/03/harpo.jpg?resize=300%2C300&quot;,&quot;width&quot;:300}" data-trix-content-type="image"><img src="https://i0.wp.com/www.fossils-uk.com/wp-content/uploads/2015/03/harpo.jpg?resize=300%2C300" width="300" height="300"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-23 17:27:20 UTC</pubDate>
         <guid>https://padlet.com/304959/i4z0py88r7h9/wish/223898019</guid>
      </item>
      <item>
         <title>half life</title>
         <author>304959</author>
         <link>https://padlet.com/304959/i4z0py88r7h9/wish/223898087</link>
         <description><![CDATA[<div>the time taken for the radioactivity of a specified isotope to fall to its half its original value.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:128,&quot;url&quot;:&quot;http://www.gcsescience.com/half-life.gif&quot;,&quot;width&quot;:473}" data-trix-content-type="image"><img src="http://www.gcsescience.com/half-life.gif" width="473" height="128"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-23 17:27:26 UTC</pubDate>
         <guid>https://padlet.com/304959/i4z0py88r7h9/wish/223898087</guid>
      </item>
      <item>
         <title>radiometric dating</title>
         <author>304959</author>
         <link>https://padlet.com/304959/i4z0py88r7h9/wish/223898139</link>
         <description><![CDATA[<div>technique used to date materials such as rock or carbon.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:360,&quot;url&quot;:&quot;https://i.ytimg.com/vi/f06cc7CJfLU/hqdefault.jpg&quot;,&quot;width&quot;:480}" data-trix-content-type="image"><img src="https://i.ytimg.com/vi/f06cc7CJfLU/hqdefault.jpg" width="480" height="360"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-23 17:27:30 UTC</pubDate>
         <guid>https://padlet.com/304959/i4z0py88r7h9/wish/223898139</guid>
      </item>
      <item>
         <title>radiocarbon dating</title>
         <author>304959</author>
         <link>https://padlet.com/304959/i4z0py88r7h9/wish/223898207</link>
         <description><![CDATA[<div>method for determining age of an object containing organic material by using the properties of radiocarbon.<br><figure class="attachment attachment--preview" 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" width="237" height="213"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-23 17:27:36 UTC</pubDate>
         <guid>https://padlet.com/304959/i4z0py88r7h9/wish/223898207</guid>
      </item>
      <item>
         <title>radioactive decay</title>
         <author>304959</author>
         <link>https://padlet.com/304959/i4z0py88r7h9/wish/223898300</link>
         <description><![CDATA[<div>process by which unstable atomic nucleus loses energy by emitting energy.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:139,&quot;url&quot;:&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/4/4b/NuclearReaction.svg/200px-NuclearReaction.svg.png&quot;,&quot;width&quot;:200}" data-trix-content-type="image"><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/4/4b/NuclearReaction.svg/200px-NuclearReaction.svg.png" width="200" height="139"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-23 17:27:44 UTC</pubDate>
         <guid>https://padlet.com/304959/i4z0py88r7h9/wish/223898300</guid>
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