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      <title>Living things COMPETE in their environment by Nevin Lubarski</title>
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      <description>4th grade</description>
      <language>en-us</language>
      <pubDate>2018-02-05 15:59:02 UTC</pubDate>
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         <title>Nevin Lubarski</title>
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         <description><![CDATA[<div><strong><mark>Competition</mark></strong> occurs when two or more living things need the same resources in order to survive.</div>]]></description>
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         <pubDate>2018-02-05 16:00:18 UTC</pubDate>
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         <description><![CDATA[<blockquote><a href="http://www.school-for-champions.com/competition/animals_compete_for_food.htm#.WniIcZM-dVo">http://www.school-for-champions.com/competition/animals_compete_for_food.htm#.WniIcZM-dVo</a></blockquote>]]></description>
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         <pubDate>2018-02-05 16:38:51 UTC</pubDate>
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         <pubDate>2018-02-05 16:41:47 UTC</pubDate>
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         <title>Nevin Lubarski</title>
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         <link>https://padlet.com/nlubarski/4thcompete/wish/228210371</link>
         <description><![CDATA[<div><a href="http://www.bbc.co.uk/bitesize/standard/biology/biosphere/how_it_works/revision/5/">http://www.bbc.co.uk/bitesize/standard/biology/biosphere/how_it_works/revision/5/</a></div>]]></description>
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         <pubDate>2018-02-05 16:41:58 UTC</pubDate>
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         <pubDate>2018-02-05 16:44:18 UTC</pubDate>
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         <author>karjmella_williams</author>
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         <pubDate>2018-02-05 16:47:47 UTC</pubDate>
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         <title>Anders thompson</title>
         <author>karjmella_williams</author>
         <link>https://padlet.com/nlubarski/4thcompete/wish/228214659</link>
         <description><![CDATA[<div><a href="https://drawinglics.com/s/competition-in-nature-examples.py">https://drawinglics.com/s/competition-in-nature-examples.pyhttps://drawinglics.com/s/competition-in-nature-examples.py</a></div>]]></description>
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         <pubDate>2018-02-05 16:48:38 UTC</pubDate>
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         <title>Keenan Srnsky</title>
         <author>josephine_deschene</author>
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&quot;,&quot;width&quot;:213}" 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" width="213" height="160"><figcaption class="attachment__caption"></figcaption></figure></a></div><div>An example among <strong>animals</strong> could be the case of cheetahs and lions; since both <strong>species</strong> feed on similar prey, they are negatively impacted by the presence of the other because they will have less <strong>food</strong>, however they still persist together, despite the prediction that under <strong>competition</strong> one will displace the other.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-05 16:51:20 UTC</pubDate>
         <guid>https://padlet.com/nlubarski/4thcompete/wish/228216673</guid>
      </item>
      <item>
         <title>Gavin Efta</title>
         <author>ty_rogus</author>
         <link>https://padlet.com/nlubarski/4thcompete/wish/228216885</link>
         <description><![CDATA[<div><br><br></div>]]></description>
         <enclosure url="https://www.youtube.com/watch?v=4EU_tJWXaKc" />
         <pubDate>2018-02-05 16:51:35 UTC</pubDate>
         <guid>https://padlet.com/nlubarski/4thcompete/wish/228216885</guid>
      </item>
      <item>
         <title>Raydon woinarowicz</title>
         <author>armandina_montejano1</author>
         <link>https://padlet.com/nlubarski/4thcompete/wish/228217616</link>
         <description><![CDATA[<div><a href="http://missionlanguagelab.blogspot.com/2011/04/home-to-unusual-creatures-galapagos.html">http://missionlanguagelab.blogspot.com/2011/04/home-to-unusual-creatures-galapagos.html</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-05 16:52:38 UTC</pubDate>
         <guid>https://padlet.com/nlubarski/4thcompete/wish/228217616</guid>
      </item>
      <item>
         <title>Gavin</title>
         <author>ty_rogus</author>
         <link>https://padlet.com/nlubarski/4thcompete/wish/228218107</link>
         <description><![CDATA[<div><a href="https://www.reference.com/science/role-competition-among-animals-a0ccb93d29cc7ec8">https://www.reference.com/science/role-competition-among-animals-a0ccb93d29cc7ec8</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-05 16:53:14 UTC</pubDate>
         <guid>https://padlet.com/nlubarski/4thcompete/wish/228218107</guid>
      </item>
      <item>
         <title></title>
         <author>ty_rogus</author>
         <link>https://padlet.com/nlubarski/4thcompete/wish/228218861</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/260360994/4afd159084a15243f98454eeaaac05d5/role_competition_among_animals_a0ccb93d29cc7ec8.jpg" />
         <pubDate>2018-02-05 16:54:14 UTC</pubDate>
         <guid>https://padlet.com/nlubarski/4thcompete/wish/228218861</guid>
      </item>
      <item>
         <title>Jake Carlson</title>
         <author></author>
         <link>https://padlet.com/nlubarski/4thcompete/wish/228218998</link>
         <description><![CDATA[<div><a href="http://science.jrank.org/pages/6773/Territoriality-Defending-territory.html">http://science.jrank.org/pages/6773/Territoriality-Defending-territory.html</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-05 16:54:26 UTC</pubDate>
         <guid>https://padlet.com/nlubarski/4thcompete/wish/228218998</guid>
      </item>
      <item>
         <title>Gavin</title>
         <author>ty_rogus</author>
         <link>https://padlet.com/nlubarski/4thcompete/wish/228220267</link>
         <description><![CDATA[<div><a href="http://animalia-life.club/other/animals-competing-for-mates.html">http://animalia-life.club/other/animals-competing-for-mates.html</a></div>]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/260360994/24757e531ecb3c328adc76e5e51530e9/images.jpg" />
         <pubDate>2018-02-05 16:56:13 UTC</pubDate>
         <guid>https://padlet.com/nlubarski/4thcompete/wish/228220267</guid>
      </item>
      <item>
         <title>Dylan Widner</title>
         <author></author>
         <link>https://padlet.com/nlubarski/4thcompete/wish/228220292</link>
         <description><![CDATA[<div><a href="https://www.youtube.com/watch?v=aBxhfCHc7D8">https://www.youtube.com/watch?v=aBxhfCHc7D8</a></div>]]></description>
         <enclosure url="https://www.youtube.com/watch?v=aBxhfCHc7D8" />
         <pubDate>2018-02-05 16:56:15 UTC</pubDate>
         <guid>https://padlet.com/nlubarski/4thcompete/wish/228220292</guid>
      </item>
      <item>
         <title>Anders Thompson</title>
         <author>karjmella_williams</author>
         <link>https://padlet.com/nlubarski/4thcompete/wish/228221548</link>
         <description><![CDATA[<div><a href="https://www.youtube.com/watch?v=zJH7qtWr9ZA">https://www.youtube.com/watch?v=zJH7qtWr9ZA</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-05 16:58:11 UTC</pubDate>
         <guid>https://padlet.com/nlubarski/4thcompete/wish/228221548</guid>
      </item>
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