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      <title>TROPICAL RAIN FOREST!!!!! by KYLER CAMPION</title>
      <link>https://padlet.com/campikyl000/gnsb45q4cp4j</link>
      <description>info on Tropical rain forest</description>
      <language>en-us</language>
      <pubDate>2017-10-06 18:22:38 UTC</pubDate>
      <lastBuildDate>2024-04-30 14:56:27 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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      <item>
         <title>average temp of a tropical rain forest </title>
         <author>campikyl000</author>
         <link>https://padlet.com/campikyl000/gnsb45q4cp4j/wish/194816065</link>
         <description><![CDATA[<div>The temperature in a rain forest rarely gets higher than 93 °F (34 °C) or drops below 68 °F (20 °C)</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-06 18:24:53 UTC</pubDate>
         <guid>https://padlet.com/campikyl000/gnsb45q4cp4j/wish/194816065</guid>
      </item>
      <item>
         <title>citations </title>
         <author>campikyl000</author>
         <link>https://padlet.com/campikyl000/gnsb45q4cp4j/wish/195324741</link>
         <description><![CDATA[<div><a href="www.blueplanetbiomes.org/rainforest.htm">www.blueplanetbiomes.org/rainforest.htm</a> <a href="www.blueplanetbiomes.org/rainforest.htm">www.blueplanetbiomes.org/rainforest.htm</a> rainforests.mongabay.com/20brazil.htm</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-09 17:38:10 UTC</pubDate>
         <guid>https://padlet.com/campikyl000/gnsb45q4cp4j/wish/195324741</guid>
      </item>
      <item>
         <title>average precipitation</title>
         <author>campikyl000</author>
         <link>https://padlet.com/campikyl000/gnsb45q4cp4j/wish/195325274</link>
         <description><![CDATA[<div>An average of 50<strong> </strong>to<strong> </strong>260<strong> </strong>inches (125 to 660 cm.) of rain falls yearly.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-09 17:39:28 UTC</pubDate>
         <guid>https://padlet.com/campikyl000/gnsb45q4cp4j/wish/195325274</guid>
      </item>
      <item>
         <title>locations of rain forest</title>
         <author>campikyl000</author>
         <link>https://padlet.com/campikyl000/gnsb45q4cp4j/wish/195326335</link>
         <description><![CDATA[<div>brazile contains 1/3 of the worlds remaining rain forest and these are the rest.&nbsp; Bolivia, Cameroon, Central<strong> </strong>African<strong> </strong>Republic, Ecuador, Gabon, Guyana, India, Laos, Malaysia, Mexico, Myanmar, Papua New Guinea, Republic of Congo, Suriname, and Venezuela.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-09 17:41:56 UTC</pubDate>
         <guid>https://padlet.com/campikyl000/gnsb45q4cp4j/wish/195326335</guid>
      </item>
      <item>
         <title>describe a tropical rain forest</title>
         <author>campikyl000</author>
         <link>https://padlet.com/campikyl000/gnsb45q4cp4j/wish/195329658</link>
         <description><![CDATA[<div>The tropical rainforest biome is an ecosystem that covers about 7% of the Earth's surface. They are found all over the world but the majority of the tropical rainfores<strong>t</strong> lies in South America in Brazil. The weather in the tropical rainforest is rainy yet pleasant all year round, day or night.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-09 17:49:24 UTC</pubDate>
         <guid>https://padlet.com/campikyl000/gnsb45q4cp4j/wish/195329658</guid>
      </item>
      <item>
         <title>why is tropical rain forest threatened </title>
         <author>campikyl000</author>
         <link>https://padlet.com/campikyl000/gnsb45q4cp4j/wish/195331619</link>
         <description><![CDATA[<div>some rainforest are being cut down for wood to create wood like products and the people cutting down the wood get rich</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-09 17:53:55 UTC</pubDate>
         <guid>https://padlet.com/campikyl000/gnsb45q4cp4j/wish/195331619</guid>
      </item>
      <item>
         <title>food web </title>
         <author>campikyl000</author>
         <link>https://padlet.com/campikyl000/gnsb45q4cp4j/wish/195334246</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-10-09 18:00:16 UTC</pubDate>
         <guid>https://padlet.com/campikyl000/gnsb45q4cp4j/wish/195334246</guid>
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      <item>
         <title></title>
         <author>campikyl000</author>
         <link>https://padlet.com/campikyl000/gnsb45q4cp4j/wish/195335393</link>
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width="120" height="120"><figcaption class="attachment__caption"></figcaption></figure>tapir</div><div><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:247}" 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" 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" width="259" height="194"><figcaption class="attachment__caption"></figcaption></figure>amazon water lily.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-09 18:03:05 UTC</pubDate>
         <guid>https://padlet.com/campikyl000/gnsb45q4cp4j/wish/195335393</guid>
      </item>
   </channel>
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