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      <title>Biome by Kevin Mendez</title>
      <link>https://padlet.com/kevinjmendez47/v112pqno26id</link>
      <description></description>
      <language>en-us</language>
      <pubDate>2017-02-08 18:50:12 UTC</pubDate>
      <lastBuildDate>2017-02-10 15:38:32 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
      </image>
      <item>
         <title>Desert</title>
         <author>kevinjmendez47</author>
         <link>https://padlet.com/kevinjmendez47/v112pqno26id/wish/152581429</link>
         <description><![CDATA[<div>A desert is defined as any area that gets less than ten inches of rainfall per year.<br><br>Sahara <br><figure class="attachment attachment-preview"><img width="275" height="183"><figcaption class="caption"></figcaption></figure><br><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-02-08 19:00:17 UTC</pubDate>
         <guid>https://padlet.com/kevinjmendez47/v112pqno26id/wish/152581429</guid>
      </item>
      <item>
         <title>Polar Ice</title>
         <author>kevinjmendez47</author>
         <link>https://padlet.com/kevinjmendez47/v112pqno26id/wish/152583688</link>
         <description><![CDATA[<div>A polar ice cap or polar cap is a high-latitude region of a planet, dwarf planet, or natural satellite that is covered in ice.<br>Arctic sea ice<br><figure class="attachment attachment-preview"><img width="275" height="183"><figcaption class="caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-02-08 19:04:47 UTC</pubDate>
         <guid>https://padlet.com/kevinjmendez47/v112pqno26id/wish/152583688</guid>
      </item>
      <item>
         <title>Tropical Rain Forest </title>
         <author>kevinjmendez47</author>
         <link>https://padlet.com/kevinjmendez47/v112pqno26id/wish/152584639</link>
         <description><![CDATA[<div>Rainforest Biomes. The tropical rain forest is a forest of tall trees in a region of year-round warmth. An average of 50 to 260 inches (125 to 660 cm.) of rain falls yearly. Rain forests belong to the tropical wet climate group.<br><br>Amazon river in Peru<figure class="attachment attachment-preview"><img src="http://www.explorebyyourself.com/files/spr5d_banner_peru_amazon_river_trees.jpg" width="550" height="350"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-02-08 19:07:08 UTC</pubDate>
         <guid>https://padlet.com/kevinjmendez47/v112pqno26id/wish/152584639</guid>
      </item>
      <item>
         <title>Temperate Forest </title>
         <author>kevinjmendez47</author>
         <link>https://padlet.com/kevinjmendez47/v112pqno26id/wish/153078292</link>
         <description><![CDATA[<div>woodland of a usually rather mild climatic area within the temperate zone that receives heavy rainfall, usually includes numerous kinds of trees, and is distinguished from a tropical rain forest especially by the presence of a dominant tree.<br><br>Eastern Australia&nbsp;<br><figure class="attachment attachment-preview" 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" width="240" height="122"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-02-10 15:20:48 UTC</pubDate>
         <guid>https://padlet.com/kevinjmendez47/v112pqno26id/wish/153078292</guid>
      </item>
      <item>
         <title>Temperate rain forest</title>
         <author>kevinjmendez47</author>
         <link>https://padlet.com/kevinjmendez47/v112pqno26id/wish/153080456</link>
         <description><![CDATA[<div>Temperate rainforests are coniferous or broadleaf forests that occur in the temperate zone and receive heavy rainfall.<br><br>The pacific&nbsp;<br><br><figure class="attachment attachment-preview" 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&quot;,&quot;width&quot;:184}" 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" width="184" height="138"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-02-10 15:27:01 UTC</pubDate>
         <guid>https://padlet.com/kevinjmendez47/v112pqno26id/wish/153080456</guid>
      </item>
      <item>
         <title>Savanna</title>
         <author>kevinjmendez47</author>
         <link>https://padlet.com/kevinjmendez47/v112pqno26id/wish/153081024</link>
         <description><![CDATA[<div>a grassy plain in tropical and subtropical regions, with few trees.<br>oak savanna&nbsp;<br><figure class="attachment attachment-preview" 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" width="285" height="160"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-02-10 15:28:28 UTC</pubDate>
         <guid>https://padlet.com/kevinjmendez47/v112pqno26id/wish/153081024</guid>
      </item>
      <item>
         <title>Tundra </title>
         <author>kevinjmendez47</author>
         <link>https://padlet.com/kevinjmendez47/v112pqno26id/wish/153081560</link>
         <description><![CDATA[<div>In physical geography, tundra is a type of biome where the tree growth is hindered by low temperatures and short growing seasons.<br>&nbsp;artic tundra<br><br><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:225,&quot;url&quot;:&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/1/17/Greenland_scoresby-sydkapp2_hg.jpg/300px-Greenland_scoresby-sydkapp2_hg.jpg&quot;,&quot;width&quot;:300}" data-trix-content-type="image"><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/1/17/Greenland_scoresby-sydkapp2_hg.jpg/300px-Greenland_scoresby-sydkapp2_hg.jpg" width="300" height="225"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-02-10 15:29:53 UTC</pubDate>
         <guid>https://padlet.com/kevinjmendez47/v112pqno26id/wish/153081560</guid>
      </item>
      <item>
         <title>Chaparral </title>
         <author>kevinjmendez47</author>
         <link>https://padlet.com/kevinjmendez47/v112pqno26id/wish/153082343</link>
         <description><![CDATA[<div>The chaparral biome is found in a little bit of most of the continents - the west coast of the United States, the west coast of South America, the Cape Town area of South Africa, the western tip of Australia and the coastal areas of the Mediterranean.<br>Maquis&nbsp;<br><figure class="attachment attachment-preview" 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" width="256" height="173"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-02-10 15:32:01 UTC</pubDate>
         <guid>https://padlet.com/kevinjmendez47/v112pqno26id/wish/153082343</guid>
      </item>
      <item>
         <title>taiga</title>
         <author>kevinjmendez47</author>
         <link>https://padlet.com/kevinjmendez47/v112pqno26id/wish/153082943</link>
         <description><![CDATA[<div>the sometimes swampy coniferous forest of high northern latitudes, especially that between the tundra and steppes of Siberia and North America.<br>white spruce taiga&nbsp;<br><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:145,&quot;url&quot;:&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/2/2d/Picea_glauca_taiga.jpg/220px-Picea_glauca_taiga.jpg&quot;,&quot;width&quot;:220}" data-trix-content-type="image"><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/2/2d/Picea_glauca_taiga.jpg/220px-Picea_glauca_taiga.jpg" width="220" height="145"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-02-10 15:33:43 UTC</pubDate>
         <guid>https://padlet.com/kevinjmendez47/v112pqno26id/wish/153082943</guid>
      </item>
      <item>
         <title>mountains </title>
         <author>kevinjmendez47</author>
         <link>https://padlet.com/kevinjmendez47/v112pqno26id/wish/153083512</link>
         <description><![CDATA[<div>A mountain is a large landform that stretches above the surrounding land in a limited area, usually in the form of a peak. A mountain is generally steeper than a hill. Mountains are formed through tectonic forces or volcanism.<br><br>mount everest<br><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:111,&quot;url&quot;:&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/2/21/EverestfromKalarPatarcrop.JPG/220px-EverestfromKalarPatarcrop.JPG&quot;,&quot;width&quot;:220}" data-trix-content-type="image"><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/2/21/EverestfromKalarPatarcrop.JPG/220px-EverestfromKalarPatarcrop.JPG" width="220" height="111"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-02-10 15:35:12 UTC</pubDate>
         <guid>https://padlet.com/kevinjmendez47/v112pqno26id/wish/153083512</guid>
      </item>
      <item>
         <title>Temperate Grassland </title>
         <author>kevinjmendez47</author>
         <link>https://padlet.com/kevinjmendez47/v112pqno26id/wish/153083984</link>
         <description><![CDATA[<div>Temperate grasslands, savannahs, and shrublands are terrestrial biomes whose predominant vegetation consists of grass and/or shrubs.<br>tropic of cancer<br><figure class="attachment attachment-preview" 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         <enclosure url="" />
         <pubDate>2017-02-10 15:36:36 UTC</pubDate>
         <guid>https://padlet.com/kevinjmendez47/v112pqno26id/wish/153083984</guid>
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