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      <title>3rd Geology by </title>
      <link>https://padlet.com/kendall_jurek/hw7irr5dzlge</link>
      <description>Find an awesome Geology fact and add it to a post with your name. Include a picture, video, or article with your post. Match fact with LT on matrix.</description>
      <language>en-us</language>
      <pubDate>2018-03-26 15:34:40 UTC</pubDate>
      <lastBuildDate>2024-04-07 04:14:05 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
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      <item>
         <title>Kwan - New York is moving away from London 3 cm a year</title>
         <author>kwanwoo_lee63</author>
         <link>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246167869</link>
         <description><![CDATA[<div>LT: 14<br>This means that in 5 million years, New York will be 93 miles further from London than it is now.<br><a href="http://academic.brooklyn.cuny.edu/geology/grocha/plates/platetec21.htm"><strong>http://academic.brooklyn.cuny.edu/geology/grocha/plates/platetec21.htm</strong></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-26 16:21:44 UTC</pubDate>
         <guid>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246167869</guid>
      </item>
      <item>
         <title>Ryan S.</title>
         <author></author>
         <link>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246168239</link>
         <description><![CDATA[<div>LT 4<br>Convection relates to the Tectonic Plates because of the movement inside the mantle by the heat and sinking of gas and liquids.<br> <a href="https://manoa.hawaii.edu/exploringourfluidearth/node/1348">https://manoa.hawaii.edu/exploringourfluidearth/node/1348 </a></div>]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/276338176/176d37ab9ab2eea187cf19f5e6538735/images.jpg" />
         <pubDate>2018-03-26 16:22:32 UTC</pubDate>
         <guid>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246168239</guid>
      </item>
      <item>
         <title>Havish.B</title>
         <author></author>
         <link>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246168507</link>
         <description><![CDATA[<div>Did you know that all of the continents used to all be one big body mass, called Pangea, but due to the movement off tectonic plates it split them all up to the 7 continents we now know. LT.1</div>]]></description>
         <enclosure url="https://p3katherinea.weebly.com/paleozoic-era.html" />
         <pubDate>2018-03-26 16:23:04 UTC</pubDate>
         <guid>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246168507</guid>
      </item>
      <item>
         <title>Minji Kim</title>
         <author></author>
         <link>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246168709</link>
         <description><![CDATA[<div>LT10<br>The layers of the Earth are Crust, Mantle, Outer Core, and Inner Core.<br>The Outer and Inner Cores are hotter still with pressures so great that you would be squeezed into a ball smaller than a marble if you were able to go to the center of the Earth </div>]]></description>
         <enclosure url="http://volcano.oregonstate.edu/earths-layers-lesson-1" />
         <pubDate>2018-03-26 16:23:27 UTC</pubDate>
         <guid>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246168709</guid>
      </item>
      <item>
         <title>Abby</title>
         <author>abigayle_ferguson75</author>
         <link>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246169679</link>
         <description><![CDATA[<div>LT 8<br>Weathering is when a rock is dissolved or broken down into smaller pieces and deposition is when sediment is carried by ice or water to another place.<br><a href="http://www.onegeology.org/extra/kids/earthprocesses/weathering.html">http://www.onegeology.org/extra/kids/earthprocesses/weathering.html</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-26 16:25:35 UTC</pubDate>
         <guid>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246169679</guid>
      </item>
      <item>
         <title>Tyler M.</title>
         <author></author>
         <link>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246170969</link>
         <description><![CDATA[<div>LT 13<br>The major plates are called the Africa plate, antarctic plate, indo-Australian plate, Eurasian plate, north american plate pacific plate, and the south american plate.<br><a href="https://study.com/academy/lesson/major-plates-of-the-lithosphere-earths-tectonic-plates.html">https://study.com/academy/lesson/major-plates-of-the-lithosphere-earths-tectonic-plates.html</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-26 16:28:28 UTC</pubDate>
         <guid>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246170969</guid>
      </item>
      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246171089</link>
         <description><![CDATA[]]></description>
         <enclosure url="http://volcano.oregonstate.edu/earths-layers-lesson-1" />
         <pubDate>2018-03-26 16:28:45 UTC</pubDate>
         <guid>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246171089</guid>
      </item>
      <item>
         <title>Sally Musial</title>
         <author>sally_musial83</author>
         <link>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246171470</link>
         <description><![CDATA[<div>LT-1<br>Alfred Wegener proposed his theory of plate tectonics in 1915, when he noticed that the continents fit together like a puzzle. <figure class="attachment attachment--preview" 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" width="315" height="160"><figcaption class="attachment__caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="http://scecinfo.usc.edu/education/k12/learn/plate2.htm" />
         <pubDate>2018-03-26 16:29:35 UTC</pubDate>
         <guid>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246171470</guid>
      </item>
      <item>
         <title>LT-10</title>
         <author>rojan_gurbuz99</author>
         <link>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246172004</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:344,&quot;url&quot;:&quot;http://www.bbc.co.uk/staticarchive/18e0518ed5183cd531f908f11031e176c4461b9c.gif&quot;,&quot;width&quot;:546}" data-trix-content-type="image"><img src="http://www.bbc.co.uk/staticarchive/18e0518ed5183cd531f908f11031e176c4461b9c.gif" width="546" height="344"><figcaption class="attachment__caption"></figcaption></figure>Earth has 4 layers<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-26 16:30:46 UTC</pubDate>
         <guid>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246172004</guid>
      </item>
      <item>
         <title>Evan Compositor </title>
         <author>evan_compositor61</author>
         <link>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246251168</link>
         <description><![CDATA[<div>Did you know that the concept of tectonic plates was formulated in the 1960s. (LT 13<br><br></div>]]></description>
         <enclosure url="https://www.britannica.com/science/plate-tectonics" />
         <pubDate>2018-03-26 18:57:05 UTC</pubDate>
         <guid>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246251168</guid>
      </item>
      <item>
         <title>Christopher Hunt</title>
         <author></author>
         <link>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246253216</link>
         <description><![CDATA[<div>LT: 13<br>The major tectonic plates are Africa plate, antarctic plate, Indo-Australian plate, Australian plate, Eurasian plate, north american plate, south american plate, and pacific plate.<br><br><a href="http://www.crystalinks.com/platetectonics.html">http://www.crystalinks.com/platetectonics.html</a>&nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-26 19:01:39 UTC</pubDate>
         <guid>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246253216</guid>
      </item>
      <item>
         <title>Krisha Sapru </title>
         <author>krisha_sapru39</author>
         <link>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246263360</link>
         <description><![CDATA[<div>Lt 1&nbsp;<br>The 7 continent we know today used to be one big continent called Pangaea but due to the movement of tectonic plates they are now 7 different continents.&nbsp;<br><br></div>]]></description>
         <enclosure url="http://4.bp.blogspot.com/-j6ZGqXskUm8/UDem8twbzaI/AAAAAAAACfY/fs-E3_PR-N8/s1600/pangea_politik.jpg" />
         <pubDate>2018-03-26 19:25:51 UTC</pubDate>
         <guid>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246263360</guid>
      </item>
      <item>
         <title>LT10</title>
         <author>kassie_hoeft46</author>
         <link>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246343076</link>
         <description><![CDATA[<div>Interesting Earth Layers Facts: The very inner core of the earth is believed to be solid. It is believed to be made up of iron and some nickel. ... The outer core is liquid, and scientists believe it is made up of iron, smaller amounts of nickel, and some other lighter elements in trace amounts</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-27 03:06:43 UTC</pubDate>
         <guid>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246343076</guid>
      </item>
      <item>
         <title>Snehin LT: 10</title>
         <author>snehin_yerragudi00</author>
         <link>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246500974</link>
         <description><![CDATA[<div>The layers of earth and how each layer has its own meaning <br><a href="http://news.softpedia.com/news/Earth-s-Mantle-Found-to-Pack-a-Secret-Previously-Unknown-Layer-476750.shtml"><figure class="attachment attachment--preview"><img src="http://i1-news.softpedia-static.com/images/fitted/620x/Earth-s-Mantle-Found-to-Pack-a-Secret-Previously-Unknown-Layer-476750-2.jpg" width="620" height="378"><figcaption class="attachment__caption"></figcaption></figure></a></div><div><br></div>]]></description>
         <enclosure url="http://www.bbc.co.uk/schools/gcsebitesize/geography/natural_hazards/tectonic_plates_rev1.shtml" />
         <pubDate>2018-03-27 14:01:24 UTC</pubDate>
         <guid>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246500974</guid>
      </item>
      <item>
         <title>Alex Larson Lt 12</title>
         <author>keira_larson56</author>
         <link>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246656646</link>
         <description><![CDATA[<div>Magma that cools under the earths surface into solid rock does so very slowing giving it a course texture.  These kinds of rocks are called Intrusive.<a href="http://www.ethosmarblecare.co.uk/petrology-technical/rock-cycle.shtml"><figure class="attachment attachment--preview"><img src="http://www.ethosmarblecare.co.uk/images/petrology/rockcycle_main.gif" width="460" height="252"><figcaption class="attachment__caption"></figcaption></figure></a><a href="http://easyscienceforkids.com/all-about-rock-cycle/">http://easyscienceforkids.com/all-about-rock-cycle/</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-27 18:56:55 UTC</pubDate>
         <guid>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246656646</guid>
      </item>
      <item>
         <title>Learning Target 2</title>
         <author></author>
         <link>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246659017</link>
         <description><![CDATA[<div>In the video they have a catchy song about Pangaea and how Alfred Wegner  came up this by finding fossils on different shores.<br>-Bella</div>]]></description>
         <enclosure url="https://www.youtube.com/watch?v=Saxh_mGHt1I" />
         <pubDate>2018-03-27 19:03:30 UTC</pubDate>
         <guid>https://padlet.com/kendall_jurek/hw7irr5dzlge/wish/246659017</guid>
      </item>
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