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      <title>Unit3   structure of the earth by Steffan Limon Barrera</title>
      <link>https://padlet.com/steffan_limon/70jftk9c184f</link>
      <description>my 1st padlet!</description>
      <language>en-us</language>
      <pubDate>2016-10-27 15:09:30 UTC</pubDate>
      <lastBuildDate>2023-03-02 02:06:29 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
      </image>
      <item>
         <title>Mesosphere</title>
         <author>steffan_limon</author>
         <link>https://padlet.com/steffan_limon/70jftk9c184f/wish/133654978</link>
         <description><![CDATA[<div><br></div><div>1950, from meso- + second element in atmosphere. mesosphere in <strong>Science</strong>Expand. <strong>mesosphere</strong>. ... The region of the <strong>Earth's</strong> atmosphere lying above the stratosphere and below the <strong>thermosphere</strong>, from a height of about 50 km (31 mi) to about 80 km (50 mi) above the <strong>Earth's</strong> surface.</div>]]></description>
         <enclosure url="https://upload.wikimedia.org/wikipedia/commons/0/07/Earth_poster.svg" />
         <pubDate>2016-10-27 15:15:39 UTC</pubDate>
         <guid>https://padlet.com/steffan_limon/70jftk9c184f/wish/133654978</guid>
      </item>
      <item>
         <title>Crust</title>
         <author>steffan_limon</author>
         <link>https://padlet.com/steffan_limon/70jftk9c184f/wish/134500701</link>
         <description><![CDATA[<div>The <strong>crust</strong> of the <strong>Earth</strong> is composed of a great variety of igneous, metamorphic, and sedimentary rocks. The <strong>crust</strong> is underlain by the mantle. The upper part of the mantle is composed mostly of peridotite, a rock denser than rocks common in the overlying <strong>crust</strong>.</div>]]></description>
         <enclosure url="http://easyscienceforkids.com/wp-content/uploads/2014/03/Science-for-Kids-Website-All-about-Earths-Crust-Layers-of-the-Earth-image.jpg" />
         <pubDate>2016-11-01 14:54:26 UTC</pubDate>
         <guid>https://padlet.com/steffan_limon/70jftk9c184f/wish/134500701</guid>
      </item>
      <item>
         <title>Mantle</title>
         <author>steffan_limon</author>
         <link>https://padlet.com/steffan_limon/70jftk9c184f/wish/134506893</link>
         <description><![CDATA[<div>Science Dictionary: <strong>Mantle</strong>. <strong>Mantle</strong>: is the part of the <strong>earth</strong>between the core and the the crust is the <strong>MANTLE</strong>. It is about 1,800 miles(2,900 km) thick and makes up nearly 80 percent of the <strong>Earth's</strong> total volume.The <strong>mantle</strong> is made up of magma and rock.</div>]]></description>
         <enclosure url="http://www.pnas.org/content/105/25/8537/F7.large.jpg" />
         <pubDate>2016-11-01 15:08:38 UTC</pubDate>
         <guid>https://padlet.com/steffan_limon/70jftk9c184f/wish/134506893</guid>
      </item>
      <item>
         <title>Core</title>
         <author>steffan_limon</author>
         <link>https://padlet.com/steffan_limon/70jftk9c184f/wish/134507969</link>
         <description><![CDATA[<div>The outer <strong>core</strong> of the <strong>Earth</strong> is a liquid layer about 2,260 kilometers thick. It is made of iron and nickel. This is above the <strong>Earth's</strong> solid inner <strong>core</strong> and below the mantle. Its outer boundary is 2,890 km (1,800 mi) beneath the <strong>Earth's</strong>surface.</div>]]></description>
         <enclosure url="http://wonderopolis.org/_img?img=/wp-content/uploads/2014/11/1355_f.jpg&amp;amp;transform=resizeCrop,720,450" />
         <pubDate>2016-11-01 15:11:07 UTC</pubDate>
         <guid>https://padlet.com/steffan_limon/70jftk9c184f/wish/134507969</guid>
      </item>
      <item>
         <title>lithosphere</title>
         <author>steffan_limon</author>
         <link>https://padlet.com/steffan_limon/70jftk9c184f/wish/134509632</link>
         <description><![CDATA[<div>"solid part of the <strong>earth's</strong> surface," 1881; see litho- "stone" + sphere. lithosphere in Science Expand. <strong>lithosphere</strong>. (lĭth'ə-sfîr') The outer part of the <strong>Earth</strong>, consisting of the crust and upper mantle.</div>]]></description>
         <enclosure url="http://polenet.org/wp-content/uploads/2012/12/the-earth.jpg" />
         <pubDate>2016-11-01 15:14:33 UTC</pubDate>
         <guid>https://padlet.com/steffan_limon/70jftk9c184f/wish/134509632</guid>
      </item>
      <item>
         <title>asthenosphere</title>
         <author>steffan_limon</author>
         <link>https://padlet.com/steffan_limon/70jftk9c184f/wish/134511508</link>
         <description><![CDATA[<div>The <strong>asthenosphere</strong> (from Greek ἀσθενής asthenḗs 'weak' + "sphere") is the highly viscous, mechanically weak and ductilely deforming region of the upper mantle of the <strong>Earth</strong>. It lies below the lithosphere, at depths between approximately 80 and 200 km (50 and 120 miles) below the surface.</div>]]></description>
         <enclosure url="https://lh4.googleusercontent.com/MdV52FsCp9dBawTVnUcBnsPTeuetHGx2_HqmTw3ZuNVClzq0Kx3j-S0saIdA45tsC8cZlg8XEJ1sUDa5qyz0GIU6-1wvNcNDfhfRp8CAZ74T-MEmZR4i" />
         <pubDate>2016-11-01 15:18:33 UTC</pubDate>
         <guid>https://padlet.com/steffan_limon/70jftk9c184f/wish/134511508</guid>
      </item>
      <item>
         <title>Iner core</title>
         <author>steffan_limon</author>
         <link>https://padlet.com/steffan_limon/70jftk9c184f/wish/137043816</link>
         <description><![CDATA[<div>THE <strong>INER CORE</strong>. THE OUTER <strong>CORE</strong>&lt;br /&gt; THE CRUST&lt;br /&gt;The crust is the part of the earth that we live on. It is made up of dirt, rock, and water.For more info go to-&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;http://en.wikipedia.org/wiki/Crust_(geology) THE MANTLEThe mantle is the second layer down (after the crust).</div><div><br><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:215,&quot;url&quot;:&quot;http://www.sciencemonster.com/earth-science/images/layers-of-the-earth-10.gif&quot;,&quot;width&quot;:280}" data-trix-content-type="image"><img src="http://www.sciencemonster.com/earth-science/images/layers-of-the-earth-10.gif" width="280" height="215"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-11 16:27:45 UTC</pubDate>
         <guid>https://padlet.com/steffan_limon/70jftk9c184f/wish/137043816</guid>
      </item>
      <item>
         <title>Outer core</title>
         <author>steffan_limon</author>
         <link>https://padlet.com/steffan_limon/70jftk9c184f/wish/137045158</link>
         <description><![CDATA[<div>The <strong>outer core</strong> of the Earth is a fluid layer about 2,300 km (1,400 mi) thick and composed of mostly iron and nickel that lies above Earth's solid inner <strong>core</strong> and below its mantle. Its <strong>outer</strong> boundary lies 2,890 km (1,800 mi) beneath Earth's surface.</div><div><br><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:195,&quot;url&quot;:&quot;http://www.sciencemonster.com/earth-science/images/layers-of-the-earth-08.gif&quot;,&quot;width&quot;:275}" data-trix-content-type="image"><img src="http://www.sciencemonster.com/earth-science/images/layers-of-the-earth-08.gif" width="275" height="195"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-11 16:33:03 UTC</pubDate>
         <guid>https://padlet.com/steffan_limon/70jftk9c184f/wish/137045158</guid>
      </item>
      <item>
         <title>Plate Tetonics</title>
         <author>steffan_limon</author>
         <link>https://padlet.com/steffan_limon/70jftk9c184f/wish/137045538</link>
         <description><![CDATA[<div><strong>Plate tectonics</strong> is the theory that Earth's outer shell is divided into several <strong>plates</strong> that glide over the mantle, the rocky inner layer above the core. The <strong>plates</strong> act like a hard and rigid shell compared to Earth's mantle. This strong outer layer is called the lithosphere.Mar 21, 2016</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/143600034/1e7c8b480129ea067b863bd8ab631e8e/tectonic.gif" />
         <pubDate>2016-11-11 16:34:47 UTC</pubDate>
         <guid>https://padlet.com/steffan_limon/70jftk9c184f/wish/137045538</guid>
      </item>
      <item>
         <title>divergent boundary</title>
         <author>steffan_limon</author>
         <link>https://padlet.com/steffan_limon/70jftk9c184f/wish/137047215</link>
         <description><![CDATA[<div>In plate tectonics, a <strong>divergent boundary</strong> or <strong>divergent</strong> plate <strong>boundary</strong> (also known as a constructive <strong>boundary</strong> or an extensional <strong>boundary</strong>) is a linear feature that exists between two tectonic plates that are moving away from each other.</div><div><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:175,&quot;url&quot;:&quot;http://www.cotf.edu/ete/images/modules/msese/earthsysflr/EFPlateP3.gif&quot;,&quot;width&quot;:294}" data-trix-content-type="image"><img src="http://www.cotf.edu/ete/images/modules/msese/earthsysflr/EFPlateP3.gif" width="294" height="175"><figcaption class="caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-11 16:42:08 UTC</pubDate>
         <guid>https://padlet.com/steffan_limon/70jftk9c184f/wish/137047215</guid>
      </item>
      <item>
         <title>convergent boundary</title>
         <author>steffan_limon</author>
         <link>https://padlet.com/steffan_limon/70jftk9c184f/wish/137047963</link>
         <description><![CDATA[<div>In plate tectonics, a <strong>convergent boundary</strong>, also known as a destructive plate <strong>boundary</strong> (because of subduction), is an actively deforming region where two (or more) tectonic plates or fragments of the lithosphere move toward one another and collide.</div><div><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:230,&quot;url&quot;:&quot;http://www.cotf.edu/ETE/images/modules/msese/earthsysflr/EFPlateP2.gif&quot;,&quot;width&quot;:294}" data-trix-content-type="image"><img src="http://www.cotf.edu/ETE/images/modules/msese/earthsysflr/EFPlateP2.gif" width="294" height="230"><figcaption class="caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-11 16:44:53 UTC</pubDate>
         <guid>https://padlet.com/steffan_limon/70jftk9c184f/wish/137047963</guid>
      </item>
      <item>
         <title>transform boundary</title>
         <author>steffan_limon</author>
         <link>https://padlet.com/steffan_limon/70jftk9c184f/wish/137049234</link>
         <description><![CDATA[<div>A <strong>transform</strong> fault or <strong>transform boundary</strong> (also known as a conservative plate <strong>boundary</strong>, since these faults neither create nor destroy lithosphere), is a type of fault whose relative motion is predominantly horizontal, in either a sinistral (left lateral) or dextral (right lateral) direction.</div><div><figure class="attachment attachment-preview" 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&quot;,&quot;width&quot;:289}" 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" width="289" height="175"><figcaption class="caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-11 16:49:25 UTC</pubDate>
         <guid>https://padlet.com/steffan_limon/70jftk9c184f/wish/137049234</guid>
      </item>
      <item>
         <title>Tension</title>
         <author>steffan_limon</author>
         <link>https://padlet.com/steffan_limon/70jftk9c184f/wish/139381916</link>
         <description><![CDATA[<div>In geology, the term "tension" refers to a stress which stretches rocks in two opposite directions. The rocks become longer in a lateral direction and thinner in a vertical direction. One important result of tensile stress is jointing in rocks.<br><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:135,&quot;url&quot;:&quot;https://upload.wikimedia.org/wikipedia/en/thumb/d/d1/Tens.tif/lossy-page1-220px-Tens.tif.jpg&quot;,&quot;width&quot;:220}" data-trix-content-type="image"><img src="https://upload.wikimedia.org/wikipedia/en/thumb/d/d1/Tens.tif/lossy-page1-220px-Tens.tif.jpg" width="220" height="135"><figcaption class="caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-22 15:24:50 UTC</pubDate>
         <guid>https://padlet.com/steffan_limon/70jftk9c184f/wish/139381916</guid>
      </item>
      <item>
         <title>Fault</title>
         <author>steffan_limon</author>
         <link>https://padlet.com/steffan_limon/70jftk9c184f/wish/140784505</link>
         <description><![CDATA[<div>A <strong>fault</strong> is a crack in the Earth's crust. Typically, <strong>faults</strong>are associated with, or form, the boundaries between Earth's tectonic plates. In an active <strong>fault</strong>, the pieces of the Earth's crust along a <strong>fault</strong> move over time. The moving rocks can cause earthquakes.Jan 19, 2010</div><div><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:220,&quot;url&quot;:&quot;http://study.com/cimages/multimages/16/normal-slip_fault.png&quot;,&quot;width&quot;:300}" data-trix-content-type="image"><img src="http://study.com/cimages/multimages/16/normal-slip_fault.png" width="300" height="220"><figcaption class="caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-30 13:04:16 UTC</pubDate>
         <guid>https://padlet.com/steffan_limon/70jftk9c184f/wish/140784505</guid>
      </item>
      <item>
         <title>compression</title>
         <author>steffan_limon</author>
         <link>https://padlet.com/steffan_limon/70jftk9c184f/wish/140784849</link>
         <description><![CDATA[<div>The <strong>definition</strong> of <strong>compression</strong> is the action or state of being squished down or made smaller or more pressed together. When a pile of material is squished together and made smaller and more dense, this is an example of <strong>compression</strong>. YourDictionary <strong>definition</strong> and usage example.</div><div><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-30 13:05:40 UTC</pubDate>
         <guid>https://padlet.com/steffan_limon/70jftk9c184f/wish/140784849</guid>
      </item>
      <item>
         <title>strata</title>
         <author>steffan_limon</author>
         <link>https://padlet.com/steffan_limon/70jftk9c184f/wish/140785299</link>
         <description><![CDATA[<div>In geology and related fields, a <strong>stratum</strong> (plural: <strong>strata</strong>) is a layer of sedimentary rock or soil with internally consistent characteristics that distinguish it from other layers. The "<strong>stratum</strong>" is the fundamental unit in a stratigraphic column and forms the basis of the study of stratigraphy.</div><div><figure class="attachment attachment-preview" 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width="272" height="185"><figcaption class="caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-30 13:07:26 UTC</pubDate>
         <guid>https://padlet.com/steffan_limon/70jftk9c184f/wish/140785299</guid>
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