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      <title>Rock Cycle  by Phillip Martinez</title>
      <link>https://padlet.com/305118/u4vn9zxaf5yi</link>
      <description>Made with a curious mind</description>
      <language>en-us</language>
      <pubDate>2018-01-30 20:18:12 UTC</pubDate>
      <lastBuildDate>2018-01-30 20:48:14 UTC</lastBuildDate>
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         <title>sedimentary rock</title>
         <author>305118</author>
         <link>https://padlet.com/305118/u4vn9zxaf5yi/wish/226324449</link>
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" width="213" height="160"><figcaption class="attachment__caption"></figcaption></figure></a>geology.com</div><div>Rock that has formed through the deposition and solidification of sediment, especially sediment transported by water (rivers, lakes, and oceans), ice ( glaciers ), and wind. Sedimentary rocks are often deposited in layers, and frequently contain <strong>fossils</strong>. Note :<strong>Limestone</strong> and <strong>shale</strong> are common sedimentary rocks.</div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-30 20:22:32 UTC</pubDate>
         <guid>https://padlet.com/305118/u4vn9zxaf5yi/wish/226324449</guid>
      </item>
      <item>
         <title>Lithification</title>
         <author>305118</author>
         <link>https://padlet.com/305118/u4vn9zxaf5yi/wish/226325639</link>
         <description><![CDATA[<div><a href="https://www.google.com/imgres?imgurl=https://image.slidesharecdn.com/rockformation-120927090553-phpapp02/95/rock-formation-3-728.jpg?cb%3D1348736814&amp;imgrefurl=https://pt.slideshare.net/doogstone/rock-formation&amp;h=546&amp;w=728&amp;tbnid=nGJJi00pyqVTZM:&amp;tbnh=158&amp;tbnw=211&amp;usg=__BAzGsqFwp3EmI8r-jbyq30hsOBA%3D&amp;vet=1&amp;docid=cqC6Xy7ekah2iM&amp;itg=1&amp;sa=X&amp;ved=0ahUKEwiKjpjGw4DZAhUP2mMKHTiqBEEQ9QEIKjAA"><figure class="attachment attachment--preview" 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" width="211" height="158"><figcaption class="attachment__caption"></figcaption></figure></a>pt.slideshare.net</div><div><strong>Lithification</strong> (from the Ancient Greek word lithos meaning 'rock' and the Latin-derived suffix -ific) is the process in which sediments compact under pressure, expel connate fluids, and gradually become solid rock. Essentially, <strong>lithification</strong> is a process of porosity destruction through compaction and cementation</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-30 20:25:35 UTC</pubDate>
         <guid>https://padlet.com/305118/u4vn9zxaf5yi/wish/226325639</guid>
      </item>
      <item>
         <title>Compaction</title>
         <author>305118</author>
         <link>https://padlet.com/305118/u4vn9zxaf5yi/wish/226326294</link>
         <description><![CDATA[<div><a href="https://www.google.com/imgres?imgurl=https://upload.wikimedia.org/wikipedia/commons/thumb/d/df/Seabees_compactor_roller.jpg/220px-Seabees_compactor_roller.jpg&amp;imgrefurl=https://en.wikipedia.org/wiki/Soil_compaction&amp;h=157&amp;w=220&amp;tbnid=2CAL99dpE3kWxM:&amp;tbnh=157&amp;tbnw=220&amp;usg=__-uzUqwYjZuaD-8-vwrT3DvyNxPE%3D&amp;vet=1&amp;docid=5IbfcPoMvo5-dM&amp;sa=X&amp;ved=0ahUKEwjyouaAw4DZAhVJImMKHUR_CT0Q9QEIKjAA"><figure class="attachment attachment--preview"><img width="220" height="157"><figcaption class="attachment__caption"></figcaption></figure></a>en.wikipedia.org</div><div><strong>compaction</strong>. (kəm-pāk'shən) The process by which the porosity of a given form of sediment is decreased as a result of its mineral grains being squeezed together by the weight of overlying sediment or by mechanical means. The American Heritage® Science Dictionary</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-30 20:27:06 UTC</pubDate>
         <guid>https://padlet.com/305118/u4vn9zxaf5yi/wish/226326294</guid>
      </item>
      <item>
         <title>Metamorphism</title>
         <author>305118</author>
         <link>https://padlet.com/305118/u4vn9zxaf5yi/wish/226329209</link>
         <description><![CDATA[<div>Metamorphism is the change of minerals or geologic texture in pre-existing rocks, without the protolith melting into liquid magma. The change occurs primarily due to heat, pressure, and the introduction of chemically active fluids.</div>]]></description>
         <enclosure url="http://4.bp.blogspot.com/-To8aWqJKdcQ/Vo5V_E_AWMI/AAAAAAAAHgw/4m49NDUgVPY/s1600/Generalized%2Billustration%2Bof%2Ba%2Bconvergent%2Bplate%2Bboundary%2Bshowing%2Bregional%2Bmetamorphism..jpg" />
         <pubDate>2018-01-30 20:33:38 UTC</pubDate>
         <guid>https://padlet.com/305118/u4vn9zxaf5yi/wish/226329209</guid>
      </item>
      <item>
         <title>Magma</title>
         <author>305118</author>
         <link>https://padlet.com/305118/u4vn9zxaf5yi/wish/226330885</link>
         <description><![CDATA[<div><a href="https://www.google.com/imgres?imgurl=https://upload.wikimedia.org/wikipedia/commons/thumb/8/82/Pahoehoe_toe.jpg/300px-Pahoehoe_toe.jpg&amp;imgrefurl=https://en.wikipedia.org/wiki/Magma&amp;h=188&amp;w=300&amp;tbnid=MYFUnMf_v8IcIM:&amp;tbnh=160&amp;tbnw=255&amp;usg=__PBS9qk6iZKmvTRvrvZ6EqTN6L_I%3D&amp;vet=1&amp;docid=aCe_acPabvZ7YM&amp;itg=1&amp;sa=X&amp;ved=0ahUKEwjZ2tnFxYDZAhUB1WMKHROrBQIQ_B0IowEwEQ"><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:255}" 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" width="255" height="160"><figcaption class="attachment__caption"></figcaption></figure></a></div><div>Magma is a mixture of molten or semi-molten rock, volatiles and solids that is found beneath the surface of the Earth, and is expected to exist on other terrestrial planets and some natural satellites</div>]]></description>
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         <pubDate>2018-01-30 20:38:07 UTC</pubDate>
         <guid>https://padlet.com/305118/u4vn9zxaf5yi/wish/226330885</guid>
      </item>
      <item>
         <title>Volcanism</title>
         <author>305118</author>
         <link>https://padlet.com/305118/u4vn9zxaf5yi/wish/226331499</link>
         <description><![CDATA[<div>volcanic activity or phenomena</div>]]></description>
         <enclosure url="http://wondrouspics.com/wp-content/uploads/2011/11/image_Volcano.jpg" />
         <pubDate>2018-01-30 20:39:44 UTC</pubDate>
         <guid>https://padlet.com/305118/u4vn9zxaf5yi/wish/226331499</guid>
      </item>
      <item>
         <title>Crystallization</title>
         <author>305118</author>
         <link>https://padlet.com/305118/u4vn9zxaf5yi/wish/226332947</link>
         <description><![CDATA[<div>Crystallization is the process by which a solid forms, where the atoms or molecules are highly organized into a structure known as a crystal</div>]]></description>
         <enclosure url="https://upload.wikimedia.org/wikipedia/commons/d/d9/Kristalizacija.jpg" />
         <pubDate>2018-01-30 20:43:11 UTC</pubDate>
         <guid>https://padlet.com/305118/u4vn9zxaf5yi/wish/226332947</guid>
      </item>
      <item>
         <title>Weathering</title>
         <author>305118</author>
         <link>https://padlet.com/305118/u4vn9zxaf5yi/wish/226333700</link>
         <description><![CDATA[<div>Weathering is the breaking down of rocks, soil, and minerals as well as wood and artificial materials through contact with the Earth's atmosphere, water, and biological organisms.</div>]]></description>
         <enclosure url="http://1.bp.blogspot.com/-QUxkzUW5h54/VdNrFoLa5AI/AAAAAAAABhA/hzkdrszwxxQ/s1600/Rusty%2BRock.jpg" />
         <pubDate>2018-01-30 20:45:12 UTC</pubDate>
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      </item>
      <item>
         <title>Erosion</title>
         <author>305118</author>
         <link>https://padlet.com/305118/u4vn9zxaf5yi/wish/226334200</link>
         <description><![CDATA[<div>In earth science, erosion is the action of surface processes that removes soil, rock, or dissolved material from one location on the Earth's crust, and then transport it away to another location.</div>]]></description>
         <enclosure url="http://www.globalgeopark.org/UploadFiles/2012_5_4/Alxa%20_B.jpg" />
         <pubDate>2018-01-30 20:46:38 UTC</pubDate>
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