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      <title>7th Period: My Plate Tectonics Study Guide Review by Goodman Science</title>
      <link>https://padlet.com/goodmanscience/i5u02lzpcyk0</link>
      <description>Made by Mrs. Goodman&#39;s awesome students!</description>
      <language>en-us</language>
      <pubDate>2018-02-08 19:27:19 UTC</pubDate>
      <lastBuildDate>2023-03-03 18:54:04 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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      <item>
         <title>Question #1</title>
         <author>goodmanscience</author>
         <link>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229787499</link>
         <description><![CDATA[<div>Igenous rocks are formed by melting of rock material into magma and cooling into rock<br>Sedimentary rocks are formed through the processes of cementation and compaction. Metamorphic rocks are formed through heat and pressure</div>]]></description>
         <enclosure url="http://4.bp.blogspot.com/_sGmq28x_s_U/TUMrif_dRoI/AAAAAAAAAD0/7w92D6gz81A/s1600/rockcycle.jpg" />
         <pubDate>2018-02-08 19:41:18 UTC</pubDate>
         <guid>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229787499</guid>
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      <item>
         <title>Question #11</title>
         <author></author>
         <link>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229787738</link>
         <description><![CDATA[<div>California and Alaska experience more earthquakes than Ohio and Florida because </div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-08 19:41:43 UTC</pubDate>
         <guid>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229787738</guid>
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      <item>
         <title>Question #1</title>
         <author></author>
         <link>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229788162</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2018-02-08 19:42:35 UTC</pubDate>
         <guid>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229788162</guid>
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      <item>
         <title>Question #4</title>
         <author></author>
         <link>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229788763</link>
         <description><![CDATA[<div>Convection currents created from the core causes the rising hot rock to rub or push against the asthenosphere moving it because it is a semi-liquid. Then, the raft like plates will move as well.&nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-08 19:43:45 UTC</pubDate>
         <guid>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229788763</guid>
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      <item>
         <title>Question#6</title>
         <author></author>
         <link>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229788849</link>
         <description><![CDATA[<div>The evidence of Pangaea include the continents fitting together like puzzle pieces, the same prehistoric fossils found on two different continents, and mountains ranges near the ocean have matching coal veins on different continents.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-08 19:43:55 UTC</pubDate>
         <guid>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229788849</guid>
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      <item>
         <title>Question #2</title>
         <author></author>
         <link>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229788905</link>
         <description><![CDATA[<div>Transform boundaries are when 2 plates rub against each other. Convergent boundaries are when 2 plates move towards each other. Divergent boundaries happen when 2 plates move away from each other.</div>]]></description>
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         <pubDate>2018-02-08 19:44:01 UTC</pubDate>
         <guid>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229788905</guid>
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      <item>
         <title>Question #3</title>
         <author></author>
         <link>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229788908</link>
         <description><![CDATA[<div>Along Divergent boundaries volcanoes, rift valleys and mid ocean ridges can form. at transform boundaries faults can occur. At convergent boundaries volcanoes,deep ocean trench,mountains, and volcanic arks can form.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-08 19:44:01 UTC</pubDate>
         <guid>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229788908</guid>
      </item>
      <item>
         <title>Question #2</title>
         <author></author>
         <link>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229788934</link>
         <description><![CDATA[<div>At transform boundaries the plates slip past each other, at convergent boundaries the plates move into each other, and at divergent boundaries the plates move away from each other.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-08 19:44:04 UTC</pubDate>
         <guid>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229788934</guid>
      </item>
      <item>
         <title>question 5</title>
         <author></author>
         <link>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229789061</link>
         <description><![CDATA[<div>Subduction is when one plate is being pulled under another because its denser and colder. they are found at convergent boundaries.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-08 19:44:18 UTC</pubDate>
         <guid>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229789061</guid>
      </item>
      <item>
         <title>Question #7</title>
         <author></author>
         <link>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229789095</link>
         <description><![CDATA[<div>A fault is a break in Earths crust that can cause Earthquakes<br>&nbsp;<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:253,&quot;url&quot;:&quot;http://www.sms-tsunami-warning.com/theme/tsunami/img/fault-types.jpg&quot;,&quot;width&quot;:583}" data-trix-content-type="image"><img src="http://www.sms-tsunami-warning.com/theme/tsunami/img/fault-types.jpg" width="583" height="253"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-08 19:44:21 UTC</pubDate>
         <guid>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229789095</guid>
      </item>
      <item>
         <title>Question #8</title>
         <author></author>
         <link>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229789162</link>
         <description><![CDATA[<div>It is an underwater mountain range where new ocean floor is formed by rising magma in a divergent boundary. <figure class="attachment attachment--preview" 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width="240" height="180"><figcaption class="attachment__caption"></figcaption></figure> <figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:180,&quot;url&quot;:null,&quot;width&quot;:240}" data-trix-content-type="image"><img src="null" width="240" height="180"><figcaption class="attachment__caption"></figcaption></figure>Mid-ocean Ridge</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-08 19:44:28 UTC</pubDate>
         <guid>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229789162</guid>
      </item>
      <item>
         <title>#9</title>
         <author></author>
         <link>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229789200</link>
         <description><![CDATA[<div>Convection is the transfer of heat through liquids and gases due to circulation. Convection is caused by circulation. Convecting in the mantle is when convection currents in the mantle are in motion. Also, magma is convecting in the mantle.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-08 19:44:33 UTC</pubDate>
         <guid>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229789200</guid>
      </item>
      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229791546</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/261806204/5fee953be848abb893e36ae7aed725bd/image.png" />
         <pubDate>2018-02-08 19:48:29 UTC</pubDate>
         <guid>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229791546</guid>
      </item>
      <item>
         <title>Question # 9</title>
         <author></author>
         <link>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229793181</link>
         <description><![CDATA[<div>Convection is the transfer of heat through fluids and gases.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-08 19:51:17 UTC</pubDate>
         <guid>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229793181</guid>
      </item>
      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229793652</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/261806204/bec01f630c011e88dadb4d66c19148ec/image.png" />
         <pubDate>2018-02-08 19:52:05 UTC</pubDate>
         <guid>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229793652</guid>
      </item>
      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229794740</link>
         <description><![CDATA[<div>&nbsp;<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:350,&quot;url&quot;:&quot;https://cdn.thinglink.me/api/image/502537401265029120/1240/10/scaletowidth&quot;,&quot;width&quot;:350}" data-trix-content-type="image"><img src="https://cdn.thinglink.me/api/image/502537401265029120/1240/10/scaletowidth" width="350" height="350"><figcaption class="attachment__caption"></figcaption></figure>&nbsp;<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-08 19:53:58 UTC</pubDate>
         <guid>https://padlet.com/goodmanscience/i5u02lzpcyk0/wish/229794740</guid>
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