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      <title>My sumptuous wall by Graciela Jones Garfias</title>
      <link>https://padlet.com/304354/osyvk70814wb</link>
      <description>Made with a lightning strike of genius</description>
      <language>en-us</language>
      <pubDate>2017-08-22 20:49:01 UTC</pubDate>
      <lastBuildDate>2017-08-22 21:16:16 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
      </image>
      <item>
         <title>Gravity </title>
         <author>304354</author>
         <link>https://padlet.com/304354/osyvk70814wb/wish/182197311</link>
         <description><![CDATA[<div><strong>Gravity</strong>, or <strong>gravitation</strong>, is a <a href="https://en.wikipedia.org/wiki/Natural_phenomenon">natural phenomenon</a> by which all things with <a href="https://en.wikipedia.org/wiki/Mass">mass</a> are brought toward (or <em>gravitate</em> toward) one another, including <a href="https://en.wikipedia.org/wiki/Planet">planets</a>, <a href="https://en.wikipedia.org/wiki/Star">stars</a> and <a href="https://en.wikipedia.org/wiki/Galaxies">galaxies</a>, and other <a href="https://en.wikipedia.org/wiki/Physical_objects">physical objects</a>. <br>  <br>We soon learned that earth is filled with gravity. <br><br><a href="https://en.wikipedia.org/wiki/Gravity">https://en.wikipedia.org/wiki/Gravity</a><br><figure class="attachment attachment-preview"><img width="157" height="118"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-08-22 20:49:24 UTC</pubDate>
         <guid>https://padlet.com/304354/osyvk70814wb/wish/182197311</guid>
      </item>
      <item>
         <title>Inertia</title>
         <author>304354</author>
         <link>https://padlet.com/304354/osyvk70814wb/wish/182197412</link>
         <description><![CDATA[<div>a tendency to do nothing or to remain unchanged.</div><div><br></div><div>"the bureaucratic inertia of government"<br><br>Amy told her mom that she went to school but inertia she lied gain.<br><br><a href="https://en.wikipedia.org/wiki/Inertia">https://en.wikipedia.org/wiki/Inertia</a><br><figure class="attachment attachment-preview"><img width="246" height="205"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-08-22 20:50:14 UTC</pubDate>
         <guid>https://padlet.com/304354/osyvk70814wb/wish/182197412</guid>
      </item>
      <item>
         <title>Force</title>
         <author>304354</author>
         <link>https://padlet.com/304354/osyvk70814wb/wish/182197511</link>
         <description><![CDATA[<div>In physics, a force is any interaction that, when unopposed, will change the motion of an object. A force can cause an object with mass to change its velocity, i.e., to accelerate. Force can also be described intuitively as a push or a pull. <br>A Girl was pussed and force to hand over her lunch money. <br><a href="https://en.wikipedia.org/wiki/Force">https://en.wikipedia.org/wiki/Force</a><br><figure class="attachment attachment-preview" 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width="160" height="160"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-08-22 20:51:04 UTC</pubDate>
         <guid>https://padlet.com/304354/osyvk70814wb/wish/182197511</guid>
      </item>
      <item>
         <title>Acceleration</title>
         <author>304354</author>
         <link>https://padlet.com/304354/osyvk70814wb/wish/182197653</link>
         <description><![CDATA[<div>increase in the rate or speed of something.<br>a vehicle's capacity to gain speed within a short time.</div><div><br></div><div>"a Formula One car is superior to an Indy car in its acceleration"<br><a href="https://en.wikipedia.org/wiki/Acceleration">https://en.wikipedia.org/wiki/Acceleration</a><br><figure class="attachment attachment-preview" 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&quot;,&quot;width&quot;:300}" 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" width="300" height="162"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-08-22 20:52:05 UTC</pubDate>
         <guid>https://padlet.com/304354/osyvk70814wb/wish/182197653</guid>
      </item>
      <item>
         <title>Friction </title>
         <author>304354</author>
         <link>https://padlet.com/304354/osyvk70814wb/wish/182197804</link>
         <description><![CDATA[<div>&nbsp;Friction is the force resisting the relative motion of solid surfaces, fluid layers, and material elements sliding against each other<br><br>A friction occurred when i was snowboarding <br><a href="https://en.wikipedia.org/wiki/Force">https://en.wikipedia.org/wiki/Force</a><br><figure class="attachment attachment-preview" 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         <enclosure url="" />
         <pubDate>2017-08-22 20:53:01 UTC</pubDate>
         <guid>https://padlet.com/304354/osyvk70814wb/wish/182197804</guid>
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         <title>Newtons first law </title>
         <author>304354</author>
         <link>https://padlet.com/304354/osyvk70814wb/wish/182198223</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-08-22 20:55:22 UTC</pubDate>
         <guid>https://padlet.com/304354/osyvk70814wb/wish/182198223</guid>
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      <item>
         <title>Newtons second law </title>
         <author>304354</author>
         <link>https://padlet.com/304354/osyvk70814wb/wish/182198319</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-08-22 20:55:54 UTC</pubDate>
         <guid>https://padlet.com/304354/osyvk70814wb/wish/182198319</guid>
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         <title>Newtons third law </title>
         <author>304354</author>
         <link>https://padlet.com/304354/osyvk70814wb/wish/182198410</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-08-22 20:56:27 UTC</pubDate>
         <guid>https://padlet.com/304354/osyvk70814wb/wish/182198410</guid>
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         <title>Gravity </title>
         <author>304354</author>
         <link>https://padlet.com/304354/osyvk70814wb/wish/182198460</link>
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         <pubDate>2017-08-22 20:56:45 UTC</pubDate>
         <guid>https://padlet.com/304354/osyvk70814wb/wish/182198460</guid>
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         <title>Motion </title>
         <author>304354</author>
         <link>https://padlet.com/304354/osyvk70814wb/wish/182198493</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-08-22 20:57:02 UTC</pubDate>
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