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      <title>Christopher Lope Forces of motion by Christopher Lopez</title>
      <link>https://padlet.com/304931/zpzuo0xngp4x</link>
      <description>Made with a taste for adventure</description>
      <language>en-us</language>
      <pubDate>2017-08-29 17:27:48 UTC</pubDate>
      <lastBuildDate>2023-03-05 14:48:10 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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      <item>
         <title>Friction</title>
         <author>304931</author>
         <link>https://padlet.com/304931/zpzuo0xngp4x/wish/183472129</link>
         <description><![CDATA[<div>When two body of something rub against each other.</div>]]></description>
         <enclosure url="https://www.google.com/imgres?imgurl=https%3A%2F%2Fupload.wikimedia.org%2Fwikipedia%2Fcommons%2F8%2F8a%2FFriction_diagram.png&amp;imgrefurl=https%3A%2F%2Fcommons.wikimedia.org%2Fwiki%2FFile%3AFriction_diagram.png&amp;docid=EoAIdj2IxxrhZM&amp;tbnid=9KnzgpSICtGYcM%3A&amp;vet=10ahUKEwjy9piO_PzVAhULhlQKHRF5DmsQMwiFAigBMAE..i&amp;w=334&amp;h=131&amp;safe=active&amp;bih=630&amp;biw=1366&amp;q=friction&amp;ved=0ahUKEwjy9piO_PzVAhULhlQKHRF5DmsQMwiFAigBMAE&amp;iact=mrc&amp;uact=8" />
         <pubDate>2017-08-29 17:30:16 UTC</pubDate>
         <guid>https://padlet.com/304931/zpzuo0xngp4x/wish/183472129</guid>
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      <item>
         <title>Kinetic friction</title>
         <author>304931</author>
         <link>https://padlet.com/304931/zpzuo0xngp4x/wish/183475168</link>
         <description><![CDATA[<div>It is when two retarding forces are moving relative.</div>]]></description>
         <enclosure url="https://upload.wikimedia.org/wikipedia/en/7/7e/Static_kinetic_friction_vs_time.png" />
         <pubDate>2017-08-29 17:36:55 UTC</pubDate>
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         <title>Static friction</title>
         <author>304931</author>
         <link>https://padlet.com/304931/zpzuo0xngp4x/wish/183476549</link>
         <description><![CDATA[<div>It keeps something from moving on less it is overpowered it stays that way.</div>]]></description>
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         <pubDate>2017-08-29 17:40:51 UTC</pubDate>
         <guid>https://padlet.com/304931/zpzuo0xngp4x/wish/183476549</guid>
      </item>
      <item>
         <title>Average speed </title>
         <author>304931</author>
         <link>https://padlet.com/304931/zpzuo0xngp4x/wish/183477385</link>
         <description><![CDATA[<div>It is a speed that will take a bit to get to but will travel constantly after that.<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:173,&quot;url&quot;:&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSsXsfJMxwXWc_z0Gae1cW4HEn3wO4sUht3vlzMkdpHBW9YbNsv2g&quot;,&quot;width&quot;:292}" data-trix-content-type="image"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSsXsfJMxwXWc_z0Gae1cW4HEn3wO4sUht3vlzMkdpHBW9YbNsv2g" width="292" height="173"><figcaption class="caption"></figcaption></figure></div>]]></description>
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         <pubDate>2017-08-29 17:43:01 UTC</pubDate>
         <guid>https://padlet.com/304931/zpzuo0xngp4x/wish/183477385</guid>
      </item>
      <item>
         <title>Net force</title>
         <author>304931</author>
         <link>https://padlet.com/304931/zpzuo0xngp4x/wish/183478666</link>
         <description><![CDATA[<div>It is the state of two forces with the same amount ending in 0 with both of them at equal lengths.<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:216,&quot;url&quot;:&quot;https://upload.wikimedia.org/wikipedia/commons/a/ac/Antiparallel_net_force.jpg&quot;,&quot;width&quot;:396}" data-trix-content-type="image"><img src="https://upload.wikimedia.org/wikipedia/commons/a/ac/Antiparallel_net_force.jpg" width="396" height="216"><figcaption class="caption"></figcaption></figure></div>]]></description>
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         <pubDate>2017-08-29 17:46:25 UTC</pubDate>
         <guid>https://padlet.com/304931/zpzuo0xngp4x/wish/183478666</guid>
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      <item>
         <title>Balanced force </title>
         <author>304931</author>
         <link>https://padlet.com/304931/zpzuo0xngp4x/wish/183480670</link>
         <description><![CDATA[<div>This occurs when two forces are the exact same on an object make sure it stays standing or continues at the same speed.<figure class="attachment attachment-preview" 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&quot;,&quot;width&quot;:300}" 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" width="300" height="168"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-08-29 17:51:27 UTC</pubDate>
         <guid>https://padlet.com/304931/zpzuo0xngp4x/wish/183480670</guid>
      </item>
      <item>
         <title>Reference point</title>
         <author>304931</author>
         <link>https://padlet.com/304931/zpzuo0xngp4x/wish/183483620</link>
         <description><![CDATA[<div>a point in the middle that will always stay there if everything around it moves.<figure class="attachment attachment-preview" 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width="331" height="152"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-08-29 17:59:28 UTC</pubDate>
         <guid>https://padlet.com/304931/zpzuo0xngp4x/wish/183483620</guid>
      </item>
      <item>
         <title>Motion</title>
         <author>304931</author>
         <link>https://padlet.com/304931/zpzuo0xngp4x/wish/183495392</link>
         <description><![CDATA[<div>When something moves or is moving in some way, shape, or form.</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/216471648/ad4f02a978bd55f9136f522b91a50f20/2000px_Nonuniform_circular_motion_svg.png" />
         <pubDate>2017-08-29 18:28:32 UTC</pubDate>
         <guid>https://padlet.com/304931/zpzuo0xngp4x/wish/183495392</guid>
      </item>
      <item>
         <title>Acceleration</title>
         <author>304931</author>
         <link>https://padlet.com/304931/zpzuo0xngp4x/wish/183498840</link>
         <description><![CDATA[<div>When something gains speed overtime ,but mainly quickly.</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/216471648/8eda55903d99e65947cfc6189e497a86/download__3_.png" />
         <pubDate>2017-08-29 18:38:14 UTC</pubDate>
         <guid>https://padlet.com/304931/zpzuo0xngp4x/wish/183498840</guid>
      </item>
      <item>
         <title>Speed</title>
         <author>304931</author>
         <link>https://padlet.com/304931/zpzuo0xngp4x/wish/183500148</link>
         <description><![CDATA[<div>It is a measuring device to detect how fast something is going.</div>]]></description>
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         <pubDate>2017-08-29 18:41:48 UTC</pubDate>
         <guid>https://padlet.com/304931/zpzuo0xngp4x/wish/183500148</guid>
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         <title>Force</title>
         <author>304931</author>
         <link>https://padlet.com/304931/zpzuo0xngp4x/wish/183501315</link>
         <description><![CDATA[<div>it occurs when something changes motion because of something</div>]]></description>
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         <pubDate>2017-08-29 18:45:18 UTC</pubDate>
         <guid>https://padlet.com/304931/zpzuo0xngp4x/wish/183501315</guid>
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