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   <channel>
      <title>&quot;WIV&quot; Vocab Activity  by Xavier Epps</title>
      <link>https://padlet.com/xaviepps/7eoh0syj8grg</link>
      <description>Website/Image/Video</description>
      <language>en-us</language>
      <pubDate>2018-09-12 13:27:14 UTC</pubDate>
      <lastBuildDate>2025-10-26 15:31:37 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url>https://padlet-assets.s3.amazonaws.com/icons/Rafaelo.png</url>
      </image>
      <item>
         <title>Definition </title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280339752</link>
         <description><![CDATA[<div><em>A portion of a line which starts at a point and goes off in a particular direction to infinity.</em></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 13:40:41 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280339752</guid>
      </item>
      <item>
         <title>Website</title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280339959</link>
         <description><![CDATA[<div><a href="https://www.mathopenref.com/ray.html">https://www.mathopenref.com/ray.html</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 13:40:57 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280339959</guid>
      </item>
      <item>
         <title>Image</title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280341700</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview"><img width="600" height="300"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 13:43:45 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280341700</guid>
      </item>
      <item>
         <title>Video</title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280342357</link>
         <description><![CDATA[<div><a href="https://www.youtube.com/watch?v=1VSun4wX7UQ">https://www.youtube.com/watch?v=1VSun4wX7UQ</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 13:44:39 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280342357</guid>
      </item>
      <item>
         <title>Definition </title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280343801</link>
         <description><![CDATA[<div><br>A point in geometry is a location. It has no size i.e. no width, no length and no depth. A point is shown by a dot.</div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 13:46:56 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280343801</guid>
      </item>
      <item>
         <title>Website</title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280344016</link>
         <description><![CDATA[<div><a href="https://www.mathplanet.com/education/geometry/points,-lines,-planes-and-angles/an-introduction-to-geometry">https://www.mathplanet.com/education/geometry/points,-lines,-planes-and-angles/an-introduction-to-geometry</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 13:47:17 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280344016</guid>
      </item>
      <item>
         <title>Image </title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280344418</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:171,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:294}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="294" height="171"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 13:47:55 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280344418</guid>
      </item>
      <item>
         <title>Video</title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280344822</link>
         <description><![CDATA[<div><a href="https://www.youtube.com/watch?v=hbBl-awr7Lo">https://www.youtube.com/watch?v=hbBl-awr7Lo</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 13:48:35 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280344822</guid>
      </item>
      <item>
         <title>Definition </title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280345534</link>
         <description><![CDATA[<div><em>A geometrical object that is straight, infinitely long and infinitely thin.</em></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 13:49:49 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280345534</guid>
      </item>
      <item>
         <title>Websitr</title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280346176</link>
         <description><![CDATA[<div><a href="https://www.mathopenref.com/line.html">https://www.mathopenref.com/line.html</a></div>]]></description>
         <enclosure url="https://www.mathopenref.com/line.html" />
         <pubDate>2018-09-12 13:51:00 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280346176</guid>
      </item>
      <item>
         <title>Image </title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280346355</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:147,&quot;url&quot;:&quot;https://images.tutorvista.com/cms/images/113/line-segment.png&quot;,&quot;width&quot;:400}" data-trix-content-type="image"><img src="https://images.tutorvista.com/cms/images/113/line-segment.png" width="400" height="147"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 13:51:15 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280346355</guid>
      </item>
      <item>
         <title>Video</title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280346706</link>
         <description><![CDATA[<div><a href="https://www.youtube.com/watch?v=1VSun4wX7UQ">https://www.youtube.com/watch?v=1VSun4wX7UQ</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 13:51:44 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280346706</guid>
      </item>
      <item>
         <title>Definition </title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280347146</link>
         <description><![CDATA[<div>The part of a line that connects two points.<br><br>It has definite end points</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 13:52:26 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280347146</guid>
      </item>
      <item>
         <title>Website</title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280347278</link>
         <description><![CDATA[<div><a href="https://www.mathsisfun.com/definitions/line-segment.html">https://www.mathsisfun.com/definitions/line-segment.html</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 13:52:40 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280347278</guid>
      </item>
      <item>
         <title>Image </title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280347538</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:104,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:160}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="160" height="104"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 13:53:04 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280347538</guid>
      </item>
      <item>
         <title>Video</title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280347718</link>
         <description><![CDATA[<div><a href="https://www.youtube.com/watch?v=1VSun4wX7UQ">https://www.youtube.com/watch?v=1VSun4wX7UQ</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 13:53:23 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280347718</guid>
      </item>
      <item>
         <title>Defition </title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280360878</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 14:13:48 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280360878</guid>
      </item>
      <item>
         <title>w</title>
         <author>xaviepps</author>
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         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 14:13:59 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280360981</guid>
      </item>
      <item>
         <title>Image </title>
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         <enclosure url="" />
         <pubDate>2018-09-12 14:15:14 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280361561</guid>
      </item>
      <item>
         <title>Vide</title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280367414</link>
         <description><![CDATA[<div><a href="https://www.youtube.com/watch?v=DGKwdHMiqCg">https://www.youtube.com/watch?v=DGKwdHMiqCg</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 14:24:25 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280367414</guid>
      </item>
      <item>
         <title>Definition </title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280369655</link>
         <description><![CDATA[<div><em>A flat surface that is infinitely large and with zero thickness</em></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 14:28:07 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280369655</guid>
      </item>
      <item>
         <title>Website</title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280370250</link>
         <description><![CDATA[<div><a href="https://www.mathopenref.com/plane.html">https://www.mathopenref.com/plane.html</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 14:29:15 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280370250</guid>
      </item>
      <item>
         <title>Image </title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280370402</link>
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         <enclosure url="" />
         <pubDate>2018-09-12 14:29:36 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/280370402</guid>
      </item>
      <item>
         <title>Definition</title>
         <author>xaviepps</author>
         <link>https://padlet.com/xaviepps/7eoh0syj8grg/wish/283898145</link>
         <description><![CDATA[<div><em>A line is perpendicular to another if it meets or crosses it at right angles (90°).</em></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-20 13:37:53 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/283898145</guid>
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      <item>
         <title>Website</title>
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         <description><![CDATA[<div><a href="https://www.mathopenref.com/perpendicular.html">https://www.mathopenref.com/perpendicular.html</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-20 13:38:14 UTC</pubDate>
         <guid>https://padlet.com/xaviepps/7eoh0syj8grg/wish/283898398</guid>
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      <item>
         <title>Image </title>
         <author>xaviepps</author>
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&quot;,&quot;width&quot;:600}" 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         <description><![CDATA[<div><a href="https://www.youtube.com/watch?v=XQUbFCAv_U4">https://www.youtube.com/watch?v=XQUbFCAv_U4</a></div>]]></description>
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