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      <title>Ticket out! by Laverna Benally</title>
      <link>https://padlet.com/lbenally/zix6wslj3twm</link>
      <description>In 2 sentences explain what causes the seasons!</description>
      <language>en-us</language>
      <pubDate>2017-10-25 20:49:17 UTC</pubDate>
      <lastBuildDate>2017-10-25 21:25:10 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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      <item>
         <title>LáǹdóÑ</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200618468</link>
         <description><![CDATA[<div>The seasons are are caused by the 23.5 degree tilt and which side is facing the Sun. For Example: when the Northern Hemisphere is facing the sun it is having winter and the Southern Hemisphere is having its winter.<figure class="attachment attachment--preview"><img src="https://qph.ec.quoracdn.net/main-qimg-1a0ea6377bc659f00c7c2a6463428747" width="602" height="371"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 20:52:53 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200618468</guid>
      </item>
      <item>
         <title>Adriauna</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200618503</link>
         <description><![CDATA[<div>The 23.5 tilte of the Earth. Also the orbit of the earth.&nbsp;<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:153,&quot;url&quot;:&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/4/40/Axial_tilt_vs_tropical_and_polar_circles.svg/420px-Axial_tilt_vs_tropical_and_polar_circles.svg.png&quot;,&quot;width&quot;:420}" data-trix-content-type="image"><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/4/40/Axial_tilt_vs_tropical_and_polar_circles.svg/420px-Axial_tilt_vs_tropical_and_polar_circles.svg.png" width="420" height="153"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 20:53:03 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200618503</guid>
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      <item>
         <title>Chelsi</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200618568</link>
         <description><![CDATA[<div>The 23.5 tilt that Earth has is the reason we have seasons. This tilt always points to the North Star (Polaris).<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:301,&quot;url&quot;:&quot;https://www.e-education.psu.edu/eme810/sites/www.e-education.psu.edu.eme810/files/images/Lesson_02/earth_tilt0403.jpg&quot;,&quot;width&quot;:300}" data-trix-content-type="image"><img src="https://www.e-education.psu.edu/eme810/sites/www.e-education.psu.edu.eme810/files/images/Lesson_02/earth_tilt0403.jpg" width="300" height="301"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 20:53:15 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200618568</guid>
      </item>
      <item>
         <title>Braiden N</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200618609</link>
         <description><![CDATA[<div>The seasons are caused by the 23.5 degree angle of the Earth. Also where the Earth is on it's orbit.<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:250,&quot;url&quot;:&quot;https://askabiologist.asu.edu/sites/default/files/resources/articles/switching_seasons/earth-tilt%20%282%29.jpg&quot;,&quot;width&quot;:250}" data-trix-content-type="image"><img src="https://askabiologist.asu.edu/sites/default/files/resources/articles/switching_seasons/earth-tilt%20%282%29.jpg" width="250" height="250"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 20:53:27 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200618609</guid>
      </item>
      <item>
         <title>enrique lopez</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200618714</link>
         <description><![CDATA[<div>The season are caused by the 23.5.&nbsp;Also where the earth has is that it has a axis. </div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 20:53:52 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200618714</guid>
      </item>
      <item>
         <title>Marielle</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200620134</link>
         <description><![CDATA[<div>The Earth's seasons are caused by the tilt of the planet 23.5. When a hemisphere is getting direct sunlight it is hot or ,summer and the opposite hemisphere is the opposite season, winter.&nbsp;<figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:225}" 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" width="225" height="225"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 20:59:46 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200620134</guid>
      </item>
      <item>
         <title>Amira</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200620359</link>
         <description><![CDATA[<div>The seasons are caused by the Earth's 23.5 degree angle.It is also caused by the Earth's distance.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:00:28 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200620359</guid>
      </item>
      <item>
         <title>Melanie</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200620759</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:02:07 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200620759</guid>
      </item>
      <item>
         <title>jaxson</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200621195</link>
         <description><![CDATA[<div>The earth tillet ever where it move to the sun. the sun move ever time.<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:04:14 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200621195</guid>
      </item>
      <item>
         <title>David</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200621463</link>
         <description><![CDATA[<div>The seasons is caused&nbsp; by the earths tilt&nbsp; by 23.5 degrees.Also the suns place too<figure class="attachment attachment--preview" 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" width="275" height="183"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:05:38 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200621463</guid>
      </item>
      <item>
         <title>Cheyenne</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200621471</link>
         <description><![CDATA[<div>The seasons are caused by the&nbsp; 23.5 tilt it is aways pointed to the&nbsp; north star.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:05:41 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200621471</guid>
      </item>
      <item>
         <title>the sesons aremade wen the hemisphere moves.and wen it is 23.5 digres </title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200621488</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:05:47 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200621488</guid>
      </item>
      <item>
         <title>The reason we have seasons is because of the 23.5 digree tilt of the earths orbiting pole</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200621730</link>
         <description><![CDATA[<div>t<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:194,&quot;url&quot;:&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSqOHVdpa7fu8PxqxHjcMLJ--k8Jkt9QwkbxcAnGQ96GO96LfQejw&quot;,&quot;width&quot;:259}" data-trix-content-type="image"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSqOHVdpa7fu8PxqxHjcMLJ--k8Jkt9QwkbxcAnGQ96GO96LfQejw" width="259" height="194"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:07:03 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200621730</guid>
      </item>
      <item>
         <title>braden j</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200621831</link>
         <description><![CDATA[<div>the sesens are cased by the tillt on the earths akses.the sun glos on the earth and makes the seasons.<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:235,&quot;url&quot;:&quot;http://www.teamstraus.com/SchoolDaysBorder_files/Units%20of%20Study%20Science/Earth-Sun-Seasons.jpg&quot;,&quot;width&quot;:319}" data-trix-content-type="image"><img src="http://www.teamstraus.com/SchoolDaysBorder_files/Units%20of%20Study%20Science/Earth-Sun-Seasons.jpg" width="319" height="235"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:07:33 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200621831</guid>
      </item>
      <item>
         <title>Ailin </title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200621849</link>
         <description><![CDATA[<div>The seasons are caused by the 23.5 angle of arth.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:07:39 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200621849</guid>
      </item>
      <item>
         <title>andrea </title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200621857</link>
         <description><![CDATA[<div>the sun spins around the sun and when one part is infront of of the sun then it is summer<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:07:41 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200621857</guid>
      </item>
      <item>
         <title>The season are caused by the Earth tilting at a 23.5 degree angle and where the sun shines is where summer is at that hemisphere so the other hemisphere is winter. </title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200621862</link>
         <description><![CDATA[<div>Braxton</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:07:44 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200621862</guid>
      </item>
      <item>
         <title>Ender</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200621867</link>
         <description><![CDATA[<div>seasons are caused by a 23.5 degree tilt that directs sunlight on earth somewhere else. Sunlight is the main cause, if there was no sunlight there'd be no... US!&nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:07:45 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200621867</guid>
      </item>
      <item>
         <title>Dylan</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200621870</link>
         <description><![CDATA[<div>The  seasons are made of sun and the 23.5 angal of the earth and it go's arond the sun and the earth spins.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:07:46 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200621870</guid>
      </item>
      <item>
         <title>Melanie</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200621915</link>
         <description><![CDATA[<div>The seasons are caused by the 23.5&nbsp;degree and it is pointed to the star. &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:08:02 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200621915</guid>
      </item>
      <item>
         <title>ivan kuzmuk</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200621922</link>
         <description><![CDATA[<div>the 23.5 digre ango</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:08:02 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200621922</guid>
      </item>
      <item>
         <title>Angelo.c </title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200621943</link>
         <description><![CDATA[<div>it is when the earth is tilted 23.5 degrees. It's also when the Earth orbits around the sun.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:08:11 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200621943</guid>
      </item>
      <item>
         <title>wen it is 23.5 degres.and wen it is ponting to the notherstare.</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200622140</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:294}" 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" width="294" height="171"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:09:10 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200622140</guid>
      </item>
      <item>
         <title>wesley</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200622168</link>
         <description><![CDATA[<div>23.5 % tilt of the axi</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:09:21 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200622168</guid>
      </item>
      <item>
         <title>Marcus</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200622460</link>
         <description><![CDATA[<div>The seasons are caused by the sun the earth's tilt.  The Earth's tilt is exactly 23.5 degrees.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:10:51 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200622460</guid>
      </item>
      <item>
         <title>Caden</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200622712</link>
         <description><![CDATA[<div>TGhe earth is on a 23.5 angle</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:12:16 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200622712</guid>
      </item>
      <item>
         <title>its when the 23.5 is moving around with the sun</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200622720</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:12:20 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200622720</guid>
      </item>
      <item>
         <title>The cause of the Seasons is the Earths tilt.The Earth is tilted  23.5 degrees.</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200622738</link>
         <description><![CDATA[<div>Marcela</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:12:27 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200622738</guid>
      </item>
      <item>
         <title>The cause of these season is when the Earth tilted. The angle of the Earth&#39;s tilt is 23.5</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200622831</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:12:55 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200622831</guid>
      </item>
      <item>
         <title>the earth is in the 23.5 agle. when the sun is on the south or north side it ether summer or winter</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200622885</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:13:12 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200622885</guid>
      </item>
      <item>
         <title>Jared</title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200622923</link>
         <description><![CDATA[<div>It causes seasons because there is a 23.5 angle on the x-axis</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:13:27 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200622923</guid>
      </item>
      <item>
         <title>alfonso </title>
         <author></author>
         <link>https://padlet.com/lbenally/zix6wslj3twm/wish/200623137</link>
         <description><![CDATA[<div>when the sun orbits around the earth  when it is 23.5 angle</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 21:14:28 UTC</pubDate>
         <guid>https://padlet.com/lbenally/zix6wslj3twm/wish/200623137</guid>
      </item>
   </channel>
</rss>
