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      <title>DNA AND RNA by </title>
      <link>https://padlet.com/josephhuggins1/trdlkyqphet1</link>
      <description>Jake the Legend</description>
      <language>en-us</language>
      <pubDate>2017-12-15 02:58:17 UTC</pubDate>
      <lastBuildDate>2025-12-23 22:26:58 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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      <item>
         <title>DNA</title>
         <author>josephhuggins1</author>
         <link>https://padlet.com/josephhuggins1/trdlkyqphet1/wish/216374771</link>
         <description><![CDATA[<div>Deoxribonucleic Acid, is a double helix meaning that it has two strands. </div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-15 03:13:45 UTC</pubDate>
         <guid>https://padlet.com/josephhuggins1/trdlkyqphet1/wish/216374771</guid>
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      <item>
         <title>DNA</title>
         <author>josephhuggins1</author>
         <link>https://padlet.com/josephhuggins1/trdlkyqphet1/wish/216374994</link>
         <description><![CDATA[<div>DNA has 4 bases:&nbsp;<br>Adenine<br>Thymine<br>Guanine<br>Cytosine<br>The sugar found in DNA is known as Deoxryibose</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-15 03:16:33 UTC</pubDate>
         <guid>https://padlet.com/josephhuggins1/trdlkyqphet1/wish/216374994</guid>
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      <item>
         <title>Base Pairing Rules</title>
         <author>josephhuggins1</author>
         <link>https://padlet.com/josephhuggins1/trdlkyqphet1/wish/216375502</link>
         <description><![CDATA[<div>A=T<br>G=C</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-15 03:23:19 UTC</pubDate>
         <guid>https://padlet.com/josephhuggins1/trdlkyqphet1/wish/216375502</guid>
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      <item>
         <title>Picture</title>
         <author>josephhuggins1</author>
         <link>https://padlet.com/josephhuggins1/trdlkyqphet1/wish/216375707</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview"><img src="http://s2.thingpic.com/images/4b/N5WB4krgraYDtPtXLkzQ9Xwo.jpeg" width="350" height="250"><figcaption class="attachment__caption"></figcaption></figure>Image of DNA replication</div>]]></description>
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         <pubDate>2017-12-15 03:26:23 UTC</pubDate>
         <guid>https://padlet.com/josephhuggins1/trdlkyqphet1/wish/216375707</guid>
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      <item>
         <title>RNA</title>
         <author>josephhuggins1</author>
         <link>https://padlet.com/josephhuggins1/trdlkyqphet1/wish/216375872</link>
         <description><![CDATA[<div>Ribonucleic Acid, is a single helix, meaning that it has two strands. </div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-15 03:29:12 UTC</pubDate>
         <guid>https://padlet.com/josephhuggins1/trdlkyqphet1/wish/216375872</guid>
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      <item>
         <title>RNA</title>
         <author>josephhuggins1</author>
         <link>https://padlet.com/josephhuggins1/trdlkyqphet1/wish/216376149</link>
         <description><![CDATA[<div>RNA has 4 bases:<br>Adenine<br>Uracil<br>Guanine<br>Cytosine<br>The sugar found in RNA is known as Ribose</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-15 03:33:49 UTC</pubDate>
         <guid>https://padlet.com/josephhuggins1/trdlkyqphet1/wish/216376149</guid>
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      <item>
         <title>Base Pairing Rules-RNA</title>
         <author>josephhuggins1</author>
         <link>https://padlet.com/josephhuggins1/trdlkyqphet1/wish/216376256</link>
         <description><![CDATA[<div>G-C<br>A-U<br>T-A</div>]]></description>
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         <pubDate>2017-12-15 03:35:34 UTC</pubDate>
         <guid>https://padlet.com/josephhuggins1/trdlkyqphet1/wish/216376256</guid>
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      <item>
         <title>Picture of RNA</title>
         <author>josephhuggins1</author>
         <link>https://padlet.com/josephhuggins1/trdlkyqphet1/wish/216376369</link>
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" width="322" height="156"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-15 03:37:26 UTC</pubDate>
         <guid>https://padlet.com/josephhuggins1/trdlkyqphet1/wish/216376369</guid>
      </item>
   </channel>
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