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      <title>Meiosis Padlet by Sophie MacRae</title>
      <link>https://padlet.com/sjcat2772/t32pwsh27glz</link>
      <description>Stages of Meiosis</description>
      <language>en-us</language>
      <pubDate>2018-02-22 19:35:59 UTC</pubDate>
      <lastBuildDate>2018-02-22 20:04:55 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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      <item>
         <title>Definitions</title>
         <author>sjcat2772</author>
         <link>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234447948</link>
         <description><![CDATA[<div><strong>Homologous chromosomes-</strong> chromosome pairs that are similar but not identical because they may have different gene alleles. Sexually reproducing organisms have 2 sets<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:256,&quot;url&quot;:null,&quot;width&quot;:197}" data-trix-content-type="image"><img src="null" width="197" height="256"><figcaption class="attachment__caption"></figcaption></figure><strong>Crossing Over-</strong> when homologous chromosomes&nbsp; come close together and exchange portions of their chromatids which produces new combinations of alleles<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:386,&quot;url&quot;:&quot;http://ib.bioninja.com.au/_Media/crossing-over_med.jpeg&quot;,&quot;width&quot;:720}" data-trix-content-type="image"><img src="http://ib.bioninja.com.au/_Media/crossing-over_med.jpeg" width="720" height="386"><figcaption class="attachment__caption"></figcaption></figure><br><strong>Haploid Cell- </strong>sex cells that have half the number of chromosomes. Ex. Egg and sperm (1 set=1N). <figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:226,&quot;url&quot;:&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTFFDzedGgmnAp17ekblZiquopl0dlKthXvbeusdtvVq6QDhXMn&quot;,&quot;width&quot;:223}" data-trix-content-type="image"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTFFDzedGgmnAp17ekblZiquopl0dlKthXvbeusdtvVq6QDhXMn" width="223" height="226"><figcaption class="attachment__caption"></figcaption></figure><br><strong>Diploid Cells- </strong>&nbsp;body cells&nbsp;<br>that have the full number of chromosomes. Ex. Skin, nerve, bone (2 sets-2n).<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:213,&quot;url&quot;:&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcT2Goxyd8LnbjJS0CGHBzfCo11FEXqShSIc6BgtVtNlhNvAV4zN7A&quot;,&quot;width&quot;:236}" data-trix-content-type="image"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcT2Goxyd8LnbjJS0CGHBzfCo11FEXqShSIc6BgtVtNlhNvAV4zN7A" width="236" height="213"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-22 19:38:45 UTC</pubDate>
         <guid>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234447948</guid>
      </item>
      <item>
         <title>Stages of Meiosis 1</title>
         <author>sjcat2772</author>
         <link>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234456279</link>
         <description><![CDATA[<div>Interphase before Meiosis 1- Cells have increased in size, produced RNA, synthesized protein, and cells have DNA. <br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-22 19:50:42 UTC</pubDate>
         <guid>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234456279</guid>
      </item>
      <item>
         <title>Stages of Meiosis 1</title>
         <author>sjcat2772</author>
         <link>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234457608</link>
         <description><![CDATA[<div>Prophase 1- nuclear envelope deteriorates, spindle fibers &amp; centrioles appear, chromosomes pair up with their homologous partner to form a tetrad, and crossing over occurs between non-sister chromatids. </div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-22 19:52:50 UTC</pubDate>
         <guid>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234457608</guid>
      </item>
      <item>
         <title>Stages of Meiosis 1</title>
         <author>sjcat2772</author>
         <link>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234458733</link>
         <description><![CDATA[<div>Metaphase 1- Spindle fibers attach to the centromeres, homologous chromosomes line up in pairs across the middle of the cell</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-22 19:54:42 UTC</pubDate>
         <guid>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234458733</guid>
      </item>
      <item>
         <title>Stages of Meiosis 1</title>
         <author>sjcat2772</author>
         <link>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234459682</link>
         <description><![CDATA[<div>Anaphase 1- Spindle fibers shorten and pull the chromosome pairs apart, one chromosome from each pair moves to the opposite end of the cell<br>(There is more than 8 million different configurations to how chromosomes can be independently assorted)</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-22 19:56:20 UTC</pubDate>
         <guid>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234459682</guid>
      </item>
      <item>
         <title>Stages of Meiosis 1</title>
         <author>sjcat2772</author>
         <link>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234460874</link>
         <description><![CDATA[<div>Telophase 1 and Cytokinesis- Spindle fibers disappear and the nuclear membrane reforms, cell membrane pinches inward and two haploid cells are formed. </div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-22 19:58:23 UTC</pubDate>
         <guid>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234460874</guid>
      </item>
      <item>
         <title>Stages of Meiosis 2</title>
         <author>sjcat2772</author>
         <link>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234461629</link>
         <description><![CDATA[<div>Prophase 2- the nuclear envelope deteriorates and spindle fibers and centrioles appear.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-22 19:59:40 UTC</pubDate>
         <guid>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234461629</guid>
      </item>
      <item>
         <title>Stages of Meiosis 2</title>
         <author>sjcat2772</author>
         <link>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234462126</link>
         <description><![CDATA[<div>Metaphase 2- Spindle fibers attach to the centromeres, the chromosomes line up singularly across the middle of the cell</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-22 20:00:31 UTC</pubDate>
         <guid>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234462126</guid>
      </item>
      <item>
         <title>Stages of Meiosis 2</title>
         <author>sjcat2772</author>
         <link>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234462543</link>
         <description><![CDATA[<div>Anaphase 2- Spindle fibers shorten and separate the chromosomes and sister chromatids are pulled apart and move to opposite ends of the cell</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-22 20:01:08 UTC</pubDate>
         <guid>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234462543</guid>
      </item>
      <item>
         <title>Stages of Meiosis 2</title>
         <author>sjcat2772</author>
         <link>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234463124</link>
         <description><![CDATA[<div>Telophase 2 and Cytokinesis- Spindle fibers disappear and the nuclear membrane reforms, the cell membrane pinches inward and two cells are formed. Then four haploid cells are produced, so two from each division</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-22 20:02:10 UTC</pubDate>
         <guid>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234463124</guid>
      </item>
      <item>
         <title>Stages of Meiosis</title>
         <author>sjcat2772</author>
         <link>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234464060</link>
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&quot;,&quot;width&quot;:259}" 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" 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         <enclosure url="" />
         <pubDate>2018-02-22 20:03:41 UTC</pubDate>
         <guid>https://padlet.com/sjcat2772/t32pwsh27glz/wish/234464060</guid>
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