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      <title>Meiosis Padlet Assignment by KeAndre Montague</title>
      <link>https://padlet.com/sauceykeyy/tghcedk60hua</link>
      <description></description>
      <language>en-us</language>
      <pubDate>2018-02-27 20:48:39 UTC</pubDate>
      <lastBuildDate>2018-02-27 22:06:44 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
      </image>
      <item>
         <title>Steps</title>
         <author>sauceykeyy</author>
         <link>https://padlet.com/sauceykeyy/tghcedk60hua/wish/236155711</link>
         <description><![CDATA[<div>Prophase 1<br>Metaphase 1<br>Anaphase 1<br>Telophase 1</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-27 20:50:04 UTC</pubDate>
         <guid>https://padlet.com/sauceykeyy/tghcedk60hua/wish/236155711</guid>
      </item>
      <item>
         <title>Steps</title>
         <author>sauceykeyy</author>
         <link>https://padlet.com/sauceykeyy/tghcedk60hua/wish/236155754</link>
         <description><![CDATA[<div>Prophase 2<br>Metaphase 2<br>Anaphase 2<br>Telophase</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-27 20:50:08 UTC</pubDate>
         <guid>https://padlet.com/sauceykeyy/tghcedk60hua/wish/236155754</guid>
      </item>
      <item>
         <title>Brief description of what happens in each phase of Meiosis 1</title>
         <author>sauceykeyy</author>
         <link>https://padlet.com/sauceykeyy/tghcedk60hua/wish/236155859</link>
         <description><![CDATA[<div>the cells starts to duplicate everything in the cell to make a new cell</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-27 20:50:22 UTC</pubDate>
         <guid>https://padlet.com/sauceykeyy/tghcedk60hua/wish/236155859</guid>
      </item>
      <item>
         <title>Brief description of what happens in each phase of Meiosis 2</title>
         <author>sauceykeyy</author>
         <link>https://padlet.com/sauceykeyy/tghcedk60hua/wish/236158187</link>
         <description><![CDATA[<div>both cells start duplicating everything in the cells and make 2 two new cells to make a total of 4 cells</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-27 20:54:43 UTC</pubDate>
         <guid>https://padlet.com/sauceykeyy/tghcedk60hua/wish/236158187</guid>
      </item>
      <item>
         <title>Definition and Picture of Homologous chromosomes</title>
         <author>sauceykeyy</author>
         <link>https://padlet.com/sauceykeyy/tghcedk60hua/wish/236158290</link>
         <description><![CDATA[<div>Chromosomes that are similar but not identical<figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:289}" 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" width="289" height="174"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-27 20:54:57 UTC</pubDate>
         <guid>https://padlet.com/sauceykeyy/tghcedk60hua/wish/236158290</guid>
      </item>
      <item>
         <title>Description and Picture of crossing-over</title>
         <author>sauceykeyy</author>
         <link>https://padlet.com/sauceykeyy/tghcedk60hua/wish/236158547</link>
         <description><![CDATA[<div>the exchange of genes between homologous chromosomes<figure class="attachment attachment--preview" 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" width="307" height="164"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-27 20:55:28 UTC</pubDate>
         <guid>https://padlet.com/sauceykeyy/tghcedk60hua/wish/236158547</guid>
      </item>
      <item>
         <title>Description and Picture of haploid cell</title>
         <author>sauceykeyy</author>
         <link>https://padlet.com/sauceykeyy/tghcedk60hua/wish/236158685</link>
         <description><![CDATA[<div>a cell that contains a single set of chromosomes.<figure class="attachment attachment--preview" 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" width="333" height="151"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-02-27 20:55:47 UTC</pubDate>
         <guid>https://padlet.com/sauceykeyy/tghcedk60hua/wish/236158685</guid>
      </item>
      <item>
         <title>Description and Pictureof diploid cell</title>
         <author>sauceykeyy</author>
         <link>https://padlet.com/sauceykeyy/tghcedk60hua/wish/236158896</link>
         <description><![CDATA[<div>a cell that contains two sets of chromosomes<figure class="attachment attachment--preview" 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MquYfr8Yf7r/jhz4TWuIB8h3lp+xCbWxqWe2YPlzcRgJixVFMKI682b/t3fvftvX0iYxIPHiGXLkt/2nZlEGdZk9ftS2lrEFajgF4pgF0QoOxloI6s3+m6d/Vk02n4UKZ5AaUSw7ojElQx/WUkQi6u0XALvoFRqyhfPM/RNU56KNn/XYtjVeYEpGUNoUkWAr0NkWtYIVCWcvNkDFG9UO2NPDLZb9WipMqGRkhjacnrLm44IaQ8JZ/jKDnsiwGNCUe20zlPGTLKA9ZwErXyaezCZKJKm4wMgLhAUGp40YdvRi3JzVwjbLGeID2zRGtBaYdE+G0YHVdsGcV2imi0C1yeArRiksMzSSXIZ1YPQeuxtz8qC3RE9WQ02zhrSkGiQihALDO3d1GThp5C8smDV0bnQPjEyx9TKpqSlNnppqLh4ABEQKc2Q6GKcLacjrNsDZ0XpVwCh8MD4bLG5pXVtegzuWihedjCbgbYe4K6QMICo8xrA6B+NyQ45ZkssKMVZzQA5gcPtNzSK0xCd0nqfZApZ3Gs824yvlGtQNqo77uC4SNGWM29TySTz73UbzQAhMdIuimrvAe5M4h2CQh/HRk9u6nNaFloqBYQAMPtv0iEq2vHasecK9oJmdEHAhcPbbi/qNsTw2TisDyM3jdf2XWabeKrTE72aeNQutoPskZTn+B2Eqepjrh3DvbCMkPG+yEy3NnwXNYMkUWJ9A4RvBOhu2ZbbVKL+aolrG8hZLyw7GTpttl2DoTaXG0UwDasjQybb83s7SsqPN+sU7TmScL+aczXR+NH7+7l5rWxomxHnGnzBLEZqZg+Gsk6kfpOX2xT3bOTF7A6NoNLi6EBwNFY+9TW3t24Hn7MWLdtag9Uxf2wKm/fkLYrE3X6d8e93QoReREXwCti9LyRwQSROERm5JQHloYFG5hczmoYItCUXeDOz7nB7T6dLT/EObeovD4ywRWeoSuOcnv0+wFhBWTPpEKYBshnMvMmINxKbQcxMoiaZdVWKppq/g8UrhJQWyqpLOakom3R0FcQp9t7MG2IqmKClFy8QSaSUf0xLJXCxdraq5XDavparlP3m/LheS+UKsnM8nigk+sHwejNPSm8Hupoo5rVKMBdO5fDqXSRWgUFarxVimmNcSia/+JH2tFTP5SqxcTKZTFS6wfLEBeNbXxSZ1gVJQ84ivmCzIlaKWyySqsUoiUYhVc8lCPlH+6mvp61wlmSvHiqlkusrFWb45J3DpwfDwTTGwcllJJKtaLJuSM56EpiaVjKqkduVsFlRFngxI3n82izFHj3whInw8PHjkyPA6T4+N8RkbQvj6kmg6iVps9ixn8A1HEOuRwVuNSpwxGmJlCaxf6rTxU/10tJkS5wYKjcYzfGA/G0awDdbC+s2PCVdg8uaRz5qC/0vDw4Mfc3ToCYmFh7QRXw4GMsFaZy1EBweHj6wDrA/iBxM2PEDuqTtaktEIzyzlnXSCQttgLcgPENPgA1mm0mESZSAH8FD3nXLGHawHI5zlSYMAGGtvUl/OIA1fWh9mvxpBqS4tgw+6YiVJuLDn5C5yGKwlOw3eolgJR3VGPmCcBB38cNd6FB34EJ+bTgYYLXu9gN0X8DCD8JkHbuqQPgYiuzorgQr24BFOkR3xSV5hL99a6wLFvJ2MVh+yMFir/lDH2uAlah4az5uDdVHpdllJchCSkCpiUx4EmWAhUV+6Dul0fb8ameDavPGPNzYpVmax0FQx6IiW3c3gke5emRZaxdcdtZQ8Ia0kKwCJfCGp5irpTCZTLupokXGb159fvfr8BoIz2KdDRLSGwHK4OWdrP2yKyZAKxgDyCa2QjSXKiUSibOyEsz68ef3qJ0jPNxFrXTyYBdi8cf36dWT68GccGGClze4UXZpZR3ohKatBNtckU8U4E8ngITzYfP7JRx999MnV67fMpTiClt3G1eubt3iwOl2vFLWCTexW8gDFSqWYqFSriLXY4OGNqwTsR5/8U9JcyiLmgR355OqN1kk7Nhd1ujwGrEMQoOL1IJ/KYnIkqwpSC9jvv9GadreBm5vX6YGPPvm7NEdFzvHymNZxMGoyMxrUYzzj90vDTAy+f1Zr4ixq/w/PGdjvLUfsL+kkiGEt7TcMsVkwjdrOJPP705ms5djfi3CWBjGO1oXyjt3CJHFWiBapplnG3uQj1w2ZvcRhuBwvaidjEBwRBUwyV7pJDNQ/qM3sQ3tQtwaD3RWHlI2cZdR86S0JXKnJP7KJ9IMFq0Jt1/Pnz69vmrOJdn05WmDHmvIMRaG8Mqx6uGXZioe6BXIXmzRw7NIbcV8Ol7STBe3dYkQjXEEg+j/NgRmLx26u8wWzqCUORwaYanYOPWBS5yuC/MySOHrqscxwtCmb6NCb851OyC5SndcVG2EqwarzeLBpNOvmoB4Yslh88EhHtHQtoMO9Ccj82c7ibkoMjIymKUdUhg3RqAeJHbvrYXUnyYbaTKPWT5DNoR9TJoTTyBF1hGAkkp0NApmL7Lx8jfLesTFaLZNS6XJgCgQZ49kP7GhHe0A3UnC8i2PXuVIPmtDpQtH4rpi1ipSZOke0pBLjfE8Wsqiik1eASzcHBxs1uXoGa4TkVArq9grWb3VMF0lI2sNKb7JcpWMBCTy3HqybZJQlt4aOMU4P1rnZpRxIzHoPW7aRaldn7bSuraDlmEHdPgF34sVOH+tpl1SYEJxACwpCvWVgpQ5jcJAXq6Pihqk9GmmxTBOl+ONGSP7xkcHhrvFAvemCV2SiZGt7kcVrepNmsZDXuYVg0mmOYHQwzT9Zqk0P/KNupGrUy0YKQmsYeyO6v1JPo27g4V193TP1YaNcMp+iT1usdrmQ7O95C2JMicSFXngIz+PpcUcwvY858fwN5FgmqyhCS9zpHnY9b92IwYFomgFarZYCsZcrwngftnYW3xGBgW1ZKNOlCTGRPQ/AExfmExYDzfoGjq5NFsJOarLWXtovX+vQSHiMnFQLep/gQqcvvve3C8GYt9dNtmg36Ffeu6GFCX+vu5fpHY31aU/zDpeYxKCgL/tWkXJXN9ulj9946i8KERNa+h6Fvogax+xkUECR8Q/kiwAqQazWara7bNg33+qH2WJdkQpS56KMJwhVLVgNJgsFtZCrINiMgKHt27s/PCzj7Fx90sEqqWIiFatCIQkQq9VstwSxbT4ntMi6S2elLoOTAEHIaUE1gWC1Cn3vlaxpvBaeCkHf5mORcKjztjdQLFSTu7mCiojzu2SwiV/B6Ksk+vRSAo+HZ99tgi2o8k8UMjedE1q13LU7mWeqAmiC0YDerH+WQO+QaxJI80QE3q49Uj+FgPR4QnRTYDS8fKfTnZj7m49iaiNU50fLleEyBiSK5d87nPPiE0KRFyi1Wo1nSJm+qKX3KNbSJ6qYUMEMwfKoG2VC3yM6UooUGE8FJckTGRAh6NvLSUzdenxCeybzzcokQtCPNyu1dLwqtIcDX58j+LjeR6QMcon7XQqcPgwm3osQ0K63uDfe5stsifH2ejuGnmKFh6bOUcC8HJ6Js2bA8f4+51jpwChPeYdVY7qeNYlutvNEM+dQPay+w1H8BCWTynY9yVNy9vZNXiLb5Xg5FuFyBIkAi5zvGnRMJJrrjyMnL0gN9DkkaL2Gry/ekbwOzeG7eAUugoLQu8uhr27r/oLUnokkOF6nL1M2+iDvIPdyvmuwJ6IPsE2dB4yXt5p/az1LngugM3jvlT56LfJ6Ylt/DkpKQ7MVY9vt6MhjxeYUEuCEFJa8pQ+C1QNRNJC2hVQIpgparkhX7EA2G5MhHQMlq2Y1iBkb85F3ZXslX+lDvU2epvmhGZvJiEmoZkDNE+8FiUI+l8zly5lyLJjKF3MaY/dQKdDtHeR9RjvkQ5OwYIM2UwFIVej8z0QCgnKxnIvlY3mIFYp07QoReCkc3vpwWAlaLz7KsWnrEp/Yrgx5JValYMtaMFXOVBBsGYrpHFkrNTRG2LrwAcxAE6zpEiqJ3yIKUCgUirHdQpqCrZaTajlVTGaSGUiXkbPIVu+HZivDFV0k72kvzVsWWNQ1HxJF06oz8tcWlda5D8xWHdeEn7yZdWXePmgBxbT5FUB0tYRs9fk+PFt1CJMLaIS8/tJq1A5vfQ0a0vyCP4CnhsYPg60GjBMrBK4vsDBvHxVSGTgxLiFTpXBobuiQ2GqAmSdwkb3hhYnp1iWJ8vTEuJdIizcQGD9cqAzuED5iicDxS2ML4yMzE4xWR8bnSl7y9JH1oZWJ6KFDJYTKM1EK+RAUwgqHfT5fIBDAv8NhL/kNkZZGhhzMPXhPRKz9zKLP7w/4vF4vQ41RFcqy3x9emRFD2lOOyEfEOA1trS4tzM2tjJWQVubmFmZW54dkQZ72kHuLkN2CX/Gn/2GwuvS7JlcIXHLJJdcSuOT5YwnBHwrrHwms0v2U3w39kbC65JJLLrnkkksuueSSSy655JJLLrnkkksuueSSSy69D/p/nNkqZfJMblkAAAAASUVORK5CYII=&quot;,&quot;width&quot;:172}" 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" 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         <enclosure url="" />
         <pubDate>2018-02-27 20:56:15 UTC</pubDate>
         <guid>https://padlet.com/sauceykeyy/tghcedk60hua/wish/236158896</guid>
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