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      <title>My luminous shelf by </title>
      <link>https://padlet.com/martayro01/2mtsr3torncr</link>
      <description>Made with mirth</description>
      <language>en-us</language>
      <pubDate>2018-06-14 09:04:58 UTC</pubDate>
      <lastBuildDate>2025-10-19 18:09:54 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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         <title>Respecto al trabajo realizado en clase sobre la Revolución Genética, hemos analizado los hechos más relevantes para la historia de la genética como las Leyes de Mendel (Gregorio Mendel estudió el crecimiento de alverjas en el jardín de su monasterio), también la teoría de Darwin (Darwin pasó a la historia con su teoría de la evolución) y por último el gen (Wilhelm Johannsen utilizó la palabra &quot;gen&quot; para describir las unidades mendeliana de la herencia).</title>
         <author>martayro01</author>
         <link>https://padlet.com/martayro01/2mtsr3torncr/wish/267166641</link>
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