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      <title>Mi muro fenomenal by Maritza Figueroa</title>
      <link>https://padlet.com/marifigue125/6p73me8rf73m</link>
      <description>Hecho con asombro</description>
      <language>en-us</language>
      <pubDate>2018-08-29 01:44:33 UTC</pubDate>
      <lastBuildDate>2018-08-29 02:38:10 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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      <item>
         <title>agro nomo</title>
         <author>marifigue125</author>
         <link>https://padlet.com/marifigue125/6p73me8rf73m/wish/276093664</link>
         <description><![CDATA[<div>&nbsp;es la ciencia que se encarga de reunir en un solo lugar todos aquellos conocimientos de diferentes ciencia aplicadas en el área de la agricultura, ésta tiene por objetivo primordial <strong>optimizar la calidad con que se llevan a cabo los diferentes procesos productivos</strong> y de trasformación de alimentos y demás productos provenientes de la agricultura&nbsp;<br><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:304}" 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" width="304" height="166"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-08-29 01:58:12 UTC</pubDate>
         <guid>https://padlet.com/marifigue125/6p73me8rf73m/wish/276093664</guid>
      </item>
      <item>
         <title>legalización de tierras</title>
         <author>marifigue125</author>
         <link>https://padlet.com/marifigue125/6p73me8rf73m/wish/276095639</link>
         <description><![CDATA[<div> Ley tiene como objetivo establecer el procedimiento especial para la adjudicación gratuita de la propiedad colectiva de tierras tradicionalmente ocupadas por los pueblos y comunidades indígenas, en cumplimiento del artículo 127 de la Constitución Política de la República de Panamá. </div>]]></description>
         <enclosure url="" />
         <pubDate>2018-08-29 02:08:45 UTC</pubDate>
         <guid>https://padlet.com/marifigue125/6p73me8rf73m/wish/276095639</guid>
      </item>
      <item>
         <title>Factores macro económicos con implicaciones en el sector agro alimentario.</title>
         <author>marifigue125</author>
         <link>https://padlet.com/marifigue125/6p73me8rf73m/wish/276099810</link>
         <description><![CDATA[<div>La dinámica del crecimiento mundial repercute de manera inmediata en el crecimiento económico de México y en su sector agroalimentario&nbsp;<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:183,&quot;url&quot;:&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQPAHF2BqQoF8PpEZC0OULNcPR5CTqBSlLtM0TBvfuxY8M_m6v6&quot;,&quot;width&quot;:275}" data-trix-content-type="image"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQPAHF2BqQoF8PpEZC0OULNcPR5CTqBSlLtM0TBvfuxY8M_m6v6" width="275" height="183"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-08-29 02:28:39 UTC</pubDate>
         <guid>https://padlet.com/marifigue125/6p73me8rf73m/wish/276099810</guid>
      </item>
      <item>
         <title>Producto Interno Bruto per cápita:</title>
         <author>marifigue125</author>
         <link>https://padlet.com/marifigue125/6p73me8rf73m/wish/276101031</link>
         <description><![CDATA[<div>El Producto Interno Bruto per cápita (PIB pc) representa el valor de todos los bienes y servicios finales generados en un país durante un año dado, el cual le correspondería a cada habitante si dicha riqueza se repartiera a todos por igual </div>]]></description>
         <enclosure url="" />
         <pubDate>2018-08-29 02:34:21 UTC</pubDate>
         <guid>https://padlet.com/marifigue125/6p73me8rf73m/wish/276101031</guid>
      </item>
      <item>
         <title>Tasa de interés</title>
         <author>marifigue125</author>
         <link>https://padlet.com/marifigue125/6p73me8rf73m/wish/276101693</link>
         <description><![CDATA[<div>La tasa de interés podría definirse de manera concisa y efectiva como el precio que debo pagar por el dinero; es el porcentaje al que está invertido un capital en un período determinando, lo que se conoce como el precio del dinero en el mercado financiero. </div>]]></description>
         <enclosure url="" />
         <pubDate>2018-08-29 02:37:16 UTC</pubDate>
         <guid>https://padlet.com/marifigue125/6p73me8rf73m/wish/276101693</guid>
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