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      <title>RECURSOS NATURALES by </title>
      <link>https://padlet.com/maximiliano1/p2ybo80xqk3c</link>
      <description>problema naturales. trabajo realizado por maximiliano</description>
      <language>en-us</language>
      <pubDate>2016-04-07 11:53:58 UTC</pubDate>
      <lastBuildDate>2025-11-07 18:58:27 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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      <item>
         <title>¿que son los recursos naturales?</title>
         <author>maximiliano1</author>
         <link>https://padlet.com/maximiliano1/p2ybo80xqk3c/wish/104566698</link>
         <description><![CDATA[<div>Un&nbsp;<strong>recurso natural</strong>&nbsp;es un&nbsp;<a href="https://es.wikipedia.org/wiki/Bien_econ%C3%B3mico">bien</a>&nbsp;o&nbsp;<a href="https://es.wikipedia.org/wiki/Servicio_%28econom%C3%ADa%29">servicio</a>&nbsp;proporcionado por la&nbsp;<a href="https://es.wikipedia.org/wiki/Naturaleza">naturaleza</a>&nbsp;sin alteraciones por parte del&nbsp;<a href="https://es.wikipedia.org/wiki/Homo_sapiens">ser humano</a>. Desde el punto de vista de la&nbsp;<a href="https://es.wikipedia.org/wiki/Econom%C3%ADa">economía</a>, los recursos naturales son valiosos para las&nbsp;<a href="https://es.wikipedia.org/wiki/Sociedad">sociedades</a>&nbsp;humanas por contribuir a su bienestar y a su desarrollo de manera directa (materias primas, minerales, alimentos) o indirecta (servicios).<br><br></div><div>En&nbsp;<a href="https://es.wikipedia.org/wiki/Econom%C3%ADa">economía</a>&nbsp;se consideran recursos a todos aquellos medios que contribuyen a la producción y distribución de los bienes y servicios usados por los seres humanos. Los economistas entienden que varios tipos de recursos son escasos frente a la amplitud y diversidad de los deseos humanos, que es como explican las necesidades. Posteriormente, se define a la economía como la ciencia que estudia las leyes que rigen la distribución de esos recursos entre los distintos fines posibles. Bajo esta óptica, los recursos naturales se refieren a los factores de producción proporcionados por la naturaleza sin modificación previa realizada por el hombre; y se diferencian de los recursos culturales y humanos en que no son generados por el hombre (como los bienes transformados, el trabajo o la tecnología). El uso de cualquier recurso natural acarrea dos conceptos a tener en cuenta: la&nbsp;<em>resistencia</em>, que debe vencerse para lograr la explotación, y la interdependencia<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-04-07 12:26:23 UTC</pubDate>
         <guid>https://padlet.com/maximiliano1/p2ybo80xqk3c/wish/104566698</guid>
      </item>
      <item>
         <title>crisis del agua</title>
         <author>maximiliano1</author>
         <link>https://padlet.com/maximiliano1/p2ybo80xqk3c/wish/104568999</link>
         <description><![CDATA[<div>La&nbsp;<strong>escasez de agua</strong>&nbsp;se refiere a la falta de suficientes&nbsp;<a href="https://es.wikipedia.org/wiki/Recursos_h%C3%ADdricos">recursos hídricos</a>&nbsp;para satisfacer las demandas de&nbsp;<a href="https://es.wikipedia.org/w/index.php?title=Consumo_de_agua&amp;action=edit&amp;redlink=1">consumo de agua</a>&nbsp;en una región. El problema de la escasez de agua afecta a alrededor de 2,8 mil millones de personas en todos los continentes del mundo durante al menos un mes cada año. Más de 1,2 mil millones de personas no tienen acceso a agua potable salubre.<a href="https://es.wikipedia.org/wiki/Escasez_de_agua#cite_note-1">1<br></a><br></div><div>La escasez de agua implica&nbsp;<a href="https://es.wikipedia.org/wiki/Escasez_de_agua#Estr.C3.A9s_h.C3.ADdrico"><em>estrés hídrico</em></a>,&nbsp;<a href="https://es.wikipedia.org/wiki/Escasez_de_agua#D.C3.A9ficit_h.C3.ADdrico"><em>déficit hídrico</em></a>, y&nbsp;<a href="https://es.wikipedia.org/wiki/Escasez_de_agua#Crisis_h.C3.ADdrica"><em>crisis hídrica</em></a>. El concepto del&nbsp;<em>estrés hídrico</em>&nbsp;es relativamente nuevo y se refiere a la dificultad de obtener fuentes de agua dulce durante un cierto período, una situación que puede culminar en un mayor deterioro y agotamiento de los recursos hídricos disponibles.<a href="https://es.wikipedia.org/wiki/Escasez_de_agua#cite_note-2">2</a>&nbsp;El&nbsp;<em>déficit hídrico</em>&nbsp;puede ser causado ​​por&nbsp;<a href="https://es.wikipedia.org/wiki/Cambio_clim%C3%A1tico">cambios climáticos</a>&nbsp;tales como patrones&nbsp;<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-04-07 12:35:46 UTC</pubDate>
         <guid>https://padlet.com/maximiliano1/p2ybo80xqk3c/wish/104568999</guid>
      </item>
      <item>
         <title>fotos</title>
         <author>maximiliano1</author>
         <link>https://padlet.com/maximiliano1/p2ybo80xqk3c/wish/104572258</link>
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&quot;,&quot;width&quot;:318}" 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" height="159" width="318"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-04-07 12:49:03 UTC</pubDate>
         <guid>https://padlet.com/maximiliano1/p2ybo80xqk3c/wish/104572258</guid>
      </item>
      <item>
         <title></title>
         <author>maximiliano1</author>
         <link>https://padlet.com/maximiliano1/p2ybo80xqk3c/wish/104573607</link>
         <description><![CDATA[]]></description>
         <enclosure url="http://padlet.com/create" />
         <pubDate>2016-04-07 12:53:37 UTC</pubDate>
         <guid>https://padlet.com/maximiliano1/p2ybo80xqk3c/wish/104573607</guid>
      </item>
      <item>
         <title>los conbustible</title>
         <author>maximiliano1</author>
         <link>https://padlet.com/maximiliano1/p2ybo80xqk3c/wish/104604960</link>
         <description><![CDATA[<div><strong>Combustible</strong>&nbsp;es cualquier material capaz de liberar energía cuando se oxida de forma violenta con desprendimiento de calor. Supone la liberación de una&nbsp;<a href="https://es.wikipedia.org/wiki/Energ%C3%ADa">energía</a>&nbsp;de su forma potencial (<a href="https://es.wikipedia.org/wiki/Energ%C3%ADa_de_enlace">energía de enlace</a>) a una forma utilizable sea directamente (<a href="https://es.wikipedia.org/wiki/Energ%C3%ADa_t%C3%A9rmica">energía térmica</a>) o energía mecánica (<a href="https://es.wikipedia.org/wiki/Motor_t%C3%A9rmico">motores térmicos</a>) dejando como residuo calor (energía térmica),&nbsp;<a href="https://es.wikipedia.org/wiki/Di%C3%B3xido_de_carbono">dióxido de carbono</a>&nbsp;y algún otro&nbsp;<a href="https://es.wikipedia.org/wiki/Compuesto_qu%C3%ADmico">compuesto químico</a>.</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-04-07 14:38:17 UTC</pubDate>
         <guid>https://padlet.com/maximiliano1/p2ybo80xqk3c/wish/104604960</guid>
      </item>
      <item>
         <title>la caza</title>
         <author>maximiliano1</author>
         <link>https://padlet.com/maximiliano1/p2ybo80xqk3c/wish/104605610</link>
         <description><![CDATA[<div>La&nbsp;<strong>caza</strong>&nbsp;(también denominada&nbsp;<em>actividad cinegética</em>) es la actividad o acción en la que se captura generalmente un&nbsp;<a href="https://es.wikipedia.org/wiki/Animal">animal</a>.<a href="https://es.wikipedia.org/wiki/Caza#cite_note-1">1</a>&nbsp;Según el filósofo español&nbsp;<a href="https://es.wikipedia.org/wiki/Jos%C3%A9_Ortega_y_Gasset">José Ortega y Gasset</a>, «La caza es todo lo que se hace antes y después de la muerte del animal. La muerte es imprescindible para que exista la cacería</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-04-07 14:40:23 UTC</pubDate>
         <guid>https://padlet.com/maximiliano1/p2ybo80xqk3c/wish/104605610</guid>
      </item>
      <item>
         <title>la deforestacion</title>
         <author>maximiliano1</author>
         <link>https://padlet.com/maximiliano1/p2ybo80xqk3c/wish/104610716</link>
         <description><![CDATA[<div>La&nbsp;<strong>deforestación</strong>&nbsp;o&nbsp;<strong>tala de árboles</strong>&nbsp;es un proceso provocado generalmente por la acción humana, en el que se destruye la&nbsp;<a href="https://es.wikipedia.org/wiki/Bosque">superficie forestal</a>.<a href="https://es.wikipedia.org/wiki/Deforestaci%C3%B3n#cite_note-enciclopedia-1">1</a>&nbsp;<a href="https://es.wikipedia.org/wiki/Deforestaci%C3%B3n#cite_note-defarg-2">2</a>&nbsp;Está directamente causada por la acción del hombre sobre la naturaleza, principalmente debido a las talas o quemas realizadas por la industria maderera, así como por la obtención de suelo para la agricultura, minería y ganadería.<br><br></div><div>Talar árboles sin una eficiente&nbsp;<a href="https://es.wikipedia.org/wiki/Reforestaci%C3%B3n">reforestación</a>&nbsp;resulta en un serio daño al&nbsp;<a href="https://es.wikipedia.org/wiki/H%C3%A1bitat">hábitat</a>, en pérdida de&nbsp;<a href="https://es.wikipedia.org/wiki/Biodiversidad">biodiversidad</a>&nbsp;y en&nbsp;<a href="https://es.wikipedia.org/wiki/Aridez">aridez</a>. Tiene un impacto adverso en la fijación de&nbsp;<a href="https://es.wikipedia.org/wiki/Di%C3%B3xido_de_carbono">dióxido de carbono</a>&nbsp;(CO2). Las regiones deforestadas tienden a una&nbsp;<a href="https://es.wikipedia.org/wiki/Erosi%C3%B3n">erosión del suelo</a>&nbsp;y frecuentemente se degradan a tierras no productivas.<br><br></div><div>Entre los factores que llevan a la deforestación en gran escala se cuentan: el descuido e ignorancia del valor intrínseco, la falta de valor atribuido, el manejo poco responsable de la forestación y leyes medioambientales deficientes.<br><br></div><div>En muchos países la deforestación causa&nbsp;<a href="https://es.wikipedia.org/wiki/Extinci%C3%B3n">extinción</a>&nbsp;de especies, cambios en las condiciones climáticas, desertificación y desplazamiento de&nbsp;<a href="https://es.wikipedia.org/wiki/Ind%C3%ADgena">poblaciones indígenas</a>.<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-04-07 14:55:45 UTC</pubDate>
         <guid>https://padlet.com/maximiliano1/p2ybo80xqk3c/wish/104610716</guid>
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