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      <title>los ecosistemas by gheenady borba</title>
      <link>https://padlet.com/gheenadyborba19/mjq7m7apybdq</link>
      <description>Hecho con un poco de travesura</description>
      <language>en-us</language>
      <pubDate>2018-08-08 14:45:04 UTC</pubDate>
      <lastBuildDate>2025-10-25 19:33:32 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
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      <item>
         <title>definicion de ecosistema</title>
         <author>gheenadyborba19</author>
         <link>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272347409</link>
         <description><![CDATA[<div>sistema biologico constituido por una comunidad de seres vivos</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-08-08 14:45:29 UTC</pubDate>
         <guid>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272347409</guid>
      </item>
      <item>
         <title>opinion</title>
         <author>gheenadyborba19</author>
         <link>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272347624</link>
         <description><![CDATA[<div>se entiende por ecosistema al complejo fenomeno que tma un lugar en la tierra</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-08-08 14:47:11 UTC</pubDate>
         <guid>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272347624</guid>
      </item>
      <item>
         <title>existen </title>
         <author>gheenadyborba19</author>
         <link>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272347856</link>
         <description><![CDATA[<div>en cada ecosistema existe un factor biotico</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-08-08 14:48:38 UTC</pubDate>
         <guid>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272347856</guid>
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      <item>
         <title></title>
         <author>gheenadyborba19</author>
         <link>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272475912</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://www.youtube.com/watch?v=m1ZuY_BQc4s" />
         <pubDate>2018-08-09 12:02:27 UTC</pubDate>
         <guid>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272475912</guid>
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      <item>
         <title></title>
         <author>gheenadyborba19</author>
         <link>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272475937</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://www.youtube.com/watch?v=3y0dPYDLXPY" />
         <pubDate>2018-08-09 12:02:55 UTC</pubDate>
         <guid>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272475937</guid>
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      <item>
         <title>maquetas relevantes al tema</title>
         <author>gheenadyborba19</author>
         <link>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272476009</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://www.youtube.com/watch?v=yj0mPlQy1ng" />
         <pubDate>2018-08-09 12:04:10 UTC</pubDate>
         <guid>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272476009</guid>
      </item>
      <item>
         <title>¿cual es la importancia de cuidar los ecosistemas?</title>
         <author>gheenadyborba19</author>
         <link>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272476090</link>
         <description><![CDATA[<div>la importancia de nuestro mundo natural se revela en las miles de maneras diferentes en la que los organismos de la tierra interactuan entre si</div>]]></description>
         <enclosure url="https://www.youtube.com/watch?v=iF7UoeSDYr" />
         <pubDate>2018-08-09 12:05:19 UTC</pubDate>
         <guid>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272476090</guid>
      </item>
      <item>
         <title>¿para que sirven los ecosistemas?</title>
         <author>gheenadyborba19</author>
         <link>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272476523</link>
         <description><![CDATA[<div>seguramente ya abras escuchado hablar de la selva,los bosques o los desiertos en la superficie terrestre,asi como las sonas de arrecife de coral y los ecosistemas  de las profundidades de los ocenos y mares</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-08-09 12:11:15 UTC</pubDate>
         <guid>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272476523</guid>
      </item>
      <item>
         <title>imajenes relevantes al tema</title>
         <author>gheenadyborba19</author>
         <link>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272476753</link>
         <description><![CDATA[<div><sup><figure class="attachment attachment--preview"><img width="310" height="162"><figcaption class="attachment__caption"></figcaption></figure></sup><figure class="attachment attachment--preview"><img width="259" height="194"><figcaption class="attachment__caption"></figcaption></figure><figure class="attachment attachment--preview"><img width="197" height="256"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-08-09 12:14:46 UTC</pubDate>
         <guid>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272476753</guid>
      </item>
      <item>
         <title></title>
         <author>gheenadyborba19</author>
         <link>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272476925</link>
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" width="308" height="164"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-08-09 12:16:57 UTC</pubDate>
         <guid>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272476925</guid>
      </item>
      <item>
         <title>la info </title>
         <author>gheenadyborba19</author>
         <link>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272477010</link>
         <description><![CDATA[<div><br>Un <strong>ecosistema</strong> es un sistema biológico constituido por una comunidad de <a href="https://es.wikipedia.org/wiki/Ser_vivo">organismos vivos</a> (<a href="https://es.wikipedia.org/wiki/Biocenosis">biocenosis</a>) y el medio físico donde se relacionan (<a href="https://es.wikipedia.org/wiki/Biotopo">biotopo</a>).<a href="https://es.wikipedia.org/wiki/Ecosistema#cite_note-1"><sup>1</sup></a>​ Un ecosistema es una unidad compuesta de organismos interdependientes que comparten el mismo <a href="https://es.wikipedia.org/wiki/H%C3%A1bitat">hábitat</a>.<a href="https://es.wikipedia.org/wiki/Ecosistema#cite_note-2"><sup>2</sup></a>​ Los ecosistemas suelen formar una serie de cadenas que muestran la interdependencia de los organismos dentro del sistema.<a href="https://es.wikipedia.org/wiki/Ecosistema#cite_note-Christopherson-3"><sup>3</sup></a>​ También se puede definir así: «Un ecosistema consiste de la comunidad biológica de un lugar y de los factores físicos y químicos que constituyen el ambiente <a href="https://es.wikipedia.org/wiki/Abi%C3%B3tico">abiótico</a>».<a href="https://es.wikipedia.org/wiki/Ecosistema#cite_note-Michigan_U.-4"><sup>4</sup></a>​ Se considera que los <a href="https://es.wikipedia.org/wiki/Factores_abi%C3%B3ticos">factores abióticos</a> y <a href="https://es.wikipedia.org/wiki/Factores_bi%C3%B3ticos">bióticos</a> están ligados por las <a href="https://es.wikipedia.org/wiki/Cadena_tr%C3%B3fica">cadenas tróficas</a> o sea el <a href="https://es.wikipedia.org/wiki/Flujo_de_energ%C3%ADa_y_nutrientes_en_los_ecosistemas">flujo de energía y nutrientes en los ecosistemas</a>.<a href="https://es.wikipedia.org/wiki/Ecosistema#cite_note-Odum1971-5"><sup>5</sup></a>​<br><br></div><div><br>Este concepto, que fue introducido en 1935 por el <a href="https://es.wikipedia.org/wiki/Ec%C3%B3logo">ecólogo</a> inglés <a href="https://es.wikipedia.org/wiki/A._G._Tansley">A. G. Tansley</a>,<a href="https://es.wikipedia.org/wiki/Ecosistema#cite_note-6"><sup>6</sup></a>​ tiene en cuenta las complejas interacciones entre los organismos (por ejemplo <a href="https://es.wikipedia.org/wiki/Planta">plantas</a>, <a href="https://es.wikipedia.org/wiki/Animalia">animales</a>, <a href="https://es.wikipedia.org/wiki/Bacteria">bacterias</a>, <a href="https://es.wikipedia.org/wiki/Protista">protistas</a> y <a href="https://es.wikipedia.org/wiki/Fungi">hongos</a>) que forman la comunidad (biocenosis) y los flujos de <a href="https://es.wikipedia.org/wiki/Energ%C3%ADa">energía</a> y <a href="https://es.wikipedia.org/wiki/Materia">materiales</a> que la atraviesan.<a href="https://es.wikipedia.org/wiki/Ecosistema#cite_note-Christopherson-3"><sup>3</sup></a>​<a href="https://es.wikipedia.org/wiki/Ecosistema#cite_note-Tansley1935-7"><sup>7</sup></a>​<br><br></div><div><br>Un ecosistema es un sistema natural formado por un conjunto de seres vivos y el medio físico donde se relacionan. Es una unidad compuesta de organismos interdependientes que comparten el mismo hábitat(término que hace referencia al lugar que presenta las condiciones apropiadas para que viva un organismo, especie o comunidad animal o vegetal).<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-08-09 12:18:26 UTC</pubDate>
         <guid>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272477010</guid>
      </item>
      <item>
         <title>los elementos de los ecosistemas</title>
         <author>gheenadyborba19</author>
         <link>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272477141</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview"><img src="http://www.lareserva.com/home/sites/default/files/styles/article_image/public/field/image/riverfull.jpg?itok=j9_r2Hn0" width="825" height="622"><figcaption class="attachment__caption"></figcaption></figure>en esta imajen tenemos dos tipos de elementos,por un lado tenemos los elementos bioticos y por el otro lado tenemos los elementos abioticos</div><div><br>los elementos bioticos son aquellos que  tienen vida como la fauna o la flora y por el otro lado tenemos los abioticos estos son los que no tienen vida como un arrollo,un lago,las rocas,etc.<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-08-09 12:19:49 UTC</pubDate>
         <guid>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272477141</guid>
      </item>
      <item>
         <title>imajen pa vos</title>
         <author>gheenadyborba19</author>
         <link>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272477750</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:182,&quot;url&quot;:&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSQ9o9rjFpgrIq4VU7TyD3jqPtRosCAUYnTIMsZi6xG2Ma-Uy6SIg&quot;,&quot;width&quot;:277}" data-trix-content-type="image"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSQ9o9rjFpgrIq4VU7TyD3jqPtRosCAUYnTIMsZi6xG2Ma-Uy6SIg" width="277" height="182"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-08-09 12:27:45 UTC</pubDate>
         <guid>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/272477750</guid>
      </item>
      <item>
         <title>hola </title>
         <author>luciamaglianoalvarez</author>
         <link>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/273066423</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2018-08-14 14:30:37 UTC</pubDate>
         <guid>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/273066423</guid>
      </item>
      <item>
         <title>para vos</title>
         <author>gheenadyborba19</author>
         <link>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/273066765</link>
         <description><![CDATA[<div>como cuando te confunden con el agus</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-08-14 14:31:58 UTC</pubDate>
         <guid>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/273066765</guid>
      </item>
      <item>
         <title>ecosistema</title>
         <author>sextomatutino2018</author>
         <link>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/273067080</link>
         <description><![CDATA[<div>Los ecosistemas se caracterizan por mantener <strong>un intercambio constante de materia y energía que va pasando de un ser viviente a otro,</strong> a través de las llamadas <strong>cadenas alimentarias.</strong> Las plantas (organismos productores) captan la energía solar y sintetizan materia orgánica (alimentos), tanto para ellas como para los organismos consumidores (animales) que la aprovechan, los cuales además pueden luego alimentarse unos de otros.</div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-08-14 14:33:05 UTC</pubDate>
         <guid>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/273067080</guid>
      </item>
      <item>
         <title>las pelotas</title>
         <author>gheenadyborba19</author>
         <link>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/273067532</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" 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         <enclosure url="" />
         <pubDate>2018-08-14 14:34:41 UTC</pubDate>
         <guid>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/273067532</guid>
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         <title>que cren que comparten ustedes con los ecosistemas</title>
         <author>gheenadyborba19</author>
         <link>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/273149438</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2018-08-14 22:01:02 UTC</pubDate>
         <guid>https://padlet.com/gheenadyborba19/mjq7m7apybdq/wish/273149438</guid>
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