<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-809469798114003616</id><updated>2012-02-09T19:27:16.808-08:00</updated><title type='text'>Didáctica del Desarrollo Sostenible o Sustentable</title><subtitle type='html'>¿Como elaborar material didáctico para la Educación Ambiental y el desarrollo sustentable o sostenible?  en sus 3 áreas básicas: Ecología, Economía y Desarrollo Social, sus interferencias básicas: Soportable (ecológico y Social) Viable(Ecológico y Económico) y Equitativo (Económico y Social)y la intercepción de las 3 áreas Sostenible o sustentable.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://desarrollosostenible-emilio.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Emilio</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-v7KuDwOGPsw/TnQVzMSFOZI/AAAAAAAAAJI/wMFeVVumpgw/s220/AnalisisRiesgos.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>17</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-809469798114003616.post-4435636067414285962</id><published>2012-02-09T19:15:00.000-08:00</published><updated>2012-02-09T19:15:54.300-08:00</updated><title type='text'></title><content type='html'>Paseando por la Blogosfera me encuentro con un trabajo publicado originalmente por Juliana Rotich en Global Voices en Español en el que echa un vistazo a cómo los blogueros y activistas medioambientales están utilizando las herramientas de la Web 2.0 para atraer la atención sobre cuestiones como la deforestación, la conservación y el calentamiento global, y cómo las herramientas de la Web 2.0 están siendo usadas para compartir información, fotos, vídeos y recolectar fondos.Llaman la atención algunos de los mashups ambientales, como son:&lt;a href="http://www.terrapass.com/flight/flightcalc.php?submit.x=30&amp;submit.y=11"&gt;&lt;b&gt;Terrapass&lt;/b&gt;&lt;/a&gt;, que nos ayuda a calcuar las emisiones de CO2 de viajes en vehículo, avión y sumando los consumos de gas en el hogar.http://www.terrapass.com/flight/flightcalc.php?submit.x=30&amp;submit.y=11&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-zFUgFNmR4dY/TzSLygKEfqI/AAAAAAAAAK8/VipVeTUl5_A/s1600/CO2.JPG" imageanchor="1" style="clear:left; float:left;margin-right:1em; margin-bottom:1em"&gt;&lt;img border="0" height="232" width="320" src="http://1.bp.blogspot.com/-zFUgFNmR4dY/TzSLygKEfqI/AAAAAAAAAK8/VipVeTUl5_A/s320/CO2.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href="http://flood.firetree.net"&gt;&lt;b&gt;Floodmaps&lt;/b&gt;&lt;/a&gt;: Cuando se habla de la subida del nivel del mar es importante tener una idea visual de lo que pasaría si el nivel del mar subiera un cierto número de metros. Floodmaps lo simula cambiando el mapa de manera dinámica. Les recomiendo vean Matamoros en Tamaulipas y Villahermosa en Tabasco.http://flood.firetree.net/&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-Wtaj3y59g04/TzSL3h3tJ1I/AAAAAAAAALI/AX70kr9RUfQ/s1600/Dibujo.JPG" imageanchor="1" style="clear:left; float:left;margin-right:1em; margin-bottom:1em"&gt;&lt;img border="0" height="232" width="320" src="http://2.bp.blogspot.com/-Wtaj3y59g04/TzSL3h3tJ1I/AAAAAAAAALI/AX70kr9RUfQ/s320/Dibujo.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809469798114003616-4435636067414285962?l=desarrollosostenible-emilio.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://desarrollosostenible-emilio.blogspot.com/feeds/4435636067414285962/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2012/02/paseando-por-la-blogosfera-me-encuentro.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/4435636067414285962'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/4435636067414285962'/><link rel='alternate' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2012/02/paseando-por-la-blogosfera-me-encuentro.html' title=''/><author><name>Emilio</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-v7KuDwOGPsw/TnQVzMSFOZI/AAAAAAAAAJI/wMFeVVumpgw/s220/AnalisisRiesgos.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-zFUgFNmR4dY/TzSLygKEfqI/AAAAAAAAAK8/VipVeTUl5_A/s72-c/CO2.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809469798114003616.post-4924881124062348654</id><published>2011-12-26T02:08:00.000-08:00</published><updated>2011-12-26T02:08:40.343-08:00</updated><title type='text'>Animaciones</title><content type='html'>&lt;a href="http://www.eso.bioygeo.info/Animaciones/Pangaea.swf"&gt;Pangea&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.eso.bioygeo.info/AnimacionesGeo1.htm"&gt;Estructura de la tierra&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.eso.bioygeo.info/AnimacionesBio1.htm"&gt;Biología&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809469798114003616-4924881124062348654?l=desarrollosostenible-emilio.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://desarrollosostenible-emilio.blogspot.com/feeds/4924881124062348654/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2011/12/animaciones.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/4924881124062348654'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/4924881124062348654'/><link rel='alternate' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2011/12/animaciones.html' title='Animaciones'/><author><name>Emilio</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-v7KuDwOGPsw/TnQVzMSFOZI/AAAAAAAAAJI/wMFeVVumpgw/s220/AnalisisRiesgos.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809469798114003616.post-2497620134618105686</id><published>2011-12-25T22:02:00.000-08:00</published><updated>2011-12-25T22:02:00.194-08:00</updated><title type='text'>Gases efecto invernadero</title><content type='html'>&lt;a href="http://maps.unfccc.int/di/map/"&gt;Gases efecto invernadero&lt;/a&gt;&lt;br /&gt;El mapa publicado por el comitè para el Cambio Climático de la ONU se elabora como todos los incluidos en éste blog, mediante una base de datos con los que el programa colorea ciertas áreas para hacer notoria, en este caso la emisión de gases de efecto invernadero. Es posible generar mapas conteniendo cada gas de efecto invernadero tal como el metano, CO2 y otros así como seleccionar el año base.&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-G79VE_-I6NI/TvgMQFO1GAI/AAAAAAAAAKI/t52GTfyRKqU/s1600/Mapa%2Bgases.JPG" imageanchor="1" style="clear:left; float:left;margin-right:1em; margin-bottom:1em"&gt;&lt;img border="0" height="240" width="320" src="http://4.bp.blogspot.com/-G79VE_-I6NI/TvgMQFO1GAI/AAAAAAAAAKI/t52GTfyRKqU/s320/Mapa%2Bgases.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809469798114003616-2497620134618105686?l=desarrollosostenible-emilio.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://desarrollosostenible-emilio.blogspot.com/feeds/2497620134618105686/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2011/12/gases-efecto-invernadero.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/2497620134618105686'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/2497620134618105686'/><link rel='alternate' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2011/12/gases-efecto-invernadero.html' title='Gases efecto invernadero'/><author><name>Emilio</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-v7KuDwOGPsw/TnQVzMSFOZI/AAAAAAAAAJI/wMFeVVumpgw/s220/AnalisisRiesgos.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-G79VE_-I6NI/TvgMQFO1GAI/AAAAAAAAAKI/t52GTfyRKqU/s72-c/Mapa%2Bgases.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809469798114003616.post-4686737756057168758</id><published>2011-08-29T02:40:00.000-07:00</published><updated>2011-08-29T02:40:28.746-07:00</updated><title type='text'>Los Piratas y el Desarrollo Sustentable</title><content type='html'>&lt;iframe src="http://dotsub.com/media/8446e7d0-e5b4-496a-a6d2-38767e3b520a/ts/spa" frameborder="0" width="100%" height="385"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809469798114003616-4686737756057168758?l=desarrollosostenible-emilio.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://desarrollosostenible-emilio.blogspot.com/feeds/4686737756057168758/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2011/08/los-piratas-y-el-desarrollo-sustentable.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/4686737756057168758'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/4686737756057168758'/><link rel='alternate' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2011/08/los-piratas-y-el-desarrollo-sustentable.html' title='Los Piratas y el Desarrollo Sustentable'/><author><name>Emilio</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-v7KuDwOGPsw/TnQVzMSFOZI/AAAAAAAAAJI/wMFeVVumpgw/s220/AnalisisRiesgos.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809469798114003616.post-1887043479460556742</id><published>2011-08-16T16:36:00.000-07:00</published><updated>2011-08-16T16:36:46.582-07:00</updated><title type='text'>Información sobre Desastres para América del Sur</title><content type='html'>&lt;span style="font-size: x-small;"&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="margin-right: 0px;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;&lt;span style="color: #0066cc; font-family: arial,helvetica,sans-serif; font-size: medium;"&gt;&lt;span style="color: #2083de;"&gt;&lt;span style="color: #0066cc;"&gt;El CRID presenta su metodología de sistematización de herramientas para DIPECHO VII&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt; &lt;br /&gt;&lt;span style="font-family: arial,helvetica,sans-serif; font-size: x-small;"&gt;&lt;span style="font-family: arial,helvetica,sans-serif;"&gt;&lt;img align="left" alt="dipechovii.jpg" height="120" hspace="5" src="http://f364.mail.yahoo.com/ya/download?mid=1%5f10344289%5fAMVbv9EAAEP7Tkr2fw2ejlgjQTQ&amp;amp;pid=10&amp;amp;fid=Inbox&amp;amp;inline=1" title="dipecho vii.jpg" width="136" /&gt;El Centro Regional de Información sobre Desastres para América Latina y Caribe (&lt;a href="http://www.crid-la.info/link.php?M=3146&amp;amp;N=55&amp;amp;L=808&amp;amp;F=H" rel="nofollow" target="_blank"&gt;CRID&lt;/a&gt;) participó en junio en el Taller Regional de Planificación DIPECHO América del Sur 2011-2012, organizado por la Oficina Regional para las Américas de la Estrategia Internacional para la Reducción de los Desastres (&lt;a href="http://www.crid-la.info/link.php?M=3146&amp;amp;N=55&amp;amp;L=8&amp;amp;F=H" rel="nofollow" target="_blank"&gt;UNISDR&lt;/a&gt;) en Quito (Ecuador).&lt;/span&gt;&lt;br /&gt;El papel del CRID en el DIPECHO VII (Plan de Acción del Programa de Preparación ante los Desastres de la Oficina de Ayuda Humanitaria de la Comisión Europea para América del Sur) consistirá en contribuir a la consecución de uno de los resultados del proyecto destinado a la sistematización y acceso a experiencias y herramientas de información generados por DIPECHO y otros socios que trabajan en la reducción del riesgo de desastres en América del Sur.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;&lt;span style="font-family: arial,helvetica,sans-serif;"&gt;Durante el taller el CRID presentó la metodología para la sistematización de este tipo de recursos, que se puso en práctica en el marco del &lt;a href="http://www.crid-la.info/link.php?M=3146&amp;amp;N=55&amp;amp;L=3415&amp;amp;F=H" rel="nofollow" target="_blank"&gt;VI Plan de Acción DIPECHO en Centroamérica 2009-2010&lt;/a&gt;, además de otras actividades de retroalimentación que actualmente realiza para mejorar la herramienta metodológica que finalmente será implementada en el DIPECHO VII.&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809469798114003616-1887043479460556742?l=desarrollosostenible-emilio.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://desarrollosostenible-emilio.blogspot.com/feeds/1887043479460556742/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2011/08/informacion-sobre-desastres-para.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/1887043479460556742'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/1887043479460556742'/><link rel='alternate' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2011/08/informacion-sobre-desastres-para.html' title='Información sobre Desastres para América del Sur'/><author><name>Emilio</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-v7KuDwOGPsw/TnQVzMSFOZI/AAAAAAAAAJI/wMFeVVumpgw/s220/AnalisisRiesgos.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809469798114003616.post-7897045532696925187</id><published>2011-07-08T17:31:00.000-07:00</published><updated>2011-07-08T17:31:07.519-07:00</updated><title type='text'>Atlas Ambiental de América del Norte</title><content type='html'>El &lt;a href="http://www.cec.org/Page.asp?PageID=924&amp;amp;SiteNodeID=495" rel="nofollow" target="_blank"&gt;&lt;em&gt;Atlas ambiental de América del Norte&lt;/em&gt;&lt;/a&gt; es una herramienta  cartográfica interactiva muy útil para la investigación, el análisis y  el manejo de asuntos relacionados con el medio ambiente en Canadá,  Estados Unidos y México. Desplegables mediante un visualizador de fácil  uso, los mapas que integran el Atlas están disponibles en línea y pueden  descargarse sin costo alguno. La CCA utiliza los mapas del Atlas para:&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-Rg_1lL7Kqxs/ThegdoIcIKI/AAAAAAAAAIs/pQBvC9nSeds/s1600/Atlas.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="254" src="http://1.bp.blogspot.com/-Rg_1lL7Kqxs/ThegdoIcIKI/AAAAAAAAAIs/pQBvC9nSeds/s320/Atlas.JPG" width="320" /&gt;&lt;/a&gt;Identificar áreas prioritarias para la conservación de la biodiversidad&lt;br /&gt;Rastrear las transferencias de contaminantes a través de las fronteras&lt;br /&gt;Monitorear emisiones de CO&lt;sub&gt;2&lt;/sub&gt; en las principales rutas de transporte de la región&lt;br /&gt;Predecir la diseminación de especies invasoras&lt;br /&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;"&gt;Las capas son&amp;nbsp;&lt;/span&gt;&lt;ul&gt;&lt;li&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;"&gt;Mapa Base&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;"&gt;Ecosistemas Terrestres&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;"&gt;Ecosistemas Marinos&amp;nbsp;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;"&gt;Contaminación y Residuos&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;"&gt;Influencia Humana y Clima&amp;nbsp;&lt;/span&gt; &lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809469798114003616-7897045532696925187?l=desarrollosostenible-emilio.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://desarrollosostenible-emilio.blogspot.com/feeds/7897045532696925187/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2011/07/atlas-ambiental-de-america-del-norte.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/7897045532696925187'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/7897045532696925187'/><link rel='alternate' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2011/07/atlas-ambiental-de-america-del-norte.html' title='Atlas Ambiental de América del Norte'/><author><name>Emilio</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-v7KuDwOGPsw/TnQVzMSFOZI/AAAAAAAAAJI/wMFeVVumpgw/s220/AnalisisRiesgos.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-Rg_1lL7Kqxs/ThegdoIcIKI/AAAAAAAAAIs/pQBvC9nSeds/s72-c/Atlas.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809469798114003616.post-4616797009978184933</id><published>2011-05-18T02:04:00.000-07:00</published><updated>2011-05-18T02:28:03.728-07:00</updated><title type='text'>Indicadores de Desarrollo Humano</title><content type='html'>&lt;div class="MsoNormal"&gt;&lt;a href="http://hdr.undp.org/es/datos/explorador/"&gt;INDICADORES INTERNACIONALES DE DESARROLLO HUMANO&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://hdr.undp.org/es/datos/explorador/"&gt;http://hdr.undp.org/es/datos/explorador/&lt;/a&gt;&lt;/div&gt;&lt;b&gt;Las estadísticas de desarrollo humano incluidas en la herramienta Public Data Explorer de Google posibilitan que los usuarios de la web accedan fácilmente a los datos del IDH de todos los Estados miembro de Naciones Unidas&lt;/b&gt;&lt;br /&gt;&lt;img alt="" 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" /&gt;&lt;br /&gt;&lt;i&gt;&lt;b&gt;Naciones Unidas, 17 de mayo 2011&lt;/b&gt;&lt;/i&gt;—En un intento de dar mayor visibilidad a los indicadores de desarrollo humano más relevantes de los distintos países, la innovadora herramienta Public Data Explorer de Google mostrará los resultados del Índice de Desarrollo Humano (IDH) más reciente e incluirá vínculos a la extensa base de datos del Informe sobre Desarrollo Humano en la que se incluyen las estadísticas internacionales de desarrollo.&lt;br /&gt;El Public Data Explorer, disponible en todo el mundo a través de Google Labs, incorporará indicadores recogidos en el Informe sobre Desarrollo Humano, incluyendo el IDH, medida compuesta que refleja los avances en salud, educación e ingresos, presentada por primera vez hace ya 21 años.&lt;br /&gt;La herramienta &lt;a href="http://e2ma.net/go/7067356724/208561934/223033794/36353/goto:http:/hdr.undp.org/es/datos/explorador/" target="_blank"&gt;Public Data Explorer&lt;/a&gt; de Google posibilita a los usuarios conocer una amplia gama de estadísticas internacionales de desarrollo que, posteriormente, podrán convertir en gráficas y comparar distintos conjuntos de datos. A partir de ahora, cualquier persona que tenga acceso a Internet puede obtener los datos del IDH de, por ejemplo, China, Egipto, India, Noruega, Portugal, la República de Corea, Ruanda, Sudán, Túnez y Estados Unidos, para posteriormente comparar el rendimiento de estos países, verlo de forma gráfica y compartir con sus amigos a través del correo electrónico los cuadros y mapas que acaba de crear.&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Se pueden obtener gráficos sobre El valor IDH de un año (Clasificación) sobre un compuesto de Salud, Conocimientos y nivel de vida digno (Valor), Años de Educación Promedio (educación) Ingreso Nacional Bruto per Cápita (Ingresos) y Esperanza de vida al nacer. También elabora gráficas sobre demografía, Desigualdad, Educación, Género, Ingresos, Pobreza, Salud, Seguridad de las personas y Sostenabilidad&lt;/div&gt;&lt;div class="MsoNormal"&gt;Índice de Desarrollo Humano (IDH)&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_89506&amp;amp;hl=es&amp;amp;dl=es"&gt;IDH: Clasificación&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_49806&amp;amp;hl=es&amp;amp;dl=es"&gt;IDH: Valor&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_70506&amp;amp;hl=es&amp;amp;dl=es"&gt;IDH: Educación&lt;/a&gt;&lt;br /&gt;&lt;img alt="" 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" /&gt; &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_86606&amp;amp;hl=es&amp;amp;dl=es"&gt;IDH: Ingresos&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_72206&amp;amp;hl=es&amp;amp;dl=es"&gt;IDH: Salud&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Demografía&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_68006&amp;amp;hl=es&amp;amp;dl=es"&gt;Población, femenina (miles)&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_68106&amp;amp;hl=es&amp;amp;dl=es"&gt;Población, masculina (miles)&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_306&amp;amp;hl=es&amp;amp;dl=es"&gt;Población, total considerando ambos sexos (miles)&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Desigualdad&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_73206&amp;amp;hl=es&amp;amp;dl=es"&gt;Indice de Desarrollo Humano, ajustado por la igualdad (IDHI), valor&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_67106&amp;amp;hl=es&amp;amp;dl=es"&gt;Coeficiente de Gini, ingresos&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_71406&amp;amp;hl=es&amp;amp;dl=es"&gt;IDHI: Educación ajustado por la desigualdad&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_71506&amp;amp;hl=es&amp;amp;dl=es"&gt;IDHI: Esperanza de vida al nacer ajustado por la desigualdad&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_71606&amp;amp;hl=es&amp;amp;dl=es"&gt;IDHI: Ingresos ajustado por la desigualdad&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Educación&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_69606&amp;amp;hl=es&amp;amp;dl=es"&gt;Años de educación promedio (de adultos)&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_69706&amp;amp;hl=es&amp;amp;dl=es"&gt;Años esperados de instrucción (de niños)&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_38006&amp;amp;hl=es&amp;amp;dl=es"&gt;Gasto público en educación (% del PIB)&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_406&amp;amp;hl=es&amp;amp;dl=es"&gt;Tasa bruta de matriculación&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_6&amp;amp;hl=es&amp;amp;dl=es"&gt;Tasas de alfabetización de adultos&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_43606&amp;amp;hl=es&amp;amp;dl=es"&gt;Usuarios de internet&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Género&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_89106&amp;amp;hl=es&amp;amp;dl=es"&gt;Indice de Desigualdad de Género (IDG), valor (actualizado)&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_24806&amp;amp;hl=es&amp;amp;dl=es"&gt;Población con al menos educación secundaria completa, relación mujer/hombre&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_83506&amp;amp;hl=es&amp;amp;dl=es"&gt;Proporción en escaños en el parlamento: relación mujer/hombre.&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_36806&amp;amp;hl=es&amp;amp;dl=es"&gt;Tasa de fecundidad entre adolescentes (mujeres de entre 15 y 19 años)&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_89006&amp;amp;hl=es&amp;amp;dl=es"&gt;Tasa de mortalidad maternal&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_48906&amp;amp;hl=es&amp;amp;dl=es"&gt;Tasa de participación en la fuerza de trabajo&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Ingresos&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_87506&amp;amp;hl=es&amp;amp;dl=es"&gt;Gasto de consumo final de los hogares per cápita (US$ a precios constantes de 2005)&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_62106&amp;amp;hl=es&amp;amp;dl=es"&gt;INB (ingreso nacional bruto) per cápita (2008 PPA US$)&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_62006&amp;amp;hl=es&amp;amp;dl=es"&gt;&lt;span lang="EN-US"&gt;PIB per cápita (2008 PPA US$)&lt;/span&gt;&lt;/a&gt;&lt;span lang="EN-US"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Pobreza&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_38406&amp;amp;hl=es&amp;amp;dl=es"&gt;Indice de Pobreza Multidimensional (IPM), valor&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_38606&amp;amp;hl=es&amp;amp;dl=es"&gt;IPM: Incidencia&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_38506&amp;amp;hl=es&amp;amp;dl=es"&gt;Intensidad de la carencia&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Salud&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_69206&amp;amp;hl=es&amp;amp;dl=es"&gt;Esperanza de vida al nacer&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_53906&amp;amp;hl=es&amp;amp;dl=es"&gt;Gasto público en salud (% del PIB)&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_57506&amp;amp;hl=es&amp;amp;dl=es"&gt;Tasa de mortalidad de niños menores de cinco años&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Seguridad de las personas&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_44406&amp;amp;hl=es&amp;amp;dl=es"&gt;Población afectada por desastres naturals (por millón de habitantes)&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_21806&amp;amp;hl=es&amp;amp;dl=es"&gt;Refugiados por país de origen (miles)&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_44006&amp;amp;hl=es&amp;amp;dl=es"&gt;Tasa de desempleo, total (%)&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_61006&amp;amp;hl=es&amp;amp;dl=es"&gt;Tasa de homicidios&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_64606&amp;amp;hl=es&amp;amp;dl=es"&gt;Tasa de robos&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Sostenabilidad&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_66706&amp;amp;hl=es&amp;amp;dl=es"&gt;Ahorro neto ajustado&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_48506&amp;amp;hl=es&amp;amp;dl=es"&gt;Area protegida&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.google.com/publicdata/explore?ds=kthk374hkr6tr_&amp;amp;ctype=l&amp;amp;strail=false&amp;amp;nselm=h&amp;amp;met_y=indicator_27706&amp;amp;hl=es&amp;amp;dl=es"&gt;Emisiones per cápita de dióxido de carbono (CO2)&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Los cálculos se pueden realizar en forma &lt;b&gt;lineal o logarítmica&lt;/b&gt; y los gráficos a generar pueden seleccionarse en el extremo superior izquierdo y pueden ser del tipo:&lt;b&gt; líneas, barras, mapas o burbujas&lt;/b&gt;, es posible&lt;b&gt; seleccionar los países &lt;/b&gt;a resaltar para poder comparar los datos y al colocar el puntero del mouse sobre el país que nos interesa resalta el valor y atenúa los otros países o incluso eliminar los otros países con una instrucción en la parte inferior izquierda, &lt;b&gt;mostrar-ocultar&lt;/b&gt; cuadros no selecionados.&lt;br /&gt;Al finalizar el gráfico de burbujas, es posible observar la trayectoria en el tiempo dando clic a la flecha bajo el gráfico y obtener un movimiento de los elementos de la misma.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809469798114003616-4616797009978184933?l=desarrollosostenible-emilio.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://desarrollosostenible-emilio.blogspot.com/feeds/4616797009978184933/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2011/05/indicadores-de-desarrollo-humano.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/4616797009978184933'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/4616797009978184933'/><link rel='alternate' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2011/05/indicadores-de-desarrollo-humano.html' title='Indicadores de Desarrollo Humano'/><author><name>Emilio</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-v7KuDwOGPsw/TnQVzMSFOZI/AAAAAAAAAJI/wMFeVVumpgw/s220/AnalisisRiesgos.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809469798114003616.post-1753497955556242464</id><published>2011-04-04T08:18:00.000-07:00</published><updated>2011-08-16T05:24:26.977-07:00</updated><title type='text'>Gadgets gratuitos para Blogs</title><content type='html'>&lt;a href="http://www.free-blog-content.com/Nature-Calendars.htm"&gt;Calendario con paisajes &lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.blogger.com/%3Cscript%20language=%22javascript%22%20src=%22http://www.contadorgratis.com/hitv2.php?digit=web2&amp;amp;page=3e0cf6ff55a20a720f77c8d98a18543e%22%3E%20%3C/P%3E%3Cp%3E"&gt;Contador de visitas&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809469798114003616-1753497955556242464?l=desarrollosostenible-emilio.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://desarrollosostenible-emilio.blogspot.com/feeds/1753497955556242464/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2011/04/material-gratuito-para-blog.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/1753497955556242464'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/1753497955556242464'/><link rel='alternate' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2011/04/material-gratuito-para-blog.html' title='Gadgets gratuitos para Blogs'/><author><name>Emilio</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-v7KuDwOGPsw/TnQVzMSFOZI/AAAAAAAAAJI/wMFeVVumpgw/s220/AnalisisRiesgos.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809469798114003616.post-6756435616091782104</id><published>2010-09-26T20:49:00.000-07:00</published><updated>2010-09-26T20:50:23.247-07:00</updated><title type='text'>Mapa Digital de México V 5.0</title><content type='html'>&lt;a href="http://gaia.inegi.org.mx/mdm5/viewer.html"&gt;Mapa Digital de México V 5.0&lt;/a&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;img border="0" height="231" src="http://2.bp.blogspot.com/_EKBTtbA1-gQ/TKAT5EPnZWI/AAAAAAAAAGo/TlOpe6PM31w/s320/Mapa5.JPG" width="320" /&gt;&lt;/div&gt;Arma tu mapa de acuerdo a tus necesidades, Nombre de poblaciones, carreteras, ríos, lagunas, Etc.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809469798114003616-6756435616091782104?l=desarrollosostenible-emilio.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://desarrollosostenible-emilio.blogspot.com/feeds/6756435616091782104/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2010/09/mapa-digital-de-mexico-v-50.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/6756435616091782104'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/6756435616091782104'/><link rel='alternate' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2010/09/mapa-digital-de-mexico-v-50.html' title='Mapa Digital de México V 5.0'/><author><name>Emilio</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-v7KuDwOGPsw/TnQVzMSFOZI/AAAAAAAAAJI/wMFeVVumpgw/s220/AnalisisRiesgos.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_EKBTtbA1-gQ/TKAT5EPnZWI/AAAAAAAAAGo/TlOpe6PM31w/s72-c/Mapa5.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809469798114003616.post-1944666688892660870</id><published>2010-06-30T03:30:00.000-07:00</published><updated>2011-12-26T15:26:34.866-08:00</updated><title type='text'>Peligros y Riesgos en México</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;a href="http://www.ssn.unam.mx/"&gt;Sismos en México&lt;/a&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-bevjcluqyXw/TvkCnr6LRpI/AAAAAAAAAKU/wx6wSamuzTQ/s1600/Sismol%25C3%25B3gicoNacional.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="231" src="http://1.bp.blogspot.com/-bevjcluqyXw/TvkCnr6LRpI/AAAAAAAAAKU/wx6wSamuzTQ/s320/Sismol%25C3%25B3gicoNacional.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://www.atlasnacionalderiesgos.gob.mx/index.php?option=com_content&amp;amp;view=article&amp;amp;id=105&amp;amp;Itemid=150"&gt;Riesgos Geológicos, Químicos e Hidrometeorológicos, Ciclones, Tsunamis, Volcanes activos&lt;/a&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-MJbsvwsJ2Qc/TvYy_vJyDPI/AAAAAAAAAJ8/Nqggq2RiUpk/s1600/CTDUCA.bmp" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="232" src="http://1.bp.blogspot.com/-MJbsvwsJ2Qc/TvYy_vJyDPI/AAAAAAAAAJ8/Nqggq2RiUpk/s320/CTDUCA.bmp" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809469798114003616-1944666688892660870?l=desarrollosostenible-emilio.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://desarrollosostenible-emilio.blogspot.com/feeds/1944666688892660870/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2010/06/sismos-en-mexico.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/1944666688892660870'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/1944666688892660870'/><link rel='alternate' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2010/06/sismos-en-mexico.html' title='Peligros y Riesgos en México'/><author><name>Emilio</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-v7KuDwOGPsw/TnQVzMSFOZI/AAAAAAAAAJI/wMFeVVumpgw/s220/AnalisisRiesgos.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-bevjcluqyXw/TvkCnr6LRpI/AAAAAAAAAKU/wx6wSamuzTQ/s72-c/Sismol%25C3%25B3gicoNacional.JPG' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809469798114003616.post-2942637814126338431</id><published>2010-06-30T03:28:00.000-07:00</published><updated>2011-12-26T15:28:32.169-08:00</updated><title type='text'>Sismos ocurridos recientemente en todo el mundo</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.iris.edu/hq/"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/_EKBTtbA1-gQ/TCscTAxT93I/AAAAAAAAAF0/qbLBL8gZ4GA/s320/Dibujo.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href="http://www.iris.edu/hq/"&gt;Sismos ocurridos recientemente&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.iris.edu/hq/programs/education_and_outreach/animations"&gt;Animaciones sobre fenómenos geológicos&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809469798114003616-2942637814126338431?l=desarrollosostenible-emilio.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://desarrollosostenible-emilio.blogspot.com/feeds/2942637814126338431/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2010/06/sismos-ocurridos-recientemente.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/2942637814126338431'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/2942637814126338431'/><link rel='alternate' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2010/06/sismos-ocurridos-recientemente.html' title='Sismos ocurridos recientemente en todo el mundo'/><author><name>Emilio</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-v7KuDwOGPsw/TnQVzMSFOZI/AAAAAAAAAJI/wMFeVVumpgw/s220/AnalisisRiesgos.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_EKBTtbA1-gQ/TCscTAxT93I/AAAAAAAAAF0/qbLBL8gZ4GA/s72-c/Dibujo.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809469798114003616.post-6534130638602748531</id><published>2010-06-18T08:06:00.000-07:00</published><updated>2010-06-30T03:25:09.189-07:00</updated><title type='text'>Pronostico potencial de Tormenta</title><content type='html'>&lt;div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/_EKBTtbA1-gQ/TBuLR1fN88I/AAAAAAAAAFs/7m6Y5VDSaKM/s320/Tormenta.JPG" /&gt;&amp;nbsp;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://smn.cna.gob.mx/boletin/avisos/tormentas/maptormenta.jpg"&gt;Enlace a boletín aviso de tormentas&lt;/a&gt;&lt;/div&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809469798114003616-6534130638602748531?l=desarrollosostenible-emilio.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://desarrollosostenible-emilio.blogspot.com/feeds/6534130638602748531/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2010/06/pronostico-potencial-de-tormenta.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/6534130638602748531'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/6534130638602748531'/><link rel='alternate' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2010/06/pronostico-potencial-de-tormenta.html' title='Pronostico potencial de Tormenta'/><author><name>Emilio</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-v7KuDwOGPsw/TnQVzMSFOZI/AAAAAAAAAJI/wMFeVVumpgw/s220/AnalisisRiesgos.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_EKBTtbA1-gQ/TBuLR1fN88I/AAAAAAAAAFs/7m6Y5VDSaKM/s72-c/Tormenta.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809469798114003616.post-8206577125905975592</id><published>2010-03-27T19:50:00.001-07:00</published><updated>2011-08-16T05:22:25.775-07:00</updated><title type='text'>La niña que silenció al mundo</title><content type='html'>&lt;object height="344" width="425"&gt;&lt;param name="movie" value="http://www.youtube.com/v/DLV6jaZFLro&amp;amp;hl=es_MX&amp;amp;fs=1&amp;amp;"&gt;&lt;/param&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;/param&gt;&lt;embed src="http://www.youtube.com/v/DLV6jaZFLro&amp;amp;hl=es_MX&amp;amp;fs=1&amp;amp;" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="344"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809469798114003616-8206577125905975592?l=desarrollosostenible-emilio.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://desarrollosostenible-emilio.blogspot.com/feeds/8206577125905975592/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2010/03/blog-post.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/8206577125905975592'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/8206577125905975592'/><link rel='alternate' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2010/03/blog-post.html' title='La niña que silenció al mundo'/><author><name>Emilio</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-v7KuDwOGPsw/TnQVzMSFOZI/AAAAAAAAAJI/wMFeVVumpgw/s220/AnalisisRiesgos.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809469798114003616.post-8017971949720690727</id><published>2010-01-19T23:06:00.001-08:00</published><updated>2012-02-09T19:27:16.819-08:00</updated><title type='text'>Diagramas  del  Desarrollo Sustentable o Sostenible</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_EKBTtbA1-gQ/S1asamKB8RI/AAAAAAAAAEU/5qaPoyYTX_Y/s1600-h/Dibujo.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" mt="true" src="http://4.bp.blogspot.com/_EKBTtbA1-gQ/S1asamKB8RI/AAAAAAAAAEU/5qaPoyYTX_Y/s320/Dibujo.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;&lt;/div&gt;El Desarrollo Sustentable solo crece si al mismo tiempo crecen las intersecciones entre los círculos buscando mayor desarrollo; equitativo, viable y soportable.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-F3QRhRXnqT4/TwKYuolKWSI/AAAAAAAAAKs/1LS4UfXP9MY/s1600/Sostenibilidad.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="213" src="http://4.bp.blogspot.com/-F3QRhRXnqT4/TwKYuolKWSI/AAAAAAAAAKs/1LS4UfXP9MY/s320/Sostenibilidad.bmp" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;La medida del desarrollo Sostenible será la superficie del triángulo formado por los tres desarrollos; Ecológico, Económico y Social. Hasta un desarrollo económico del 100 % colapsa si el desarrollo Ecológico y Social se encuentran por el 30 %. Es como una torre de tres patas dos pequeñas y una grande caerá por falta de sostenibilidad. Para realizar la gráfica coloca en una hoja excel en tres columnas los nombres Ecológico, Económico y Social en la segunda fila los valores&lt;br /&gt;Mientras no exista una redistribución de la riqueza y la renta no será posible la sostenibilidad.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Juego didáctico&lt;/b&gt; que muestra el equilibrio necesario entre las partes. Equilibrar sobre un dedo de la mano un madero redondo como columna, luego solicitar a los alumnos que hagan lo mismo con dos y por último con tres al mismo tiempo, luego proceda a colocar una liga entre las puntas de los tres maderos y coloque el tripie sobre la palma de la mano.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809469798114003616-8017971949720690727?l=desarrollosostenible-emilio.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://desarrollosostenible-emilio.blogspot.com/feeds/8017971949720690727/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2010/01/blog-post.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/8017971949720690727'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/8017971949720690727'/><link rel='alternate' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2010/01/blog-post.html' title='Diagramas  del  Desarrollo Sustentable o Sostenible'/><author><name>Emilio</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-v7KuDwOGPsw/TnQVzMSFOZI/AAAAAAAAAJI/wMFeVVumpgw/s220/AnalisisRiesgos.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_EKBTtbA1-gQ/S1asamKB8RI/AAAAAAAAAEU/5qaPoyYTX_Y/s72-c/Dibujo.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809469798114003616.post-5763024117670581220</id><published>2009-09-02T06:37:00.000-07:00</published><updated>2011-08-16T05:26:03.112-07:00</updated><title type='text'>Mapas Temáticos para Educación Ambiental</title><content type='html'>&lt;b&gt;Mapas y Metadatos&lt;/b&gt;&lt;br /&gt;Todos los sitios donde se pueden construir mapas virtuales tiene dos componentes colocados en capas (Layers) uno es el mapa geográfico al que pueden agregarse la división política, la hidrografía o hidrología, la vegetación, etc. y por otra parte se encuentran las bases de metadatos que mediante colores pueden representar algo sobre el tema, veamos los siguientes ejemplos:&lt;br /&gt;&lt;br /&gt;&lt;b&gt;ejemplo 1.-&lt;/b&gt; &amp;nbsp;&lt;b&gt;Clima en México&lt;/b&gt;&lt;br /&gt;Representar en un mapa con colores las temperaturas y precipitaciones es mucho más elocuente que dar una clase sobre las cuencas y sus climas.&lt;br /&gt;&lt;br /&gt;Para generar los mapas acuda al &lt;a href="http://www.atmosfera.unam.mx/uniatmos/atlas/"&gt;Atlas Climático Digital de México&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Busque el estado de la república, explore las opciones para representar el tipo de datos que requiere y los otros parámetros, luego vea como cambia el paisaje con la función de transparencia. En el Ejemplo Distrito Federal Temperatura máxima promedio 1950 - 2000&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/_EKBTtbA1-gQ/S1P7i8eGhYI/AAAAAAAAAEE/OIfmb_PW4DU/s1600-h/Clima.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" ps="true" src="http://3.bp.blogspot.com/_EKBTtbA1-gQ/S1P7i8eGhYI/AAAAAAAAAEE/OIfmb_PW4DU/s320/Clima.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;b&gt;ejemplo 2.- CALIDAD DEL AGUA&lt;/b&gt;&lt;br /&gt;Otra página puede ser la de la &lt;a href="http://www.conagua.gob.mx/CONAGUA07/Noticias/DBO_MEXICO_2008.jpg"&gt;Calidad del Agua en las Estaciones de Monitoreo con base a la DBO&lt;/a&gt; o con &lt;a href="http://www.conagua.gob.mx/CONAGUA07/Noticias/DQO_MEXICO_2008.jpg"&gt;base a DQO&lt;/a&gt; y &lt;a href="http://www.conagua.gob.mx/CONAGUA07/Noticias/SST_MEXICO_2008.jpg"&gt;SST &lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;ejemplo 3.- PRONOSTICOS&lt;/b&gt;&lt;br /&gt;Para la República Mexicana cabe destacar la página de simulación del Instituto Mexicano del Agua llamado &lt;a href="http://galileo.imta.mx/"&gt;GALILEO&lt;/a&gt;&amp;nbsp;donde se presentan en tiempo real diversos instrumentos de pronóstico tales como el MM5 el WRF- NAM o el &lt;a href="http://www.emc.ncep.noaa.gov/gmb/ens/NAEFS.html"&gt;NAEFS &lt;/a&gt;Éste último trinacional.&lt;br /&gt;&lt;br /&gt;ejemplo 4 &lt;a href="http://www.cec.org/atlas/sp.html"&gt;Mapas&amp;nbsp;de Norteamérica&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Explora cada uno de los puntos de interacción hasta lograr mostrar el punto didáctico o para alumnos avanzados pideles una serie de características para que lo elaboren.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/_EKBTtbA1-gQ/S2y8yyerBmI/AAAAAAAAAEw/LCYeQLDJPfA/s1600-h/Dibujo.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" kt="true" src="http://1.bp.blogspot.com/_EKBTtbA1-gQ/S2y8yyerBmI/AAAAAAAAAEw/LCYeQLDJPfA/s320/Dibujo.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;ejemplo&amp;nbsp;5.-&amp;nbsp;&lt;/b&gt; &lt;span style="color: red; font-size: large;"&gt;&lt;a href="http://igrac.nitg.tno.nl/ggis_map/start.html"&gt;Agua Freática y Transfronteriza&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;1. Introducción.&lt;br /&gt;El agua es la base de la vida, sustento y transporte de nutrientes dondequiera que se le encuentre y por ello el tema genérico más importante de la educación ambiental. Toda la contaminación al aire, suelo, subsuelo, manejo de residuos, asentamientos humanos y gran parte de la actividad económica descansan o repercuten en el uso y aprovechamiento del agua. Todos los nutrientes en el interior de nuestro cuerpo y de la estructura de plantas y animales viajan con el agua.&lt;br /&gt;El agua dulce tiene una gran utilidad como recurso y necesidad tanto humana como para la vida en la tierra firme y por lo tanto para la economía, muy en especial cuando la región no cuenta con la precipitación pluvial para el desarrollo de la agricultura de temporal o con acuíferos suficientes para el consumo de las comunidades y sus actividades agrícolas con riego. Esta situación se ve agravada cuando el clima es seco y los únicos recursos son el agua que se encuentra en el subsuelo o los recursos son compartidos entre dos o más países. Su estudio y evaluación es de gran importancia en los procesos de Educación para la sostenibilidad de las actividades humanas y ecológicas.&lt;br /&gt;Los Educadores ambientales tenemos la obligación de buscar y simplificar la información a fin de que quienes utilicen los materiales en forma realista pero al mismo tiempo didáctica reciban el impacto de la realidad, su problemática y posibles acciones que mitiguen la problemática.&lt;br /&gt;2. Fundamentos y justificación.&lt;br /&gt;2.1.- El agua contenida en el subsuelo es de toda el agua dulce en el mundo la más vulnerable debido a sus características de:&lt;br /&gt;· Confinamiento&lt;br /&gt;· Sobreexplotación en lugares secos&lt;br /&gt;· Sales disueltas tóxicas (Arsénico Flúor y Nitratos)&lt;br /&gt;· Recarga de acuíferos por medio de la precipitación&lt;br /&gt;· Asentamientos humanos.&lt;br /&gt;· Agricultura basada en su explotación&lt;br /&gt;&lt;br /&gt;3. Objetivos generales y específicos.&lt;br /&gt;3.1.- Investigación local de las características del agua freática y transfronteriza por medio de bases de datos internacionales.&lt;br /&gt;3.2.- Convertir la información en línea en una base de discusiones en grupo sobre la importancia de cada uno de los mapas generados.&lt;br /&gt;3.3.- Investigación sobre los impactos del agua en la agricultura, economía, pobreza y seguridad alimentaria de los pueblos&lt;br /&gt;4. Desarrollo de los Contenidos.&lt;br /&gt;4.1.- Mostrar a los participantes la forma para desarrollar mapas de la zona del mundo de interés para la clase de educación ambiental sobre el tema del agua freática y transfronteriza.&lt;br /&gt;El proyecto inicia con el conocimiento y dominio del sitio interactivo que utilizando la base de meta datos proporciona como resultados Mapas interactivos&lt;br /&gt;Los mapas se construyen sobre una base Por 1.- país, región 2.- hidrológica o 3.- acuíferos transfronterizos (transbondary) de acuerdo a las necesidades de conocimiento sobre; las regiones , países o regiones con acuíferos compartidos o también llamados transfronterizos&lt;br /&gt;El objetivo de la construcción es el conocimiento de la: Fisiografía, Demografía, Agricultura y Economía, Características de los acuíferos, Cantidad de agua freática, Calidad del agua freática, aprovechamiento, problemas de estrés hídrico o intrusión salina y a los que se les agregan capas de imagen de los ríos, lagos o nombres de las regiones y países. Para la interpretación de los colores se cuenta adicionalmente con una sección de leyendas sobre el significado de dichos colores. Las herramientas arriba a la izquierda son: de zoom (+) y (-), el posicionado mediante el arrastre de tipo manita o la selección del área directamente en el mapa arrastrando el cursor sobre la zona a ampliar o la selección del nombre en la ventana que se encuentra junto a &lt;b&gt;"Zoom To:"&lt;/b&gt;&lt;br /&gt;· 1.- inserte los parámetros en el contenido.&lt;br /&gt;· 2.- Mediante el zoom obtenga los resultados del área de estudio&lt;br /&gt;· 3.- Tome una imagen utilizando la tecla (imr paint pt sis) coloque la imagen en la presentación oprimiendo simultáneamente las teclas “control” “v” sobre el documento o presentación.&lt;br /&gt;&lt;br /&gt;Es preferible copiar (Control C) las direcciones&amp;nbsp;y colocarlas en la dirección de un nuevo explorador (mediante Control V)&lt;br /&gt;El mapa base tiene la siguiente dirección:&lt;br /&gt;&lt;br /&gt;&lt;a href="http://igrac.nitg.tno.nl/ggis_map/start.html"&gt;http://igrac.nitg.tno.nl/ggis_map/start.html&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Utilice el mapa base para representar la extracción del agua subterránea en el mundo, seleccione su lugar de estudio y el zoom adecuado, luego permita la aparición de las leyendas de código de color.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/_EKBTtbA1-gQ/Sxk-_tgMlII/AAAAAAAAAC4/irvb1rraIFo/s1600-h/AFT1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" er="true" src="http://2.bp.blogspot.com/_EKBTtbA1-gQ/Sxk-_tgMlII/AAAAAAAAAC4/irvb1rraIFo/s320/AFT1.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Ahora vea el Agua transfronteriza en África.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/_EKBTtbA1-gQ/SxlARm-47yI/AAAAAAAAADA/WD5qDcegvBU/s1600-h/AFT2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" er="true" src="http://2.bp.blogspot.com/_EKBTtbA1-gQ/SxlARm-47yI/AAAAAAAAADA/WD5qDcegvBU/s320/AFT2.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;Problema. Encontrar y representar la presencia de Arsénico en agua subterránea en México mediante el mapa interactivo.&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/_EKBTtbA1-gQ/SxlAW-6mDFI/AAAAAAAAADI/azgub_FzBc0/s1600-h/AFT3.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" er="true" src="http://1.bp.blogspot.com/_EKBTtbA1-gQ/SxlAW-6mDFI/AAAAAAAAADI/azgub_FzBc0/s320/AFT3.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;4.2.- Utilizando bases de documentos de la Organización Panamericana de la Salud en su “Biblioteca Virtual para el Desarrollo Sostenible y la Salud Ambiental” BVSDE descubrir los estudios sobre la problemática del agua subterránea o freática. Utilice la palabra más característica para llevar a cabo la búsqueda, en nuestro caso sería “Freática”&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;a href="http://www.bvsde.ops-oms.org/sde/ops-sde/bvsde.shtml"&gt;http://www.bvsde.ops-oms.org/sde/ops-sde/bvsde.shtml&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/_EKBTtbA1-gQ/SxlAanPFsJI/AAAAAAAAADQ/c8frpMvj-5o/s1600-h/AFT4.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" er="true" src="http://3.bp.blogspot.com/_EKBTtbA1-gQ/SxlAanPFsJI/AAAAAAAAADQ/c8frpMvj-5o/s320/AFT4.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;a href="http://www.planetatierra.org/"&gt;http://www.planetatierra.org/&lt;/a&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/_EKBTtbA1-gQ/SxlBBpdTfEI/AAAAAAAAADY/eQhgYp-o1kg/s1600-h/AFT5.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" er="true" src="http://1.bp.blogspot.com/_EKBTtbA1-gQ/SxlBBpdTfEI/AAAAAAAAADY/eQhgYp-o1kg/s320/AFT5.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;a href="http://www.procig.org/esp/recursos-datos.htm"&gt;http://www.procig.org/esp/recursos-datos.htm&lt;/a&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/_EKBTtbA1-gQ/SxlBNXgZVCI/AAAAAAAAADg/UJHmNJY2R3U/s1600-h/AFT6.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" er="true" src="http://2.bp.blogspot.com/_EKBTtbA1-gQ/SxlBNXgZVCI/AAAAAAAAADg/UJHmNJY2R3U/s320/AFT6.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;a href="http://www.who.int/nutgrowthdb/en/"&gt;http://www.who.int/nutgrowthdb/en/&lt;/a&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;4.3.- Como afecta la disponibilidad de agua a las actividades humanas y en especial a la agricultura, la alimentación y la pobreza “El agua y los pobres del medio rural” es un mapa interactivo que nos muestra diversos aspectos del África dignos de tomarse en cuenta como referencia a nuestra realidad.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_EKBTtbA1-gQ/SxlBTEBIf0I/AAAAAAAAADo/SZZQL-IDk8c/s1600-h/AFT7.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" er="true" src="http://4.bp.blogspot.com/_EKBTtbA1-gQ/SxlBTEBIf0I/AAAAAAAAADo/SZZQL-IDk8c/s320/AFT7.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;En esta página se muestran un software libre sobre los requerimientos de agua de los cultivos “CROPWAT” y dos mapas interactivos el primero sobre “El agua y los pobres del medio rural” tomando como base el continente africano y el segundo sobre “El cambio climático, el agua y la seguridad alimentaria” las formas en las que el cambio climático afectará a los diversos sistemas hídricos del mundo tales como humedales, desiertos, deltas, deshielos etc.&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;a href="http://www.fao.org/nr/water/index_es.html"&gt;http://www.fao.org/nr/water/index_es.html&lt;/a&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_EKBTtbA1-gQ/SxlCSaObOGI/AAAAAAAAADw/EQBG-gm_Sb4/s1600-h/AFT8.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" er="true" src="http://4.bp.blogspot.com/_EKBTtbA1-gQ/SxlCSaObOGI/AAAAAAAAADw/EQBG-gm_Sb4/s320/AFT8.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;4.4.- Como se organizarán los gobiernos del mundo para enfrentar los problemas del agua y la seguridad alimentaria que en el marco de la “ONU” para la Agricultura y la Alimentación FAO que tendrá verificativo próximamente un foro de expertos se llevará a cabo en Roma del 12 y 13 de Octubre de 2009, el comité de seguridad se reunirá del 14 al 17 del mismo mes y cuya cumbre se realizará del 16 al 18 de Noviembre de 2009&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;a href="http://www.fao.org/wsfs/cumbre-mundial/es/"&gt;http://www.fao.org/wsfs/cumbre-mundial/es/&lt;/a&gt; &lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;5. Evaluación. Conclusiones.&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;5.1.- Solo mediante la investigación de las TICs será posible resumir de una manera didáctica la información necesaria para lograr la concientización de los participantes en la educación ambiental&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;5.2.- Una frace celebre para reflexionar "Somos culpables de muchos errores y muchas faltas, pero nuestro peor crimen es abandonar a los niños, despreciando el fundamento de la vida. Muchas de las cosas que necesitamos pueden esperar. El niño no puede. Ahora es el momento de sus huesos se están formando, su sangre se está realizando y sus sentidos se están desarrollando. Para él, no podemos decirles "Mañana". Su nombre es "Hoy". Gabriela Mistral 1948&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Fuentes: &lt;a href="http://www.unsystem.org/es/"&gt;http://www.unsystem.org/es/&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809469798114003616-5763024117670581220?l=desarrollosostenible-emilio.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://desarrollosostenible-emilio.blogspot.com/feeds/5763024117670581220/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2009/09/agua-freatica-y-transfronteriza-1.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/5763024117670581220'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/5763024117670581220'/><link rel='alternate' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2009/09/agua-freatica-y-transfronteriza-1.html' title='Mapas Temáticos para Educación Ambiental'/><author><name>Emilio</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-v7KuDwOGPsw/TnQVzMSFOZI/AAAAAAAAAJI/wMFeVVumpgw/s220/AnalisisRiesgos.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_EKBTtbA1-gQ/S1P7i8eGhYI/AAAAAAAAAEE/OIfmb_PW4DU/s72-c/Clima.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809469798114003616.post-7400205003373837233</id><published>2009-08-24T19:52:00.000-07:00</published><updated>2011-08-16T05:44:49.369-07:00</updated><title type='text'>¿que es el Desarrollo Sustentable?</title><content type='html'>Hemos llamado &lt;b&gt;recursos&lt;/b&gt; a todo lo que tomamos de la naturaleza y lo usamos sin importarnos lo que le cuesta y luego lo desechamos, incluso sin que haya llegado al término de su vida útil. Algunas veces provocado por la Obsolescencia Programada, por la Moda, o porque los avances tecnológicos hacen que resulte obsoleto. ¿Han visto los documentales de la Historia de las Cosas por Any Leonard? ¿o la Historia del agua enbotellada? nos hacen creer que la necesitamos, efectivamente necesitamos tomar agua pero no a cada ratito sino tres veces al día, solo tres veces al día esto es antes de los alimentos y/o después, no debemos consumir botellitas, piensalo.&lt;br /&gt;&lt;br /&gt;Lo verdaderamente peligroso de esta definición es que, nos hacen pensar que por eso estamos obligados a protegerlos, por ser nuestros, por ser útiles; sin embargo, en realidad esta característica al parecer les da permiso a los poderosos para explotarlos y terminan depredandolos, incluso nos hacen pensar que es por nuesto bienestar, pero esto no es así, porque el ritmo al que los toman es menor al tiempo en el que se recuperan y el precio que pagan no es suficiente para que se vuelvan a generar, todo por nuestro beneficio, por una &lt;b&gt;Mejora en la&amp;nbsp; Calidad de Vida&lt;/b&gt;.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809469798114003616-7400205003373837233?l=desarrollosostenible-emilio.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://desarrollosostenible-emilio.blogspot.com/feeds/7400205003373837233/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2009/08/desarrollo-sostenible.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/7400205003373837233'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/7400205003373837233'/><link rel='alternate' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2009/08/desarrollo-sostenible.html' title='¿que es el Desarrollo Sustentable?'/><author><name>Emilio</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-v7KuDwOGPsw/TnQVzMSFOZI/AAAAAAAAAJI/wMFeVVumpgw/s220/AnalisisRiesgos.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809469798114003616.post-6270788847866591279</id><published>2009-08-24T19:38:00.000-07:00</published><updated>2011-12-26T15:36:32.858-08:00</updated><title type='text'>El Agua Vive</title><content type='html'>El agua es el mejor solvente que existe. Todos los nutrientes en el interior de nuestro cuerpo y en la estructura de plantas y animales viajan con el agua.&lt;br /&gt;&lt;br /&gt;Equilibra las temperaturas en nuestro cuerpo por medio del sudor y en las diferentes partes del mundo con las corrientes oceánicas.&lt;br /&gt;&lt;br /&gt;La agricultura, los asentamientos humanos y gran parte de la actividad económica descansan o repercuten en el uso y aprovechamiento del agua.&lt;br /&gt;&lt;br /&gt;Al usar el agua casi siempre la contaminamos y el proceso para purificarla es en el ciclo del agua la evaporación y luego la lluvia o nieve, sin embargo el contaminante persiste en el sitio de donde se evaporó que por lo general es el mar.&lt;br /&gt;&lt;br /&gt;Debemos recordar que la contaminación al aire, suelo, subsuelo, el manejo irresponsable de los residuos afectan al agua y con ello al mar, no debemos ver al agua como una sustancia química sino como base de la vida, por ejemplo en el mar no hace muchos años en el mar vivian 300,000 ballenas ahora solo existe el 3% y eso que las estamos protegiendo, tampoco debemos olvidar que ahívive un conjunto&amp;nbsp;de animales y plantas con mayor peso del planeta el Fitoplancton&amp;nbsp;&amp;nbsp;o plancton vegetal y el zooplancton, o plancton animal que en su conjunto pesan más que cualquier otra forma de vida.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-MuayLVRVYUU/TkpiktX944I/AAAAAAAAAI4/KDQ-5ZCvItc/s1600/C+01.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-MuayLVRVYUU/TkpiktX944I/AAAAAAAAAI4/KDQ-5ZCvItc/s1600/C+01.JPG" /&gt;&lt;/a&gt;El fitoplancton es capaz de sintetizar su propio alimento. Al igual que la mayoría de plantas, fijan carbono por medio del proceso fotosíntesis, a partir del agua, gas carbónico o bióxido de carbomo&amp;nbsp;y energía luminosa, El 95% de la productividad primaria en el mar se debe al fitoplancton. El zooplancton, por el contrario, está constituido por organismos heterótrofos que no pudiendo sintetizar su propio alimento, la obtienen del medio exterior por ingestión de partículas vivas o muertas.&lt;br /&gt;&lt;br /&gt;Un fenómeno que debemos tomar en cuenta es el de la disolución, si se trata de sólidos que se diluyen en el agua mientras mayor sea la temperatura mayor será la cantidad que podamos diluir del sólido ejemplo la sal, experimento clásico de disolver sal en un vaso de precipitados hasta que la sal ya no pueda ser diluida, luego se coloca en una fuente de calor y la disolución continúa. En el caso de los gases el gradiente es diferente a menor temperatura mayor es la cantidad de gas que podemos diluir, es por esto que los refrescos deben refrigerarse para agregarles el gas. Si estos efectos los trasladamos al cambio climático podemos deducir que el bióxido de carbomo disuelto en el mar disminuirá cuando la temperatura se incremente saliendo del mar hacia la atmòsfera.&lt;br /&gt;Un grupo de internet dedicado a la Protección Ambiental y del Agua es el: &lt;br /&gt;&lt;a href="http://mx.groups.yahoo.com/group/ProteccionAmbiental/"&gt;http://mx.groups.yahoo.com/group/ProteccionAmbiental/ &lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809469798114003616-6270788847866591279?l=desarrollosostenible-emilio.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://desarrollosostenible-emilio.blogspot.com/feeds/6270788847866591279/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2009/08/agua.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/6270788847866591279'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809469798114003616/posts/default/6270788847866591279'/><link rel='alternate' type='text/html' href='http://desarrollosostenible-emilio.blogspot.com/2009/08/agua.html' title='El Agua Vive'/><author><name>Emilio</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-v7KuDwOGPsw/TnQVzMSFOZI/AAAAAAAAAJI/wMFeVVumpgw/s220/AnalisisRiesgos.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-MuayLVRVYUU/TkpiktX944I/AAAAAAAAAI4/KDQ-5ZCvItc/s72-c/C+01.JPG' height='72' width='72'/><thr:total>0</thr:total></entry></feed>
