<?xml version="1.0" encoding="UTF-8" standalone="no"?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><rss xmlns:itunes="http://www.itunes.com/dtds/podcast-1.0.dtd" version="2.0"><channel><title>El ciclo del Agua</title><description></description><managingEditor>noreply@blogger.com (adrianxdark)</managingEditor><pubDate>Sun, 6 Oct 2024 21:11:57 -0700</pubDate><generator>Blogger http://www.blogger.com</generator><openSearch:totalResults xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">7</openSearch:totalResults><openSearch:startIndex xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">1</openSearch:startIndex><openSearch:itemsPerPage xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">25</openSearch:itemsPerPage><link>http://conoce-el-ciclodelagua.blogspot.com/</link><language>en-us</language><itunes:explicit>no</itunes:explicit><itunes:subtitle/><itunes:owner><itunes:email>noreply@blogger.com</itunes:email></itunes:owner><item><title>JUEGOS DIDÁCTICOS </title><link>http://conoce-el-ciclodelagua.blogspot.com/2013/07/juegos-didacticos.html</link><category>recursos</category><author>noreply@blogger.com (adrianxdark)</author><pubDate>Mon, 1 Jul 2013 17:29:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-618783573854677698.post-3518703432037279182</guid><description>&lt;div&gt;
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&lt;a href="http://www.juntadeandalucia.es/averroes/carambolo/WEB%20JCLIC2/Agrega/Medio/Agua/El%20agua/contenido/cm09_oa02_es/index.html" target="_blank"&gt;APRENDE QUE ES EL CICLO DEL AGUA&lt;/a&gt;&amp;nbsp;&amp;nbsp;&lt;/h2&gt;
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&lt;a href="http://www.iesmariazambrano.org/Departamentos/flash-educativos/juego_ciclo_agua.swf" target="_blank"&gt;Historia del Agua&lt;/a&gt;&amp;nbsp; &amp;nbsp;Juego didáctico&lt;br /&gt;
&lt;a href="http://concurso.cnice.mec.es/cnice2005/63_el_agua/actividades/activ_ag3.html" target="_blank"&gt;El Ciclo Natural del Agua&lt;/a&gt;&amp;nbsp; Juego Didáctico&lt;br /&gt;
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&lt;a href="http://miclaseenlanube.wordpress.com/cono/hidrosfera/el-ciclo-del-agua/" target="_blank"&gt;Aprende y diviértete jugando con el Agua&lt;/a&gt;&amp;nbsp; El Ciclo del Agua (Experimentos,Memoragua)&lt;br /&gt;
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&lt;a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/QUINTO/datos/02_Cmedio/datos/05rdi/ud10/actividad10_1.swf" target="_blank"&gt;Juego&lt;/a&gt;&amp;nbsp; &amp;nbsp;Completa las ilustraciones acerca del Ciclo del Agua&lt;br /&gt;
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&lt;br /&gt;</description><enclosure length="52319" type="application/x-shockwave-flash" url="http://www.iesmariazambrano.org/Departamentos/flash-educativos/juego_ciclo_agua.swf"/><itunes:explicit/><itunes:subtitle>APRENDE QUE ES EL CICLO DEL AGUA&amp;nbsp;&amp;nbsp; Historia del Agua&amp;nbsp; &amp;nbsp;Juego didáctico El Ciclo Natural del Agua&amp;nbsp; Juego Didáctico Aprende y diviértete jugando con el Agua&amp;nbsp; El Ciclo del Agua (Experimentos,Memoragua) Juego&amp;nbsp; &amp;nbsp;Completa las ilustraciones acerca del Ciclo del Agua</itunes:subtitle><itunes:author>noreply@blogger.com (adrianxdark)</itunes:author><itunes:summary>APRENDE QUE ES EL CICLO DEL AGUA&amp;nbsp;&amp;nbsp; Historia del Agua&amp;nbsp; &amp;nbsp;Juego didáctico El Ciclo Natural del Agua&amp;nbsp; Juego Didáctico Aprende y diviértete jugando con el Agua&amp;nbsp; El Ciclo del Agua (Experimentos,Memoragua) Juego&amp;nbsp; &amp;nbsp;Completa las ilustraciones acerca del Ciclo del Agua</itunes:summary><itunes:keywords>recursos</itunes:keywords></item><item><title>Videos</title><link>http://conoce-el-ciclodelagua.blogspot.com/2013/06/videos.html</link><category>videos</category><author>noreply@blogger.com (adrianxdark)</author><pubDate>Sun, 30 Jun 2013 21:31:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-618783573854677698.post-1838719175018322337</guid><description>En esta sección podras ver algunos videos que te ayudaran a comprender mejor el tema del ciclo del agua&lt;br /&gt;
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&lt;iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/5QPlLOlJ7a0?feature=player_embedded' frameborder='0'&gt;&lt;/iframe&gt;&lt;/div&gt;
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&lt;iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/3Cl6jCDWWYI?feature=player_embedded' frameborder='0'&gt;&lt;/iframe&gt;&lt;/div&gt;
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&lt;iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/p7fHMmiNy0g?feature=player_embedded' frameborder='0'&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;br /&gt;</description></item><item><title>EL AGUA EN EL PLANETA</title><link>http://conoce-el-ciclodelagua.blogspot.com/2013/06/el-agua-en-el-planeta.html</link><category>planeta</category><author>noreply@blogger.com (adrianxdark)</author><pubDate>Sun, 30 Jun 2013 20:51:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-618783573854677698.post-3599730448053891027</guid><description>&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;Las aguas son una parte muy importante del paisaje. Hay agua en las nubes. Hay agua, en forma de nieve o de hielo, en las cumbres de las montañas. Hay agua en el mar, en los lagos, en los ríos y arroyos. Hay aguas subterráneas. También el agua forma parte de todos los seres vivos.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Hay agua salada y agua dulce (sin sales disueltas). Son aguas saladas las aguas marinas y las de algunos grandísimos lagos del planeta. El resto del agua que está en los ríos, lagos, embalses, en forma de nieve... son aguas dulces, sin sales disueltas.&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: #0b5394;"&gt;&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
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&lt;span style="color: #3d85c6;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp;&lt;b&gt; Hay agua en....&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="color: #3d85c6;"&gt;&lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style="color: #0b5394;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcSCEYPXcqTznoWWHA6CKvpCcbjCGblmy1wDipFOUCTmoIMZvP6TAVunpQuXoMQOgXx_a5x_cXJuADgx3pr3LqdFmr4v4JvWONdwihBQEtmwkBKvNaUSfdAV0cPo7UPDrlaz2XKyDUSYA/s1024/mar-azul-claro.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;span style="color: #0b5394;"&gt;&lt;img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcSCEYPXcqTznoWWHA6CKvpCcbjCGblmy1wDipFOUCTmoIMZvP6TAVunpQuXoMQOgXx_a5x_cXJuADgx3pr3LqdFmr4v4JvWONdwihBQEtmwkBKvNaUSfdAV0cPo7UPDrlaz2XKyDUSYA/s320/mar-azul-claro.jpeg" width="320" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXhA_WrcmFET9gQ_CM0CD1GDfrZJB_kqxt93-xR8yLYm4GNLR5WO7HWFt2oYvXtg3OraRu9Oo1WZoKsI7h2lAHoZmaYRppD1759qiAYzZvXR07yKpmccQ1-J_iehqR64o2NPS53rm6ZtQ/s1024/mar-azul-claro.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt; ..... LOS MARES&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Los mares y océanos están formados por la gran masa de agua que cubre la superficie de la Tierra situada entre los continentes.&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Los mares son las zonas más próximas a la tierra firme; el resto de la superficie terrestre cubierta por las aguas forma los océanos.&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Mares y océanos cubren aproximadamente las tres cuartas partes de la superficie de la Tierra.&lt;/span&gt;&lt;br /&gt;
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&lt;span style="color: #0b5394;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg18n2jDt7M0eInmeH0ZpclF4ZqQhZiLOT1pPhbQn0N-dAWmpCfmyk6MOW2veKBz3xMAAHcACrbzMDU62FuiVUQIJHGHCXxj1CiW5NIY7-ME-LodbFJlZJiYDsULVAkKSI-24ZPFar88Ng/s640/lagos.covadonga.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/span&gt;&lt;b style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt; &lt;/b&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimlEaoY88sE2UHQMXE9IKLxJV1JNcy4gd5MLa470mo_s2lecznAiTeIEaFUYlv0iJVW8hyphenhyphenMvOnVMe-zIYFb087Sd0DK2GpsL25J6Mxvvx6XSTJ7ZnyY3a2PO9BRYwlR4ms7nCNWeKXGBk/s500/rio.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;span style="color: #0b5394;"&gt;&lt;img border="0" height="236" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimlEaoY88sE2UHQMXE9IKLxJV1JNcy4gd5MLa470mo_s2lecznAiTeIEaFUYlv0iJVW8hyphenhyphenMvOnVMe-zIYFb087Sd0DK2GpsL25J6Mxvvx6XSTJ7ZnyY3a2PO9BRYwlR4ms7nCNWeKXGBk/s320/rio.jpg" width="320" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="color: #0b5394;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b&gt;..... LOS RÍOS&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Los ríos son corrientes continuas de agua dulce. Surgen de las zonas elevadas (montañas), lagos, manantiales .... Tras recorrer valles y llanuras y pasar junto a pueblos o ciudades, entregan sus aguas a otro río o al mar.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Los ríos que desembocan en el mar se llaman ríos principales y aquellos que desembocan en otro río se llaman afluentes.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Llamamos curso de un río al recorrido o trayectoria que sigue desde su nacimiento hasta su desembocadura&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; El curso de un río presenta tres zonas bien diferenciadas:&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Curso alto&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Es la parte del curso más próxima al lugar de nacimiento o formación del río. Suele ser un terreno montañoso con pendientes muy pronunciadas. En esta zona suelen existir cascadas y cataratas. La velocidad del agua es elevada y produce una gran acción de destrucción (erosión) del terreno.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Curso medio&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Cuando el río desciende de las zonas elevadas comienza el llamado curso medio. La pendiente del terreno disminuye; el río ve aumentado su caudal al recibir los primeros afluentes y el agua disminuye su velocidad.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; En esta zona las aguas del río transportan gran parte de los materiales arrancados a la montaña en el curso alto (acción de transporte).&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Cuando la pendiente disminuye, el río se ve obligado a describir sinuosos recorridos para poder avanzar: son los meandros.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Curso bajo&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Es la última parte del curso del río. Comprende la parte mas próxima a la desembocadura. La velocidad de las aguas es muy lenta. El cauce (parte del terreno ocupado por las aguas del río) se ensancha y el caudal es máximo. El descenso de velocidad hace que los materiales que las aguas transportan se acumulen (acción de sedimentación) en la desembocadura, llegando a crear grandes extensiones de tierra firme (deltas).&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;b&gt;&amp;nbsp; ..... LAGOS Y LAGUNAS&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjWlispj516TSKezC4yGBOggwgZRyQ5gqdqMeJmIcjn6jjwnQL54r7Io2Img1gM8wz9mYP4j4ANhpGOYCkgkidxLthKMkKwuf8hh4zOVO8WKMarY6mU32Tbwydn1TWKe5nIT0pte5W4Ng/s640/lagos.covadonga.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;span style="color: #0b5394;"&gt;&lt;img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjWlispj516TSKezC4yGBOggwgZRyQ5gqdqMeJmIcjn6jjwnQL54r7Io2Img1gM8wz9mYP4j4ANhpGOYCkgkidxLthKMkKwuf8hh4zOVO8WKMarY6mU32Tbwydn1TWKe5nIT0pte5W4Ng/s320/lagos.covadonga.jpg" width="320" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Los lagos son grandes acumulaciones de agua en zonas deprimidas del terreno.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; En las zonas hundidas del terreno, se acumulan las aguas procedentes del entorno, incluso de ríos que desembocan en estas zonas. Hay lagos tan extensos que llegan a tener varias ciudades diferentes en sus orillas.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Las lagunas son lagos de pequeña extensión.&lt;/span&gt;&lt;br /&gt;
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" 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/a&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzZiSzLKxENpmph5IHg9mBxUwKDZ8uhe0xqUfITXEQiJCNvXUBqpgYYvk73l3791MnRpNSQMBBMby1nScTsQoE_ljJdc938LW5H-X4pBX1DNp-GP1F885G3hohYSmmgnu4atQfJf_Aoks/s627/Aguasubterranea.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;span style="color: #0b5394;"&gt;&lt;img border="0" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzZiSzLKxENpmph5IHg9mBxUwKDZ8uhe0xqUfITXEQiJCNvXUBqpgYYvk73l3791MnRpNSQMBBMby1nScTsQoE_ljJdc938LW5H-X4pBX1DNp-GP1F885G3hohYSmmgnu4atQfJf_Aoks/s320/Aguasubterranea.jpg" width="320" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="color: #0b5394;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;b&gt; ..... AGUAS SUBTERRÁNEAS&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp; &lt;/span&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp; Parte del agua procedente de las lluvias se filtra en el terreno formando grandes depósitos. Parte de esta agua discurre bajo tierra formando auténticos ríos subterráneos.&lt;br /&gt;Estas aguas subterráneas pueden volver a salir a la superficie de modo natural a través de fuentes y manantiales. Otras veces los hombres excavan pozos o realizan perforaciones para extraer el agua almacenada en las profundidades de la tierra (acuíferos).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="color: #0b5394;"&gt;&lt;br /&gt;&lt;/span&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTgTK2ZosmzGlthpvsZnGWHwitPcuKSEKZ3jI6wfC62akv3SuCzK_7IIlvB1IXSlu5K2RjN-rugUngZlYgIW9PXoZDwdwFDzVZl-nvcMI5JSMVuwpajhAXuWPIFvOJCnj51ylujMU8C_U/s1600/embalse.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;span style="color: #0b5394;"&gt;&lt;img border="0" height="261" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTgTK2ZosmzGlthpvsZnGWHwitPcuKSEKZ3jI6wfC62akv3SuCzK_7IIlvB1IXSlu5K2RjN-rugUngZlYgIW9PXoZDwdwFDzVZl-nvcMI5JSMVuwpajhAXuWPIFvOJCnj51ylujMU8C_U/s320/embalse.jpg" width="320" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;b&gt; ..... EMBALSES&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Los embalses son retenciones artificiales de los cursos naturales de los ríos que se logran mediante la construcción de un gran muro o presa. De esta forma conseguimos almacenar gran cantidad de agua que después será utilizada para diversos fines: abastecimiento de pueblos y ciudades, producción de energía eléctrica, riego de cultivos...&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Además, los embalses, llamados a veces pantanos, ayudan a regular el caudal de los ríos, disminuyendo el riesgo de inundaciones cuando se producen lluvias abundantes.&lt;/span&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcSCEYPXcqTznoWWHA6CKvpCcbjCGblmy1wDipFOUCTmoIMZvP6TAVunpQuXoMQOgXx_a5x_cXJuADgx3pr3LqdFmr4v4JvWONdwihBQEtmwkBKvNaUSfdAV0cPo7UPDrlaz2XKyDUSYA/s72-c/mar-azul-claro.jpeg" width="72"/></item><item><title>EL CICLO DEL AGUA</title><link>http://conoce-el-ciclodelagua.blogspot.com/2013/06/el-ciclo-del-agua.html</link><category>ciclo</category><author>noreply@blogger.com (adrianxdark)</author><pubDate>Sun, 30 Jun 2013 12:18:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-618783573854677698.post-4346118362366413865</guid><description>&lt;div style="text-align: center;"&gt;
&lt;span style="background-color: white;"&gt;&lt;b&gt;&lt;span style="color: #0b5394;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;span style="background-color: white; color: #0b5394; font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b&gt;Todos hemos visto cómo cae desde las nubes cuando llueve o nieva, hemos visto cómo discurre por los ríos y arroyos; también podemos comprobar cómo, con el paso del tiempo, se evapora el agua contenida en un recipiente abierto...&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="background-color: white; color: #0b5394;"&gt;&lt;b&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;
&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="background-color: white; color: #0b5394; font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b&gt;&amp;nbsp;¿De dónde viene el agua?&amp;nbsp; ¿Hacia dónde va?&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="background-color: white; color: #0b5394;"&gt;&lt;b&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&amp;nbsp;Estas son las etapas o fases por las que pasa el agua en este fascinante ciclo:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih0tL7rsXQBGu02vg14f1TC2AT4ZeL088Ya3te2KKfhyHWnpNuqKct3V0T5Hi-gLaK4oiJ-cMhnm70Be5MUXkIW5n7LGO_svqipeG_2uPetwxs7hbnG-7i2SyQwYhqkbZ2dqliNSq69gY/s1600/agua_evaporacion.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih0tL7rsXQBGu02vg14f1TC2AT4ZeL088Ya3te2KKfhyHWnpNuqKct3V0T5Hi-gLaK4oiJ-cMhnm70Be5MUXkIW5n7LGO_svqipeG_2uPetwxs7hbnG-7i2SyQwYhqkbZ2dqliNSq69gY/s320/agua_evaporacion.gif" width="320" /&gt;&lt;/a&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b style="background-color: #e06666;"&gt;EVAPORACIÓN O TRANSPIRACIÓN&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="background-color: white; color: #0b5394;"&gt;C&lt;/span&gt;&lt;span style="background-color: white; color: #0b5394;"&gt;uando el sol la calienta, el agua de los arroyos, ríos, mares y océanos se evapora.&lt;/span&gt;&lt;br /&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3FT2JSQJna8c7A4qpLR5-LgmX2Oy6qGbYwqYZVqZi_6u-4e5YIxT7KS1zh_uIdaBUR7aCAuLMX-4CiPc3UAoKN9SMq6fGDc2Kv93wgdzy0fa7eAZc8GaZ84RXFlx9YQyClncuZ51gWos/s345/agua_condensacion.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3FT2JSQJna8c7A4qpLR5-LgmX2Oy6qGbYwqYZVqZi_6u-4e5YIxT7KS1zh_uIdaBUR7aCAuLMX-4CiPc3UAoKN9SMq6fGDc2Kv93wgdzy0fa7eAZc8GaZ84RXFlx9YQyClncuZ51gWos/s320/agua_condensacion.gif" width="320" /&gt;&lt;/a&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b style="background-color: magenta;"&gt;CONDENSACIÓN&lt;/b&gt;&lt;br /&gt;&lt;span style="color: #0b5394;"&gt;&lt;b&gt;El vapor que forma el proceso de evaporación lo que hace es subir al aire, forma nubes y se enfría formando así gotas de agua.&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiptQIyGDO6ualXgpQaJg77kY-G-RHBLAaoQWsc6JfLSvBh98foJjzTs-7qKRWdpByzMlSUv214FnpQ_oS7Mjdp6ahtyHsSOXLr1yP3I4tFj-hedEmav8mV_nYXHCt9vOVbUWyq4mz0RGs/s348/agua_precipitacion.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiptQIyGDO6ualXgpQaJg77kY-G-RHBLAaoQWsc6JfLSvBh98foJjzTs-7qKRWdpByzMlSUv214FnpQ_oS7Mjdp6ahtyHsSOXLr1yP3I4tFj-hedEmav8mV_nYXHCt9vOVbUWyq4mz0RGs/s320/agua_precipitacion.gif" width="320" /&gt;&lt;/a&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="background-color: orange;"&gt;&lt;b&gt;PRECIPITACIÓN&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: #0b5394;"&gt;&lt;b&gt;Cuando una nube ya está muy llena de gotas de agua éstas caen en forma de lluvia, nieve o granizo. &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
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&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqGwcjsRGAhiblqeO91vymtEp6ZUG_P1WssdaloS3tR1BaC0SlMVHjdCmRZHDoP1C-OhgLAr5VEnWx74wxgJjpB_MAlIo_xAZ-gWTRPP3Y1rXEco_1EJYZuUT5TtvVjTMg0xCY_OouSG4/s346/agua_absorcion.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqGwcjsRGAhiblqeO91vymtEp6ZUG_P1WssdaloS3tR1BaC0SlMVHjdCmRZHDoP1C-OhgLAr5VEnWx74wxgJjpB_MAlIo_xAZ-gWTRPP3Y1rXEco_1EJYZuUT5TtvVjTMg0xCY_OouSG4/s320/agua_absorcion.gif" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b style="background-color: yellow;"&gt;ABSORCIÓN&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: #0b5394;"&gt;&lt;b&gt;El agua que cae de las nubes puede penetrar en la tierra.&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibTQQmw0irwhBM-fTaPeZ1Vlh_Yg3gyW9KQZobQ_y3F-w0R9pQiHhX4hsu14ktsqGw_18AXHTXpyA7sXVGFhesM0FUp27WwCy7nbkGU_m4CUvqz_0BaEbphero8K7tEdZbkaTv3bEWGXk/s345/agua_transpiracion.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibTQQmw0irwhBM-fTaPeZ1Vlh_Yg3gyW9KQZobQ_y3F-w0R9pQiHhX4hsu14ktsqGw_18AXHTXpyA7sXVGFhesM0FUp27WwCy7nbkGU_m4CUvqz_0BaEbphero8K7tEdZbkaTv3bEWGXk/s320/agua_transpiracion.gif" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b style="background-color: lime;"&gt;TRANSPIRACIÓN E INFILTRACIÓN&lt;/b&gt;&lt;br /&gt;&lt;span style="color: #0b5394;"&gt;&lt;b&gt;Las plantas, con sus raíces, chupan el agua del suelo. El agua viaja hasta las hojas por el tallo y sale de nuevo por las hojas. A veces el agua entra hacia capas más profundas de la tierra.&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtaVMGcCDy9BU7daWg_oMmXjvJucxDKQUXvfBK06CH5UsasTbHruNh6h4bZODj7Knh8hCON9IuvsHQ6ogn-mayFs0brafGFAubM6BkXPYiTCpZfhw_7M9EgbU23IHYgRTEuS2E7Wt9H7k/s347/agua_transporte.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtaVMGcCDy9BU7daWg_oMmXjvJucxDKQUXvfBK06CH5UsasTbHruNh6h4bZODj7Knh8hCON9IuvsHQ6ogn-mayFs0brafGFAubM6BkXPYiTCpZfhw_7M9EgbU23IHYgRTEuS2E7Wt9H7k/s320/agua_transporte.gif" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b style="background-color: cyan;"&gt;TRANSPORTE&lt;/b&gt;&lt;br /&gt;&lt;span style="color: #0b5394;"&gt;&lt;b&gt;El agua llega por la tierra hacia un río o arroyo cercano y fluye de nuevo hacia el mar. Aquí de nuevo se repetiría el Ciclo al calentarse el agua con el sol y producirse de nuevo la evaporación.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih0tL7rsXQBGu02vg14f1TC2AT4ZeL088Ya3te2KKfhyHWnpNuqKct3V0T5Hi-gLaK4oiJ-cMhnm70Be5MUXkIW5n7LGO_svqipeG_2uPetwxs7hbnG-7i2SyQwYhqkbZ2dqliNSq69gY/s72-c/agua_evaporacion.gif" width="72"/></item><item><title>EL USO DEL AGUA</title><link>http://conoce-el-ciclodelagua.blogspot.com/2013/06/usos-del-agua.html</link><category>usos</category><author>noreply@blogger.com (adrianxdark)</author><pubDate>Sun, 30 Jun 2013 11:52:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-618783573854677698.post-1561427179556892872</guid><description>&lt;ul&gt;
&lt;li&gt;

&lt;div align="justify"&gt;
&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;CONSUMO DOMÉSTICO. 
&lt;/b&gt;Comprende el consumo de agua&amp;nbsp; en nuestra 
alimentación, 
en la limpieza 
de nuestras viviendas, en el 
lavado de ropa, la higiene y 
el aseo personal...&lt;/span&gt;&lt;/div&gt;
&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;

  &lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;
&lt;/span&gt;
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&lt;ul&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVw3DnPs20qalbIRT8nzZbhlJiRqzEUsYw3jyn1EVAHjbyCJ8v5ba5Kas-OQDfn6dLbUTTbb_s4bjC_1TWFmFfBNwbbDysz3_-ERvNFgVCQCfvJmskyrsQWsucPlp2Wv5HTTsqxbKbQ2E/s750/agua-mundo-750.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;span style="color: #0b5394;"&gt;&lt;img border="0" height="250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVw3DnPs20qalbIRT8nzZbhlJiRqzEUsYw3jyn1EVAHjbyCJ8v5ba5Kas-OQDfn6dLbUTTbb_s4bjC_1TWFmFfBNwbbDysz3_-ERvNFgVCQCfvJmskyrsQWsucPlp2Wv5HTTsqxbKbQ2E/s400/agua-mundo-750.jpg" width="400" /&gt;&lt;/span&gt;&lt;/a&gt;
&lt;li&gt;

&lt;div align="justify"&gt;
&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;CONSUMO PÚBLICO.&lt;/b&gt; 
En la limpieza de las calles de ciudades y pueblos, en las 
fuentes 
públicas, ornamentación, riego de 
parques y jardines, 
otros usos de interés comunitario, etc..&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;
&lt;/span&gt;
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&lt;ul&gt;
&lt;li&gt;

&lt;div align="justify"&gt;
&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;USO EN AGRICULTURA 
Y GANADERÍA.&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;En agricultura, para el 
riego de los campos. 
En ganadería, como parte de la 
alimentación de los animales 
y en la limpieza de los establos y otras instalaciones dedicadas a la cría de 
ganado.&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;
&lt;/span&gt;
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&lt;ul&gt;
&lt;li&gt;

&lt;div align="justify"&gt;
&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;EL AGUA EN LA 
INDUSTRIA.&lt;/b&gt; En las fábricas, en 
el proceso de fabricación de 
productos, en los talleres, en la construcción… &lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;
&lt;/span&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;

&lt;div align="justify"&gt;
&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;EL AGUA, FUENTE DE 
ENERGÍA. &lt;/b&gt;Aprovechamos el agua para 
producir energía eléctrica 
(en centrales hidroeléctricas situadas en los embalses de agua).&lt;br /&gt;
En algunos lugares se aprovecha la fuerza de la corriente de agua de los ríos 
para mover máquinas 
(molinos de agua, aserraderos…)&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;
&lt;/span&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;

&lt;div align="justify"&gt;
&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;EL AGUA, VÍA DE 
COMUNICACIÓN.&lt;/b&gt; Desde muy antiguo, el hombre aprendió a construir embarcaciones 
que le permitieron navegar por las aguas de mares, ríos y lagos. En nuestro 
tiempo, utilizamos enormes barcos para 
transportar las cargas más pesadas
que no pueden ser 
transportadas por otros medios.&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;
&lt;/span&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;

&lt;/span&gt;&lt;div align="justify"&gt;
&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;DEPORTE, OCIO Y 
AGUA&lt;/b&gt;. En los ríos, en el mar, en las piscinas y lagos, en la montaña… 
practicamos un gran número de 
deportes: vela, submarinismo, 
winsurf, natación, esquí acuático, waterpolo, piragüismo, ráfting, esquí, 
patinaje sobre hielo, jockey…&lt;/span&gt;&lt;br /&gt;
&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
Además pasamos parte de nuestro 
tiempo libre 
disfrutando del agua en las piscinas, 
en la playa, en los parques acuáticos … o, simplemente, contemplando y sintiendo 
la belleza del agua en los ríos, las cascadas, los arroyos, las olas del mar, 
las montañas &lt;a href="http://www.blogger.com/null" name="nevadas" target="_self"&gt;nevadas&lt;/a&gt;…&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;span style="color: #000066; font-family: Comic Sans MS; font-size: medium;"&gt;
&lt;/span&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVw3DnPs20qalbIRT8nzZbhlJiRqzEUsYw3jyn1EVAHjbyCJ8v5ba5Kas-OQDfn6dLbUTTbb_s4bjC_1TWFmFfBNwbbDysz3_-ERvNFgVCQCfvJmskyrsQWsucPlp2Wv5HTTsqxbKbQ2E/s72-c/agua-mundo-750.jpg" width="72"/></item><item><title>PROPIEDADES DEL AGUA</title><link>http://conoce-el-ciclodelagua.blogspot.com/2013/06/propiedades-del-agua.html</link><category>propiedades</category><author>noreply@blogger.com (adrianxdark)</author><pubDate>Sun, 30 Jun 2013 10:39:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-618783573854677698.post-3423486951103544887</guid><description>&lt;span style="color: #0b5394;"&gt;&lt;b&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;El agua es una sustancia formada por oxígeno e hidrógeno. Es una 
sustancia muy abundante en la naturaleza. Encontramos agua en mares, ríos, 
lagos, en las montañas, las nubes, etc...&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div align="justify"&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: #0b5394; font-size: small;"&gt;&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;
Podemos encontrar agua en tres estados distintos:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;

&lt;/span&gt;&lt;br /&gt;
&lt;blockquote&gt;
&lt;ul&gt;
&lt;li&gt;

&lt;div align="justify"&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: #3d85c6; font-size: small;"&gt;&lt;b&gt;En 
estado líquido, 
en los ríos, lagos, embalses, pozos, mares…&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/blockquote&gt;
&lt;br /&gt;
&lt;blockquote&gt;
&lt;ul&gt;
&lt;li&gt;

&lt;div align="justify"&gt;
&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b style="background-color: white;"&gt;&lt;span style="font-size: small;"&gt;En &lt;/span&gt; 
&lt;span style="font-size: small;"&gt;
estado sólido, 
formando la nieve y el hielo, en la cima de las montañas altas y en los polos de 
la Tierra. El agua se convierte en hielo cuando la temperatura es de cero 
grados.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/blockquote&gt;
&lt;br /&gt;
&lt;blockquote&gt;
&lt;ul&gt;
&lt;li&gt;

&lt;div align="justify"&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: #073763; font-size: small;"&gt;&lt;b&gt;En 
estado gaseoso, 
en forma de vapor de agua, formando las nubes y la niebla. El agua se transforma 
en gas por evaporación lenta o cuando alcanza los 100 grados de temperatura.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/blockquote&gt;
&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj46QL9oNGvTxKq_CDOaswdaVlp2UxSb-L8I9Fz1TRLJgIZWTl-WDioFPikb1tmAsZTEs9Z46SO4zCrK67KRE90RX_IXxyYpdZ1eEr0HRlU3ThpCvRDyx4plyy_32ilT16IM_g2smdEROk/s625/cambio-de-estado-agua.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj46QL9oNGvTxKq_CDOaswdaVlp2UxSb-L8I9Fz1TRLJgIZWTl-WDioFPikb1tmAsZTEs9Z46SO4zCrK67KRE90RX_IXxyYpdZ1eEr0HRlU3ThpCvRDyx4plyy_32ilT16IM_g2smdEROk/s400/cambio-de-estado-agua.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;blockquote&gt;
&lt;div align="justify"&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="background-color: #a6ffff;"&gt;&lt;span style="font-size: medium;"&gt;&lt;span style="background-color: white; color: #134f5c;"&gt;&lt;b&gt;Comportamiento del agua y otras sustancias y materiales&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/blockquote&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;

&lt;/span&gt;&lt;br /&gt;
&lt;div align="left"&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt; &lt;span style="color: #0b5394; font-size: small;"&gt;&lt;b&gt;
Hay materiales que son capaces de absorber el agua cuando los ponemos en 
contacto con el agua: son los materiales permeables (papel, esponja, tiza…)&amp;nbsp;
Otros materiales no absorben el agua; son 
impermeables 
(plástico, cuerpos 
metálicos, cristal…)&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKzk7y-cdvcEU7ICEhlFkjnYeHSC1Fm-gjqPjk0QESosnRSB5T6TrhX-H-QiZflN1VWMKFAGs_I7LLAmO3Mpa24FVuYaaNT9sUzSruuU4Fo8wisOdSMXB8J-NJ_7AhGKmgAgI7jkBybus/s1042/permeables.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;span style="color: #0b5394;"&gt;&lt;b&gt;&lt;img border="0" height="145" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKzk7y-cdvcEU7ICEhlFkjnYeHSC1Fm-gjqPjk0QESosnRSB5T6TrhX-H-QiZflN1VWMKFAGs_I7LLAmO3Mpa24FVuYaaNT9sUzSruuU4Fo8wisOdSMXB8J-NJ_7AhGKmgAgI7jkBybus/s200/permeables.png" width="200" /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div align="left"&gt;
&lt;span style="color: #0b5394;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="color: #0b5394; font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;

&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div align="left"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5UpFUK1xUrhzZ3YUo_Q1CFC9M_pljHaPCMQP23n98rgm17XwqEbSeHjmo0d7KIAdD8s57PZEdKQ5ivw7w4oPMrlN9-5AgdINbXz7NB5ByivRIU_TXIQn0NNJwgGhaM043oCfxjuGO2LA/s1042/solubles.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="146" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5UpFUK1xUrhzZ3YUo_Q1CFC9M_pljHaPCMQP23n98rgm17XwqEbSeHjmo0d7KIAdD8s57PZEdKQ5ivw7w4oPMrlN9-5AgdINbXz7NB5ByivRIU_TXIQn0NNJwgGhaM043oCfxjuGO2LA/s200/solubles.png" width="200" /&gt;&lt;/a&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: #0b5394; font-size: small;"&gt;&lt;b&gt;

&amp;nbsp;&amp;nbsp;&amp;nbsp; Hay sustancias que, en contacto con el agua, parece que 
desaparecen. Son las 
sustancias &amp;nbsp;solubles, como son la sal, el azúcar…&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: #0b5394; font-size: small;"&gt;&lt;b&gt;&lt;br /&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: #0b5394; font-size: small;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: #0b5394; font-size: small;"&gt;&lt;b&gt;Otras sustancias (por ejemplo, el hierro, el cristal….) no se disuelven aunque 
estén siempre en contacto con el agua.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align="left"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div align="left"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZC1yOrMe7fBlcLMU-ZKd3MRn5itYRN1bIa-y9r3nmGuCpKyVPWCtCexyS7H8vTU2WpKvrID0RlWnYoeRXnPo8g-lz_VLjIwAr2IXHimmTjHlvy4hleE_AgpwDMKbLwAEyVqzXWDummcU/s1042/insolubles.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="146" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZC1yOrMe7fBlcLMU-ZKd3MRn5itYRN1bIa-y9r3nmGuCpKyVPWCtCexyS7H8vTU2WpKvrID0RlWnYoeRXnPo8g-lz_VLjIwAr2IXHimmTjHlvy4hleE_AgpwDMKbLwAEyVqzXWDummcU/s200/insolubles.png" width="200" /&gt;&lt;/a&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style="text-align: center;"&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b style="color: #073763; font-size: large;"&gt;El agua y la flotación&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="background-color: #a6ffff;"&gt;&lt;span style="font-size: medium;"&gt;&lt;span style="background-color: white;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div align="justify"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOEFhVfOvj7RcmrEiqwqxvz72lU3FWYxntpwTvIk4BK4H35CephzCehwkzujrHO88L1RS4bNEEwIM5XlGFZU1-XEDCg0f9NyZVnlGfMmgyVSpCkJdi-7oqdrcE-D8rRe0bZibHjaAJ-uM/s1042/flotacion.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="146" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOEFhVfOvj7RcmrEiqwqxvz72lU3FWYxntpwTvIk4BK4H35CephzCehwkzujrHO88L1RS4bNEEwIM5XlGFZU1-XEDCg0f9NyZVnlGfMmgyVSpCkJdi-7oqdrcE-D8rRe0bZibHjaAJ-uM/s200/flotacion.png" width="200" /&gt;&lt;/a&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style="color: #0b5394; font-size: small;"&gt;&lt;b&gt;
Algunos cuerpos, al situarlos sobre el agua, se mantienen sin hundirse: decimos 
que flotan. Otros cuerpos no flotan, se hunden. Podemos conseguir que algunos de 
estos cuerpos que se hunden lleguen a flotar dándoles la forma adecuada. Es el 
caso de los barcos que, aunque están fabricados con hierro (un material muy 
pesado)&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="color: #0b5394; font-size: small;"&gt;&lt;b&gt;&amp;nbsp;son capaces de flotar debido a la forma que tienen.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj46QL9oNGvTxKq_CDOaswdaVlp2UxSb-L8I9Fz1TRLJgIZWTl-WDioFPikb1tmAsZTEs9Z46SO4zCrK67KRE90RX_IXxyYpdZ1eEr0HRlU3ThpCvRDyx4plyy_32ilT16IM_g2smdEROk/s72-c/cambio-de-estado-agua.jpg" width="72"/></item><item><title>EL PLANETA AZUL</title><link>http://conoce-el-ciclodelagua.blogspot.com/2013/06/introduccion.html</link><category>introduccion</category><author>noreply@blogger.com (adrianxdark)</author><pubDate>Sat, 29 Jun 2013 12:19:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-618783573854677698.post-1883802117329976069</guid><description>&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIEMRRAck5KRASe9ICU1zjd75KTP3jaaKGTPtArfY72Ed5nlDLd1T1CGK16pTJ1f3GwNBoB5P2o10n2DpGRE9t4_tc9HUl6n1Gav5n0LUILG-EQkYg6LiA2aCWmED05qc6sy-EHtLp2UI/s750/agua-mundo-750.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIEMRRAck5KRASe9ICU1zjd75KTP3jaaKGTPtArfY72Ed5nlDLd1T1CGK16pTJ1f3GwNBoB5P2o10n2DpGRE9t4_tc9HUl6n1Gav5n0LUILG-EQkYg6LiA2aCWmED05qc6sy-EHtLp2UI/s320/agua-mundo-750.jpg" width="320" /&gt;&lt;/a&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Nuestra tierra es el planeta azul, el planeta del agua.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;El agua que usamos hoy es la misma que ha existido durante millones de años.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;¡Imaginate, el agua que bebes&amp;nbsp; es la misma que bebieron los dinosaurios! &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Este elemento es muy importante para nuestra vida, la de los animales, 
las plantas etc..&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Sin ella no podríamos vivir pero, por desgracia, el 
agua que tenemos es en su mayoría no consumible para los seres vivos.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Muy poco agua es dulce y la que hay se encuentra en forma de hielo o en 
capas muy profundas de la tierra. Por eso no debemos malgastarla por ser un bien escaso.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Tenemos
 mucho agua en el medio ambiente pero ésta se encuentra en los mares, 
ríos, océanos, en el hielo o debajo de la tierra, el agua subterránea. 
Pero el agua tiene muchas formas de manifestarse: en forma de lluvia, en
 los ríos, evaporada. &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;El Ciclo del Agua nos permite ver cómo este elemento se mueve continuamente en el medio ambiente. &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIEMRRAck5KRASe9ICU1zjd75KTP3jaaKGTPtArfY72Ed5nlDLd1T1CGK16pTJ1f3GwNBoB5P2o10n2DpGRE9t4_tc9HUl6n1Gav5n0LUILG-EQkYg6LiA2aCWmED05qc6sy-EHtLp2UI/s72-c/agua-mundo-750.jpg" width="72"/></item></channel></rss>