<?xml version="1.0" encoding="UTF-8" standalone="no"?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:blogger="http://schemas.google.com/blogger/2008" xmlns:gd="http://schemas.google.com/g/2005" xmlns:georss="http://www.georss.org/georss" xmlns:itunes="http://www.itunes.com/dtds/podcast-1.0.dtd" xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/" xmlns:thr="http://purl.org/syndication/thread/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-4166077851941356734</atom:id><lastBuildDate>Thu, 24 Oct 2024 21:38:39 +0000</lastBuildDate><category>ACTIVIDADE</category><category>LECTURA</category><category>TEMA 10: HIDROGRAFÍA</category><category>TRABALLOS DE AULA</category><category>VÍDEO</category><category>TEMA 14: PREHISTORIA</category><category>TEMA 9: Relevo de España e Galicia</category><category>TEMA 11: CLIMAS</category><category>CELEBRACIÓNS</category><category>Tema 14: A Prehistoria</category><category>INFORMACIÓN DO BLOG</category><category>TEMA 3: Nutrición</category><category>FOTOS</category><category>TEMA 12: POBLACIÓN</category><category>TEMA 1: SERES VIVOS</category><category>ANIMAIS</category><category>AVISO</category><category>ORGANIZACIÓN DE ESPAÑA</category><category>SAUDO</category><category>TEMA 3: Circulación</category><category>TEMA 4.6º: ECOSISTEMAS</category><category>TEMA 6: UNIVERSO</category><category>TEMA 7: A MATERIA</category><category>A Reprodución humana</category><category>EUROPA</category><category>Europa física</category><category>MAPAS</category><category>Relevo e Hidrografía de España</category><category>TEMA 2: ANIMAIS</category><category>TEMA 5: RELACION</category><category>A poboación</category><category>CURSO 2011</category><category>MUSEO</category><category>O CORPO</category><category>PREGUNTIC</category><category>Plantas</category><category>REPASO TEMAS</category><category>SAIDAS</category><category>TEMA 13: Organización de España</category><category>TEMA 3: Respiración</category><category>TEMA 5: RELACIÓN</category><category>Tema 4: Respiración</category><category>Tema 5.6: Ser Humano e Ecosistemas</category><category>Xogo</category><category>esqueleto</category><title>COÑECEMENTO DO MEDIO E AS NOVAS TECNOLOXÍAS</title><description>Con este blog pretendo centralizar tódolos recursos TIC que vou a empregar nas miñas clases de Coñecemento do Medio para o 3º Ciclo de Educación Primaria: actividades interactivas, vídeos, presentacións,...
Tamén ten a finalidade de expoñer e compartir entre nós as diferentes actividades que realicemos na aula para poder acadar así unha verdadeira Competencia Dixital.</description><link>http://medionaturalesocial.blogspot.com/</link><managingEditor>noreply@blogger.com (Unknown)</managingEditor><generator>Blogger</generator><openSearch:totalResults>132</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><language>en-us</language><itunes:explicit>no</itunes:explicit><itunes:keywords>Conocimiento,del,Medio,Primaria</itunes:keywords><itunes:summary>Con este blog pretendo centralizar tódolos recursos TIC que vou a empregar nas miñas clases de Coñecemento do Medio para o 3º Ciclo de Educación Primaria: actividades interactivas, vídeos, presentacións,... Tamén ten a finalidade de expoñer e compartir entre nós as diferentes actividades que realicemos na aula para poder acadar así unha verdadeira Competencia Dixital.</itunes:summary><itunes:subtitle>SEGUIR</itunes:subtitle><itunes:author>Susana Esmorís Fernández</itunes:author><itunes:owner><itunes:email>sef.esmoris@gmail.com</itunes:email><itunes:name>Susana Esmorís Fernández</itunes:name></itunes:owner><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-1467303583112721122</guid><pubDate>Wed, 08 May 2013 18:34:00 +0000</pubDate><atom:updated>2013-05-08T20:34:38.506+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">A poboación</category><category domain="http://www.blogger.com/atom/ns#">TEMA 12: POBLACIÓN</category><title>A poboación.</title><description>&lt;br /&gt;
1) Definicións que temos que &lt;a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/QUINTO/datos/02_Cmedio/datos/05rdi/ud12/01.htm" target="_blank"&gt;dominar&lt;/a&gt;: &lt;br /&gt;
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2) Preguntas moi sinxelas de &lt;a href="http://www.primaria.librosvivos.net/archivosCMS/3/3/16/usuarios/103294/9/5EP_Cono_cas_ud12_estudio_poblacion/frame_prim.swf" target="_blank"&gt;respaso&lt;/a&gt;. Eso sí, un cosello (quítalle o volume ao teu pc). &lt;br /&gt;
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3) Outra remesa de &lt;a href="http://contenidos.santillanaenred.com/jukebox/servlet/GetPlayer?p3v=true&amp;amp;xref=200601171728_AC_0_2002183256&amp;amp;mode=1&amp;amp;rtc=1001&amp;amp;locale=es_ES&amp;amp;cache=false" target="_blank"&gt;Preguntas tipo test. &lt;/a&gt;&lt;br /&gt;
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4) Para practicar coa Pirámide de Poboación, tedes este &lt;a href="http://www.primaria.librosvivos.net/archivosCMS/3/3/16/usuarios/103294/9/5EP_Cono_cas_ud12_piramide_pobl/frame_prim.swf" target="_blank"&gt;exemplo&lt;/a&gt;.&lt;br /&gt;
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Para interpretala temos este &lt;a href="http://www.e-vocacion.es/files/html/252747/recursos/la/U11/pages/recursos/143175_P155.html" target="_blank"&gt;esquema&lt;/a&gt;. (igual ca o da libreta).&lt;br /&gt;
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Non hai que saber nome dos tipos de pirámides nin teremos que elaboralas. Somentes comentalas/ entendelas. Pero deixo este &lt;a href="http://conteni2.educarex.es/mats/14468/contenido/" target="_blank"&gt;enlace &lt;/a&gt;para os máis curiosos/-as.</description><link>http://medionaturalesocial.blogspot.com/2013/05/a-poboacion.html</link><thr:total>0</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-8336640369966173693</guid><pubDate>Wed, 08 May 2013 17:58:00 +0000</pubDate><atom:updated>2013-05-08T19:58:54.754+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">EUROPA</category><title>Paises e Capitais de Europa.</title><description>Paises e Capitais de Europa.&lt;br /&gt;
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Para practicar coa súa localización podemos realizar estas tarefas. A ver que tal resultan.&lt;br /&gt;
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a)&amp;nbsp; Como se &lt;a href="http://mapasinteractivos.didactalia.net/comunidad/mapasflashinteractivos/recurso/Paises-de-Europa-Como-se-llama/1d724e55-2d31-464d-b793-80729cf19eee" target="_blank"&gt;chama? &lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
b) Onde &lt;a href="http://mapasinteractivos.didactalia.net/comunidad/mapasflashinteractivos/recurso/Paises-de-Europa-Donde-esta/8ae789ae-e1dc-4143-9f6c-4fbfc5ee17dc" target="_blank"&gt;está? &lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
c) Como se &lt;a href="http://mapasinteractivos.didactalia.net/comunidad/mapasflashinteractivos/recurso/Capitales-de-Europa-Como-se-llama/86a10a00-8b0b-40bc-92e3-b2f60d042f05" target="_blank"&gt;chama a Capital? &lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
d) Onde está esta &lt;a href="http://mapasinteractivos.didactalia.net/comunidad/mapasflashinteractivos/recurso/Capitales-de-Europa-Donde-esta/c14d22d1-6b03-442d-beca-e5f57f43cf78" target="_blank"&gt;capital? &lt;/a&gt;&lt;br /&gt;
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e) Puzzle dos Paises de &lt;a href="http://serbal.pntic.mec.es/ealg0027/europa3e.html" target="_blank"&gt;Europa &lt;/a&gt;&lt;br /&gt;
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f) Puzzle dos paises da &lt;a href="http://mapasinteractivos.didactalia.net/comunidad/mapasflashinteractivos/recurso/Estados-de-la-Union-Europea-Puzzle/6c1df8a7-1f46-4fa1-ba7e-76c4d6d98c7a" target="_blank"&gt;Unión Europea&lt;/a&gt;</description><link>http://medionaturalesocial.blogspot.com/2013/05/paises-e-capitais-de-europa.html</link><thr:total>0</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-2212443107340595653</guid><pubDate>Mon, 25 Mar 2013 09:32:00 +0000</pubDate><atom:updated>2013-04-01T21:25:36.442+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">EUROPA</category><category domain="http://www.blogger.com/atom/ns#">LECTURA</category><category domain="http://www.blogger.com/atom/ns#">TRABALLOS DE AULA</category><title>Nos vamos de viaje por Europa.</title><description>&lt;br /&gt;
Con esta propuesta empezaremos el t&lt;b&gt;rabajo de investigación de la Biblioteca.&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style="color: #274e13;"&gt;1º. Lectura compartida de:&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://www.librosalfaguarainfantil.com/uploads/imagenes/libro/portada/200902/portada-sopa-europa_grande.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://www.librosalfaguarainfantil.com/uploads/imagenes/libro/portada/200902/portada-sopa-europa_grande.jpg" width="187" /&gt;&lt;/a&gt;&lt;/div&gt;
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Todos teneis el primer capítulo + el capítulo del país que os ha tocado. &lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Recordad que si os ha gustado también podeis cogerlo en una biblioteca o comprarlo.... ( Leer es bueno para la salud)&lt;/span&gt;&lt;br /&gt;
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2&lt;span style="color: #274e13;"&gt;&lt;b&gt;º. Cada uno de vosotros, tal y como sucede a los protagonistas del libro, se va de viaje a un país de Europa. Por ello debeis investigar esta Infografía.&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
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Europa en color:&lt;br /&gt;
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&lt;center&gt;
&lt;div class="issuuembed" data-configid="1778148/1858904" style="height: 371px; width: 525px;"&gt;
&lt;/div&gt;
&lt;script async="true" src="//e.issuu.com/embed.js" type="text/javascript"&gt;&lt;/script&gt;&lt;/center&gt;
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&lt;b&gt;Europa numerada&lt;/b&gt;: necesitais Adobe PDF ( recordar imprimir "página actual" )&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://ec.europa.eu/economy_finance/general/pdf_big/legend_all_country_pictures.pdf" target="_blank"&gt;&lt;img border="0" src="http://europa.eu/teachers-corner/0_9/images/9y_287.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
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a) Buscamos a qué corresponde cada número ( tampoco tenemos que acertarlos todos ) y coloreamos.&lt;br /&gt;
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b) ¿Dónde? El capítulo que has leído te da información pero necesitas imágenes para comprobar cómo son esos monumentos, escritores, gastronomía,...Por eso, os dejo algunos enlaces con información.&lt;br /&gt;
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&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;span style="color: purple;"&gt;&lt;b&gt;Explorar Europa&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;: aquí encontraréis información variada. Observad el índice y veréis: información sobre personajes famosos, lenguas, gastronomía....&lt;br /&gt;
&lt;br /&gt;
&lt;center&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="511" marginheight="0" marginwidth="0" mozallowfullscreen="" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/11758346" style="border-width: 1px 1px 0; border: 1px solid #CCC; margin-bottom: 5px;" webkitallowfullscreen="" width="479"&gt; &lt;/iframe&gt; &lt;div style="margin-bottom: 5px;"&gt;
&lt;b&gt; &lt;/b&gt;&lt;b&gt;&lt;a href="http://www.slideshare.net/mjnumo" target="_blank"&gt;&lt;/a&gt;&lt;/b&gt; &lt;/div&gt;
&lt;/center&gt;
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&lt;b&gt;&lt;span style="color: purple;"&gt;&lt;span style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;Flora y Fauna:&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;center&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="356" marginheight="0" marginwidth="0" mozallowfullscreen="" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/11758124" style="border-width: 1px 1px 0; border: 1px solid #CCC; margin-bottom: 5px;" webkitallowfullscreen="" width="427"&gt; &lt;/iframe&gt; &lt;div style="margin-bottom: 5px;"&gt;
&lt;b&gt; &lt;/b&gt; &lt;/div&gt;
&lt;/center&gt;
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&lt;span style="color: purple;"&gt;&lt;b&gt;Un poco de Gastronomía: recursos de cada país:&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;center&gt;
&lt;div class="issuuembed" data-configid="1778148/1858932" style="height: 373px; width: 525px;"&gt;
&lt;/div&gt;
&lt;script async="true" src="//e.issuu.com/embed.js" type="text/javascript"&gt;&lt;/script&gt;&lt;/center&gt;
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c) Si no es suficiente, tendrás que ser un buen/-a buscador en internet y saber emplear &lt;b&gt;google imágenes&lt;/b&gt; tal y como explicamos en clase.&lt;br /&gt;
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3º. El &lt;span style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;día 2 de Abril &lt;/span&gt;comentaremos dudas y cómo van esas investigaciones.&lt;br /&gt;
El &lt;span style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;viernes día 5&lt;/span&gt; &lt;u&gt;se entrega el trabajo.&lt;/u&gt;&lt;br /&gt;
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4º. A partir de ahí empezará el trabajo grupal.&lt;br /&gt;
&lt;br /&gt;</description><link>http://medionaturalesocial.blogspot.com/2013/03/nos-vamos-de-viaje-por-europa.html</link><thr:total>3</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-3946403937062190727</guid><pubDate>Sun, 17 Mar 2013 15:02:00 +0000</pubDate><atom:updated>2013-03-17T16:02:37.086+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Europa física</category><title>Máis recursos para practicar co relevo de Europa</title><description>Nesta presentación temos un resumos dos elementos máis importantes do Relevo Europeo:&lt;br /&gt;
&lt;br /&gt;
&lt;center&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="356" marginheight="0" marginwidth="0" mozallowfullscreen="" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/178987" style="border-width: 1px 1px 0; border: 1px solid #CCC; margin-bottom: 5px;" webkitallowfullscreen="" width="427"&gt; &lt;/iframe&gt; &lt;div style="margin-bottom: 5px;"&gt;
&lt;b&gt; &lt;a href="http://www.slideshare.net/manusoci/el-relieve-de-europa" target="_blank" title="El relieve de Europa"&gt;El relieve de Europa&lt;/a&gt; &lt;/b&gt; from &lt;b&gt;&lt;a href="http://www.slideshare.net/manusoci" target="_blank"&gt;manusoci&lt;/a&gt;&lt;/b&gt; &lt;/div&gt;
&lt;/center&gt;
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&lt;b&gt;Podes practicar con esta actividade.&lt;/b&gt;&lt;br /&gt;
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As súas Cordilleiras&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://www.toporopa.eu/es/cadenas_montanosas_de_europa.html" target="_blank"&gt;&lt;img border="0" src="http://www.toporopa.eu/img/thumb_topo3.png" /&gt;&lt;/a&gt;&lt;/div&gt;
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Os seus mares&lt;br /&gt;
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&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://www.toporopa.eu/es/mares_de_europa.html" target="_blank"&gt;&lt;img border="0" src="http://www.toporopa.eu/img/thumb_topo5.png" /&gt;&lt;/a&gt;&lt;/div&gt;
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Os seus ríos&lt;br /&gt;
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&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://www.toporopa.eu/es/rios_de_europa.html" target="_blank"&gt;&lt;img border="0" src="http://www.toporopa.eu/img/thumb_topo4.png" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</description><link>http://medionaturalesocial.blogspot.com/2013/03/mais-recursos-para-practicar-co-relevo.html</link><thr:total>2</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-3022182049784512105</guid><pubDate>Wed, 06 Mar 2013 20:28:00 +0000</pubDate><atom:updated>2013-03-06T21:28:57.030+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Relevo e Hidrografía de España</category><title>Repaso final</title><description>da Xeofrafía de España co xogo de TESTEANDO

   
        Versión fácil: 

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        Versión máis comlicada:



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</description><link>http://medionaturalesocial.blogspot.com/2013/03/repaso-final.html</link><thr:total>0</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-2180283838364838486</guid><pubDate>Tue, 05 Mar 2013 21:24:00 +0000</pubDate><atom:updated>2013-03-05T22:24:31.546+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Relevo e Hidrografía de España</category><title>Paseando por España ...</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://www.educaplay.com/actividades/21176/imagen_1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="233" src="http://www.educaplay.com/actividades/21176/imagen_1.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;Imos repasar:&amp;nbsp;&amp;nbsp; O seu Relevo, ríos e costas. &lt;br /&gt;
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   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;
  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;
  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;
  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"
   UnhideWhenUsed="false" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:"Tabla normal";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-parent:"";
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Calibri","sans-serif";
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-fareast-language:EN-US;}
table.MsoTableMediumGrid1Accent4
 {mso-style-name:"Cuadrícula media 1 - Énfasis 4";
 mso-tstyle-rowband-size:1;
 mso-tstyle-colband-size:1;
 mso-style-priority:67;
 mso-style-unhide:no;
 border:solid #9F8AB9 1.0pt;
 mso-border-themecolor:accent4;
 mso-border-themetint:191;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-border-insideh:1.0pt solid #9F8AB9;
 mso-border-insideh-themecolor:accent4;
 mso-border-insideh-themetint:191;
 mso-border-insidev:1.0pt solid #9F8AB9;
 mso-border-insidev-themecolor:accent4;
 mso-border-insidev-themetint:191;
 mso-tstyle-shading:#DFD8E8;
 mso-tstyle-shading-themecolor:accent4;
 mso-tstyle-shading-themetint:63;
 mso-para-margin:0cm;
 mso-para-margin-bottom:.0001pt;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Calibri","sans-serif";
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-fareast-language:EN-US;}
table.MsoTableMediumGrid1Accent4FirstRow
 {mso-style-name:"Cuadrícula media 1 - Énfasis 4";
 mso-table-condition:first-row;
 mso-style-priority:67;
 mso-style-unhide:no;
 mso-ansi-font-weight:bold;
 mso-bidi-font-weight:bold;}
table.MsoTableMediumGrid1Accent4LastRow
 {mso-style-name:"Cuadrícula media 1 - Énfasis 4";
 mso-table-condition:last-row;
 mso-style-priority:67;
 mso-style-unhide:no;
 mso-tstyle-border-top:2.25pt solid #9F8AB9;
 mso-tstyle-border-top-themecolor:accent4;
 mso-tstyle-border-top-themetint:191;
 mso-ansi-font-weight:bold;
 mso-bidi-font-weight:bold;}
table.MsoTableMediumGrid1Accent4FirstCol
 {mso-style-name:"Cuadrícula media 1 - Énfasis 4";
 mso-table-condition:first-column;
 mso-style-priority:67;
 mso-style-unhide:no;
 mso-ansi-font-weight:bold;
 mso-bidi-font-weight:bold;}
table.MsoTableMediumGrid1Accent4LastCol
 {mso-style-name:"Cuadrícula media 1 - Énfasis 4";
 mso-table-condition:last-column;
 mso-style-priority:67;
 mso-style-unhide:no;
 mso-ansi-font-weight:bold;
 mso-bidi-font-weight:bold;}
table.MsoTableMediumGrid1Accent4OddColumn
 {mso-style-name:"Cuadrícula media 1 - Énfasis 4";
 mso-table-condition:odd-column;
 mso-style-priority:67;
 mso-style-unhide:no;
 mso-tstyle-shading:#BFB1D0;
 mso-tstyle-shading-themecolor:accent4;
 mso-tstyle-shading-themetint:127;}
table.MsoTableMediumGrid1Accent4OddRow
 {mso-style-name:"Cuadrícula media 1 - Énfasis 4";
 mso-table-condition:odd-row;
 mso-style-priority:67;
 mso-style-unhide:no;
 mso-tstyle-shading:#BFB1D0;
 mso-tstyle-shading-themecolor:accent4;
 mso-tstyle-shading-themetint:127;}
&lt;/style&gt;
&lt;![endif]--&gt;

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 &lt;tbody&gt;
&lt;tr style="height: 36.15pt; mso-yfti-firstrow: yes; mso-yfti-irow: -1;"&gt;
  &lt;td style="background: #DFD8E8; border: solid #9F8AB9 1.0pt; height: 36.15pt; mso-background-themecolor: accent4; mso-background-themetint: 63; mso-border-themecolor: accent4; mso-border-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 123.9pt;" valign="top" width="165"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 5;"&gt;
&amp;nbsp;&amp;nbsp; &lt;a href="http://mapasinteractivos.didactalia.net/comunidad/mapasflashinteractivos/recurso/Relieve-de-Espa%C3%B1a-Como-se-llama/10c81dd5-93c9-4427-b07b-66cf3138900c" target="_blank"&gt;Relevo &lt;/a&gt;nome&lt;/div&gt;
&lt;/td&gt;
  &lt;td style="background: #DFD8E8; border-left: none; border: solid #9F8AB9 1.0pt; height: 36.15pt; mso-background-themecolor: accent4; mso-background-themetint: 63; mso-border-left-alt: solid #9F8AB9 1.0pt; mso-border-left-themecolor: accent4; mso-border-left-themetint: 191; mso-border-themecolor: accent4; mso-border-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 123.9pt;" valign="top" width="165"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 1;"&gt;
&amp;nbsp; Relevo &lt;a href="http://mapasinteractivos.didactalia.net/comunidad/mapasflashinteractivos/recurso/Relieve-de-Espa%C3%B1a-Donde-esta/fc51f30f-e9b9-41ca-ae2f-87839321ba7b" target="_blank"&gt;localiza &lt;/a&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style="background: #DFD8E8; border-left: none; border: solid #9F8AB9 1.0pt; height: 36.15pt; mso-background-themecolor: accent4; mso-background-themetint: 63; mso-border-left-alt: solid #9F8AB9 1.0pt; mso-border-left-themecolor: accent4; mso-border-left-themetint: 191; mso-border-themecolor: accent4; mso-border-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 123.95pt;" valign="top" width="165"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 1;"&gt;
&amp;nbsp;&lt;a href="http://mapasinteractivos.didactalia.net/comunidad/mapasflashinteractivos/recurso/Rios-de-Espa%C3%B1a-Como-se-llama-Facil/1d732cd9-e25e-4ce5-a5ce-6c9075767235" target="_blank"&gt;Rios &lt;/a&gt;nome &lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style="height: 36.15pt; mso-yfti-irow: 0;"&gt;
  &lt;td style="background: #BFB1D0; border-top: none; border: solid #9F8AB9 1.0pt; height: 36.15pt; mso-background-themecolor: accent4; mso-background-themetint: 127; mso-border-themecolor: accent4; mso-border-themetint: 191; mso-border-top-alt: solid #9F8AB9 1.0pt; mso-border-top-themecolor: accent4; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 123.9pt;" valign="top" width="165"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 68;"&gt;
&amp;nbsp;&lt;a href="http://www.educaplay.com/es/recursoseducativos/1934/rios_de_espana___.htm" target="_blank"&gt;Encrucillado &lt;/a&gt;Ríos &lt;/div&gt;
&lt;/td&gt;
  &lt;td style="background: #BFB1D0; border-bottom: solid #9F8AB9 1.0pt; border-left: none; border-right: solid #9F8AB9 1.0pt; border-top: none; height: 36.15pt; mso-background-themecolor: accent4; mso-background-themetint: 127; mso-border-bottom-themecolor: accent4; mso-border-bottom-themetint: 191; mso-border-left-alt: solid #9F8AB9 1.0pt; mso-border-left-themecolor: accent4; mso-border-left-themetint: 191; mso-border-right-themecolor: accent4; mso-border-right-themetint: 191; mso-border-top-alt: solid #9F8AB9 1.0pt; mso-border-top-themecolor: accent4; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 123.9pt;" valign="top" width="165"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 64;"&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;a href="http://www.educaplay.com/es/recursoseducativos/65/rios_de_espana.htm" target="_blank"&gt;Sopa &lt;/a&gt;Ríos &lt;/div&gt;
&lt;/td&gt;
  &lt;td style="background: #BFB1D0; border-bottom: solid #9F8AB9 1.0pt; border-left: none; border-right: solid #9F8AB9 1.0pt; border-top: none; height: 36.15pt; mso-background-themecolor: accent4; mso-background-themetint: 127; mso-border-bottom-themecolor: accent4; mso-border-bottom-themetint: 191; mso-border-left-alt: solid #9F8AB9 1.0pt; mso-border-left-themecolor: accent4; mso-border-left-themetint: 191; mso-border-right-themecolor: accent4; mso-border-right-themetint: 191; mso-border-top-alt: solid #9F8AB9 1.0pt; mso-border-top-themecolor: accent4; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 123.95pt;" valign="top" width="165"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 64;"&gt;
&amp;nbsp; &lt;a href="http://mapasinteractivos.didactalia.net/comunidad/mapasflashinteractivos/recurso/Rios-de-Espa%C3%B1a-Como-se-llama-Facil/1d732cd9-e25e-4ce5-a5ce-6c9075767235" target="_blank"&gt;Rios &lt;/a&gt;localiza &lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style="height: 36.15pt; mso-yfti-irow: 1; mso-yfti-lastrow: yes;"&gt;
  &lt;td style="background: #DFD8E8; border-top: none; border: solid #9F8AB9 1.0pt; height: 36.15pt; mso-background-themecolor: accent4; mso-background-themetint: 63; mso-border-themecolor: accent4; mso-border-themetint: 191; mso-border-top-alt: solid #9F8AB9 1.0pt; mso-border-top-themecolor: accent4; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 123.9pt;" valign="top" width="165"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 4;"&gt;
Relevo &lt;a href="http://www.educa.jcyl.es/educacyl/cm/zonaalumnos/tkPopUp?pgseed=1232323900850&amp;amp;idContent=45835&amp;amp;locale=es_ES&amp;amp;textOnly=false" target="_blank"&gt;localiza &lt;/a&gt;rótulo &lt;/div&gt;
&lt;/td&gt;
  &lt;td style="background: #DFD8E8; border-bottom: solid #9F8AB9 1.0pt; border-left: none; border-right: solid #9F8AB9 1.0pt; border-top: none; height: 36.15pt; mso-background-themecolor: accent4; mso-background-themetint: 63; mso-border-bottom-themecolor: accent4; mso-border-bottom-themetint: 191; mso-border-left-alt: solid #9F8AB9 1.0pt; mso-border-left-themecolor: accent4; mso-border-left-themetint: 191; mso-border-right-themecolor: accent4; mso-border-right-themetint: 191; mso-border-top-alt: solid #9F8AB9 1.0pt; mso-border-top-themecolor: accent4; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 123.9pt;" valign="top" width="165"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;
&amp;nbsp; &lt;a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/QUINTO/datos/02_Cmedio/datos/05rdi/ud09/02.htm" target="_blank"&gt;Costas &lt;/a&gt;España &lt;/div&gt;
&lt;/td&gt;
  &lt;td style="background: #DFD8E8; border-bottom: solid #9F8AB9 1.0pt; border-left: none; border-right: solid #9F8AB9 1.0pt; border-top: none; height: 36.15pt; mso-background-themecolor: accent4; mso-background-themetint: 63; mso-border-bottom-themecolor: accent4; mso-border-bottom-themetint: 191; mso-border-left-alt: solid #9F8AB9 1.0pt; mso-border-left-themecolor: accent4; mso-border-left-themetint: 191; mso-border-right-themecolor: accent4; mso-border-right-themetint: 191; mso-border-top-alt: solid #9F8AB9 1.0pt; mso-border-top-themecolor: accent4; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 123.95pt;" valign="top" width="165"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;
&amp;nbsp;Rios e &lt;a href="http://www.cuadernosdigitalesvindel.com/juegos/juego_rios_espa.php" target="_blank"&gt;afluentes&lt;/a&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&amp;nbsp;&lt;/center&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</description><link>http://medionaturalesocial.blogspot.com/2013/03/paseando-por-espana.html</link><thr:total>0</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-4183341209966857905</guid><pubDate>Sun, 03 Mar 2013 10:09:00 +0000</pubDate><atom:updated>2013-03-03T11:09:13.877+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">ACTIVIDADE</category><category domain="http://www.blogger.com/atom/ns#">Europa física</category><title>Xeografía de Europa</title><description>&lt;br /&gt;
Temos aquí o mapa físico de Europa:&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://content.screencast.com/users/suesmoris/folders/Jing/media/7f136aad-1e65-4f43-872b-4677e0e86f80/Relevo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="368" src="http://content.screencast.com/users/suesmoris/folders/Jing/media/7f136aad-1e65-4f43-872b-4677e0e86f80/Relevo.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Para poñer en práctica os teus coñecementos tes estes xogos:&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; a) Identifica no &lt;a href="http://www.e-vocacion.es/files/html/143315/recursos/la/U10/pages/recursos/143315_P131/es_carcasa.html" target="_blank"&gt;mapa &lt;/a&gt;as unidades de relevo.&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; b) Características dos ríos. &lt;a href="http://www.e-vocacion.es/files/html/143315/recursos/la/U10/pages/recursos/143315_P138_2/es_carcasa.html" target="_blank"&gt;Vertentes&lt;/a&gt;. &lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; c) &lt;a href="http://www.e-vocacion.es/files/html/143315/recursos/la/U10/pages/recursos/143315_P138_4/es_carcasa.html" target="_blank"&gt;Encrucillado &lt;/a&gt;de ríos e relevo.&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; d) &lt;a href="http://www.e-vocacion.es/files/html/143315/recursos/la/U10/pages/recursos/143315_P138_1/es_carcasa.html" target="_blank"&gt;Test &lt;/a&gt;de ríos e relevo.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</description><link>http://medionaturalesocial.blogspot.com/2013/03/xeografia-de-europa.html</link><thr:total>0</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-8562913282184246347</guid><pubDate>Wed, 16 Jan 2013 21:48:00 +0000</pubDate><atom:updated>2013-01-19T13:44:05.952+01:00</atom:updated><title>A Hidrosfera e a Atmosfera.</title><description>Neste tema estamos a traballar as capas que forman o noso planeta.&lt;br /&gt;
&lt;br /&gt;
&lt;span style="color: blue;"&gt;1) Xeosfera.&lt;/span&gt;&lt;br /&gt;
&lt;span style="color: blue;"&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style="color: blue;"&gt;2) Hidrosfera&lt;/span&gt;&lt;br /&gt;
&lt;span style="color: blue;"&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style="color: blue;"&gt;3) Atmosfera&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Estas son as capas da Xeosfera&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://www.juntadeandalucia.es/averroes/carambolo/WEB%20JCLIC2/Agrega/Medio/Tierra/Del%20sistema%20solar%20a%20nuestro%20planeta/contenido/cm08_oa02_es/index.html" target="_blank"&gt;&lt;img border="0" height="192" src="http://4.bp.blogspot.com/_7jk0Fmc7eRk/TU11x5TRvzI/AAAAAAAAFv0/JFuFQLtN6GE/s320/capastierra.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
A atmosfera tamén consta de varias capas. Así nolo explican neste vídeo:&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;iframe frameborder="0" height="360" scrolling="no" src="http://practicopedia.lainformacion.com/videoservices/entuweb?id=10713&amp;amp;id_video=276513145&amp;amp;width=669&amp;amp;height=460&amp;amp;time=&amp;amp;OAS_path=www.lainformacion.com/practicopedia/educacion/ciencias-naturales/articulos" width="560"&gt;&lt;/iframe&gt;

Para practicar coas capas da Atmosfera preme &lt;a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/SEXTO/datos/02_Cono/datos/05rdi/09/01.htm" target="_blank"&gt;aquí&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
Estas son as capas da Hidrosfera:&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/-IlmXvow9uJc/TYbW518CKXI/AAAAAAAAG3c/Q9bRmcyPzQ0/s1600/MapaConceptualDeLaHidrosfera.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://1.bp.blogspot.com/-IlmXvow9uJc/TYbW518CKXI/AAAAAAAAG3c/Q9bRmcyPzQ0/s400/MapaConceptualDeLaHidrosfera.jpg" width="400" /&gt;&amp;nbsp;&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 class="separator" style="clear: both; text-align: center;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
Tamén estivemos a repasar o proceso de representación dun climograma. Se queres velo, podes ir a esta &lt;a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/SEXTO/datos/02_Cono/datos/05rdi/09/02.htm" target="_blank"&gt;páxina&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
Para saber como se interpreta un climograma.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://www.primaria.librosvivos.net/archivosCMS/3/3/16/usuarios/103294/9/6EP_Cono_cas_ud10_Climograma/frame_prim.swf" target="_blank"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-xqwr2QMgicQ/Ti33u9TsAKI/AAAAAAAAKCY/o5Frb1T-78Q/s400/climograma1.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
</description><link>http://medionaturalesocial.blogspot.com/2013/01/a-hidrosfera-e-atmosfera.html</link><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="http://4.bp.blogspot.com/_7jk0Fmc7eRk/TU11x5TRvzI/AAAAAAAAFv0/JFuFQLtN6GE/s72-c/capastierra.png" width="72"/><thr:total>0</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-1315956310826812787</guid><pubDate>Wed, 16 Jan 2013 21:05:00 +0000</pubDate><atom:updated>2013-01-16T22:07:42.715+01:00</atom:updated><title>Musical de Grease</title><description>Retrocedemos no tempo mais no é un tema de Historia...&lt;br /&gt;
&lt;iframe allowfullscreen="allowfullscreen" frameborder="0" height="315" src="http://www.youtube.com/embed/i53EC53p8xg?rel=0" width="420"&gt;&lt;/iframe&gt;

&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;Proximamente saberedes porque temos aquí o musical de Grease!</description><link>http://medionaturalesocial.blogspot.com/2013/01/musical-de-grease.html</link><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://img.youtube.com/vi/i53EC53p8xg/default.jpg" width="72"/><thr:total>0</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-4972914836550305096</guid><pubDate>Mon, 26 Nov 2012 19:12:00 +0000</pubDate><atom:updated>2012-11-26T20:12:52.266+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">ACTIVIDADE</category><category domain="http://www.blogger.com/atom/ns#">LECTURA</category><category domain="http://www.blogger.com/atom/ns#">Tema 5.6: Ser Humano e Ecosistemas</category><title>O Ser humano nos Ecosistemas.</title><description>&lt;br /&gt;
Neste tema continuamos co traballo sobre os Ecosistemas pero veremos a influencia do Ser humano neles.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;ol&gt;
&lt;li&gt;Con esta actividade podemos ver no terceiro apartado: as &lt;b&gt;alteracións &lt;/b&gt;(modificacións) e os &lt;b&gt;recursos naturais&lt;/b&gt; que obtemos dos ecosistemas. &lt;/li&gt;
&lt;/ol&gt;
&lt;br /&gt;
&lt;br /&gt;
&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://www.clarionweb.es/4_curso/c_medio/cm_405.htm" target="_blank"&gt;&lt;img border="0" height="211" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvClbnE_sg9RqVU8ITahC2Mc3O2q3KpibAJWEyj3FxgwyZj1biChLsoq0jc8kc8KLrnZwPz8j9Foguog3kzXgboaFiQ2gpGcmI6Ks-MZ0FnWk1EYMxYdfj-J5qmNcF6oAIW2nGUx48vG4/s320/ee.png" width="320" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;
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&lt;div class="separator" style="clear: both; text-align: left;"&gt;
O Cambio Climático é unha das consecuencias da influencia do ser humano nos ecosistemas. Para entendelo mellor leremos este cómic titulado: " Palmira e Marcial odisea Medioambiental".&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: left;"&gt;
&lt;br /&gt;&lt;/div&gt;
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</description><link>http://medionaturalesocial.blogspot.com/2012/11/o-ser-humano-nos-ecosistemas.html</link><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvClbnE_sg9RqVU8ITahC2Mc3O2q3KpibAJWEyj3FxgwyZj1biChLsoq0jc8kc8KLrnZwPz8j9Foguog3kzXgboaFiQ2gpGcmI6Ks-MZ0FnWk1EYMxYdfj-J5qmNcF6oAIW2nGUx48vG4/s72-c/ee.png" width="72"/><thr:total>0</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author><enclosure length="20156" type="application/x-shockwave-flash" url="http://static.issuu.com/webembed/viewers/style1/v2/IssuuReader.swf"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>Neste tema continuamos co traballo sobre os Ecosistemas pero veremos a influencia do Ser humano neles. Con esta actividade podemos ver no terceiro apartado: as alteracións (modificacións) e os recursos naturais que obtemos dos ecosistemas. &amp;nbsp; O Cambio Climático é unha das consecuencias da influencia do ser humano nos ecosistemas. Para entendelo mellor leremos este cómic titulado: " Palmira e Marcial odisea Medioambiental". Continuará...</itunes:subtitle><itunes:author>Susana Esmorís Fernández</itunes:author><itunes:summary>Neste tema continuamos co traballo sobre os Ecosistemas pero veremos a influencia do Ser humano neles. Con esta actividade podemos ver no terceiro apartado: as alteracións (modificacións) e os recursos naturais que obtemos dos ecosistemas. &amp;nbsp; O Cambio Climático é unha das consecuencias da influencia do ser humano nos ecosistemas. Para entendelo mellor leremos este cómic titulado: " Palmira e Marcial odisea Medioambiental". Continuará...</itunes:summary><itunes:keywords>Conocimiento,del,Medio,Primaria</itunes:keywords></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-3677370502329964181</guid><pubDate>Wed, 21 Nov 2012 18:53:00 +0000</pubDate><atom:updated>2012-11-26T17:27:38.497+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">ACTIVIDADE</category><category domain="http://www.blogger.com/atom/ns#">TEMA 4.6º: ECOSISTEMAS</category><title>Práctica coa rede alimenticia</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;
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" width="400" /&gt;&amp;nbsp;&lt;/div&gt;
&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Repaso da actividade realizada na aula:&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Cadea 1:&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
landra (produtor) -&amp;nbsp; rato (consumidor 1) - bufo (consumidor 2)&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Cadea 2:&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
freseira (produtor) - Caracol (consumidor1) .- rato (consumidor 2) - bufo (conumidor 3)&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Cadea 3:&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
freseira (produtor)-&amp;nbsp; paxaro (consumidor 1)&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Cadea 4:&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Planta
 (produtor) -. cempés (consumidor 1) - lagarto (consumidor 2)&amp;nbsp; - serpe 
(consumidor 3) - erizo (neste caso é tamen 3 porque é outro canívoro que
 come a outro canívoro, no é nin depredador nin preeiro nin un ser 
descompoñedor).&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Cadea 5:&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
planta (produtor) - caracol (consumidor 1) rato (consumirdor 2) - bufo (consumidor 3).&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;----Un
 exemplo: o bufo participa en varias cadeas. A veces como consumidor 
secundario (porque come a seres que son hervívoros), e outras veces como
 consumidor terciario (porque se alimenta de outros carnívoros.&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;----
 Tamén temos un omnívoro pero sabémolo ao observar varias cadeas 
alimentícias: o rato. Nunha cadea aliméntase de landras e noutra do 
caracol ( primario e secundario) .&amp;nbsp;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;Digamos que cambia de menú :)&amp;nbsp;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;b&gt;Outra práctica:&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://www.clarionweb.es/4_curso/c_medio/cm_405.htm" target="_blank"&gt;&lt;img border="0" height="211" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvClbnE_sg9RqVU8ITahC2Mc3O2q3KpibAJWEyj3FxgwyZj1biChLsoq0jc8kc8KLrnZwPz8j9Foguog3kzXgboaFiQ2gpGcmI6Ks-MZ0FnWk1EYMxYdfj-J5qmNcF6oAIW2nGUx48vG4/s320/ee.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;b&gt;Recomendo facer as dúas primeiras tarefas. &lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
</description><link>http://medionaturalesocial.blogspot.com/2012/11/repaso-da-actividade-realizada-na-aula.html</link><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvClbnE_sg9RqVU8ITahC2Mc3O2q3KpibAJWEyj3FxgwyZj1biChLsoq0jc8kc8KLrnZwPz8j9Foguog3kzXgboaFiQ2gpGcmI6Ks-MZ0FnWk1EYMxYdfj-J5qmNcF6oAIW2nGUx48vG4/s72-c/ee.png" width="72"/><thr:total>0</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-4057986753865885313</guid><pubDate>Tue, 20 Nov 2012 20:22:00 +0000</pubDate><atom:updated>2013-04-17T16:31:43.258+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">ACTIVIDADE</category><category domain="http://www.blogger.com/atom/ns#">TEMA 4.6º: ECOSISTEMAS</category><category domain="http://www.blogger.com/atom/ns#">VÍDEO</category><title>Os Escosistemas: as relacións entre especies.</title><description>Neste video podemos ver un exemplo de Mutualismo entre dúas especies.&lt;br /&gt;
&lt;br /&gt;
&lt;iframe allowfullscreen="allowfullscreen" frameborder="0" height="360" src="https://www.youtube.com/embed/3HppEVZP2yI?feature=player_detailpage" width="640"&gt;&lt;/iframe&gt;

&lt;br /&gt;
&lt;br /&gt;
Outro tipo de relacións que se dan entre distintas especies son o comensalismo e o parasitismo.&lt;br /&gt;
&lt;br /&gt;
Para practicar, faremos esta &lt;a href="https://docs.google.com/document/d/10Ad4v8bz6CDXVnAYhjXnMWQPpoeFAuPPHG0-f62BYPo/edit" target="_blank"&gt;actividade&lt;/a&gt;.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
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&lt;br /&gt;</description><link>http://medionaturalesocial.blogspot.com/2012/11/os-escosistemas-as-relacions-entre.html</link><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://img.youtube.com/vi/3HppEVZP2yI/default.jpg" width="72"/><thr:total>0</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-7784727377766844973</guid><pubDate>Tue, 13 Nov 2012 20:04:00 +0000</pubDate><atom:updated>2012-11-13T21:04:32.141+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">CELEBRACIÓNS</category><title>Magosto!</title><description>&lt;b&gt;&lt;span style="color: purple;"&gt;&lt;span style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;Hoxe celebramos o Magosto:&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisT495wg_DA35palMqaX1X9BacECWguBzX_iDmhayjFsQY5tbAt_Mjm-jzbDzpwGUa5rqDZ-D8HpssjRIuD9XaTHTa2a_4YNZC8G-_NiSdXyFgeTDrUvi6fJpUGPDHKdGRQgSdxtSvA08/s1600/2012-11-13+13.52.28.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisT495wg_DA35palMqaX1X9BacECWguBzX_iDmhayjFsQY5tbAt_Mjm-jzbDzpwGUa5rqDZ-D8HpssjRIuD9XaTHTa2a_4YNZC8G-_NiSdXyFgeTDrUvi6fJpUGPDHKdGRQgSdxtSvA08/s400/2012-11-13+13.52.28.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-3PkZyn-8NVDAu_BRhwcrfaHLpZbNC_ziXlFlGUe5vNIpTBchUZJSJWR5T_PIeyY8h9nENcsLMHsfniyJUQNiHQ2YwAYuFzmXKxKtjXu-ihxRPHspNgzSufaDe3S5_h-jOF4kWlyxgRE/s1600/2012-11-13+13.05.32.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-3PkZyn-8NVDAu_BRhwcrfaHLpZbNC_ziXlFlGUe5vNIpTBchUZJSJWR5T_PIeyY8h9nENcsLMHsfniyJUQNiHQ2YwAYuFzmXKxKtjXu-ihxRPHspNgzSufaDe3S5_h-jOF4kWlyxgRE/s400/2012-11-13+13.05.32.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjFE9yOynAw80Rild9sy8uEjawxwP87dpOwnkNQ2CRoLWLBImT7WxWiH5WznZkKLZ1ixfCW-HTxIJ3e-2gkBlw6qXkPVBqgDhsdM72Y7RwZZRV_Kq8-vwLwOMU-Tw719uHjIsFBu_5L-E/s1600/2012-11-13+13.07.14.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjFE9yOynAw80Rild9sy8uEjawxwP87dpOwnkNQ2CRoLWLBImT7WxWiH5WznZkKLZ1ixfCW-HTxIJ3e-2gkBlw6qXkPVBqgDhsdM72Y7RwZZRV_Kq8-vwLwOMU-Tw719uHjIsFBu_5L-E/s400/2012-11-13+13.07.14.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</description><link>http://medionaturalesocial.blogspot.com/2012/11/magosto.html</link><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisT495wg_DA35palMqaX1X9BacECWguBzX_iDmhayjFsQY5tbAt_Mjm-jzbDzpwGUa5rqDZ-D8HpssjRIuD9XaTHTa2a_4YNZC8G-_NiSdXyFgeTDrUvi6fJpUGPDHKdGRQgSdxtSvA08/s72-c/2012-11-13+13.52.28.JPG" width="72"/><thr:total>1</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-491083844157226036</guid><pubDate>Thu, 08 Nov 2012 21:34:00 +0000</pubDate><atom:updated>2012-11-08T22:34:56.012+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">ACTIVIDADE</category><category domain="http://www.blogger.com/atom/ns#">LECTURA</category><category domain="http://www.blogger.com/atom/ns#">TEMA 4.6º: ECOSISTEMAS</category><title>Os Ecosistemas</title><description>&lt;br /&gt;
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&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Neste tema imos coñecer&lt;/span&gt;&lt;br /&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;- Que son os ecosistemas&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;- Que elementos os compoñen&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;- Tipos de ecosistemas &lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;- Que tipo de relecións se establen neles.&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;- Que son as cardeas e as redes alimenticias. &lt;/span&gt;&lt;br /&gt;
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A relación de &lt;a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/SEXTO/datos/02_Cono/datos/05rdi/04/02.htm" target="_blank"&gt;Alimentación&lt;/a&gt;.&lt;br /&gt;
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Outras &lt;a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/SEXTO/datos/02_Cono/datos/05rdi/04/03.htm" target="_blank"&gt;relaciòns &lt;/a&gt;entre os seres vivos&lt;br /&gt;
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Os ecosistemas: actividade de repaso&lt;br /&gt;
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&lt;a href="http://engalego.es/curso/lim/ecosistemas1/ecosistemas.html" target="_blank"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib2BQiSOzi4r2LOkbjVNcE2L8RrwXg2-Ut_605t_gH32R3UjTtY70AvH2hz2ClWFWIWFg5LLeGre8f1m_GakrpyuIO0zbmFWsNP5zI42htZAvDpt7qrBIcS0B1vVSZ8SQ6fqRl57n02Kpa/s320/ecosistemaslim.png" /&gt;&lt;/a&gt;&lt;/div&gt;
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Os Ecosistemas de España:&lt;br /&gt;
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&lt;a href="http://www.edu.xunta.es/espazoAbalar/sites/espazoAbalar/files/datos/1285227645/contido/index.html" target="_blank"&gt;&lt;img border="0" src="http://www.edu.xunta.es/espazoAbalar/sites/espazoAbalar/files/imagecache/recursos/datos/1285227645/ecosistemas.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href="http://www.vexetaciondegalicia.es/index.html" target="_blank"&gt;&lt;img border="0" height="30" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJqlLXbzQbG_xmdZolSjulwyrYSzTrUi2YT3s0_uo-V1EzEB7nXEQ-P-b3L5p4payEB44prljvxBLNJUXSE4VoUPJjMQFlfS0iZcEu0dAly5yLwtqese1fuD85ItVRwLGF3ZHbUovPrXk/s320/miniat.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</description><link>http://medionaturalesocial.blogspot.com/2012/11/os-ecosistemas.html</link><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib2BQiSOzi4r2LOkbjVNcE2L8RrwXg2-Ut_605t_gH32R3UjTtY70AvH2hz2ClWFWIWFg5LLeGre8f1m_GakrpyuIO0zbmFWsNP5zI42htZAvDpt7qrBIcS0B1vVSZ8SQ6fqRl57n02Kpa/s72-c/ecosistemaslim.png" width="72"/><thr:total>0</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-8115831357771550102</guid><pubDate>Tue, 30 Oct 2012 22:34:00 +0000</pubDate><atom:updated>2012-10-30T23:36:08.508+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">CELEBRACIÓNS</category><category domain="http://www.blogger.com/atom/ns#">VÍDEO</category><title>Nesta noite de defuntos...</title><description>temos sesión de cinema na aula!!&lt;br /&gt;
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Primeiro, unha curtametraxe de animación baseada nun relato de Anxel Fole. &lt;i&gt;"Na noite de defuntos nunha vila galega unha rapariga foxe da casa para ir casar co seu mozo. Esa mesma noite os veciños escoitan unhas misteriosas voces ..."&lt;/i&gt;

&lt;iframe allowfullscreen="allowfullscreen" frameborder="0" height="360" src="http://www.youtube.com/embed/AGlMx4z5-tQ?feature=player_detailpage" width="640"&gt;&lt;/iframe&gt;&lt;br /&gt;
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E agora, estoutra&amp;nbsp; de debuxos animados sobre o conto "Fiz, o colecionista de medos" de Fina Casalderey, da editorial OQO.&lt;br /&gt;
&lt;iframe allowfullscreen="allowfullscreen" frameborder="0" height="360" src="http://www.youtube.com/embed/M8PohQv_iBk?feature=player_detailpage" width="640"&gt;&lt;/iframe&gt;</description><link>http://medionaturalesocial.blogspot.com/2012/10/nesta-noite-de-defuntos.html</link><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://img.youtube.com/vi/AGlMx4z5-tQ/default.jpg" width="72"/><thr:total>0</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-2402945004607552789</guid><pubDate>Tue, 09 Oct 2012 19:14:00 +0000</pubDate><atom:updated>2012-10-09T21:14:51.524+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">A Reprodución humana</category><category domain="http://www.blogger.com/atom/ns#">ACTIVIDADE</category><title>A Reprodución Humana</title><description>&lt;div style="text-align: center;"&gt;
&lt;b&gt;Anatomía dos aparellos reprodutores.&lt;/b&gt;&lt;/div&gt;
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&lt;div style="color: blue;"&gt;
&amp;nbsp;Aquí podemos ver como é o aparello reprodutor masculino e o feminino.&lt;/div&gt;
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&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://www.clarionweb.es/5_curso/c_medio/cm504/cm50401.htm" target="_blank"&gt;&lt;img border="0" height="196" src="http://content.screencast.com/users/suesmoris/folders/Jing/media/57acfebb-9544-48d3-a778-d806a215d9b3/2012-10-09_2111.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
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Actividade 1: &lt;a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/SEXTO/Conocimiento/u02/0201.htm" target="_blank"&gt;Relaciona &lt;/a&gt;cada nome co lugar &lt;a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/SEXTO/Conocimiento/u02/0202.htm" target="_blank"&gt;correspondente&lt;/a&gt;. &lt;br /&gt;
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Actividade 2: Completa os encrucillados. &lt;a href="http://agrega.educacion.es/repositorio/11122009/17/es_2009121112_9105109/contenido/actividades/actividad3.htm" target="_blank"&gt;Feminino&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/a&gt;e&amp;nbsp; &amp;nbsp;&amp;nbsp; &lt;a href="http://agrega.educacion.es/repositorio/11122009/42/es_2009121112_9105101/contenido/actividades/actividad4.htm" target="_blank"&gt;Masculino&lt;/a&gt;&lt;br /&gt;
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Actividade 3: Repasamos os &lt;a href="http://www.librosvivos.net/smtc/homeTC.asp?TemaClave=1064" target="_blank"&gt;aparellos&lt;/a&gt;&lt;br /&gt;
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&lt;br /&gt;</description><link>http://medionaturalesocial.blogspot.com/2012/10/a-reproducion-humana.html</link><thr:total>0</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-8327890512207614773</guid><pubDate>Tue, 09 Oct 2012 18:24:00 +0000</pubDate><atom:updated>2012-10-09T20:24:03.181+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">A Reprodución humana</category><category domain="http://www.blogger.com/atom/ns#">ACTIVIDADE</category><title>A reprodución do ser humano.</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;
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&lt;b&gt;Nesta primeira actividade veremos:&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style="color: #a64d79;"&gt;
- Como é&amp;nbsp; o proceso da reprodución e os organos reprodutores.&lt;/div&gt;
&lt;div style="color: #a64d79;"&gt;
- Como se produce o embarazo&lt;/div&gt;
&lt;div style="color: #a64d79;"&gt;
- Que é unha ecografía&lt;/div&gt;
&lt;div style="color: #a64d79;"&gt;
- Como é o parto&lt;/div&gt;
&lt;div style="color: #a64d79;"&gt;
- Os primeiros coidados do bebé.&lt;/div&gt;
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&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://www.edu.xunta.es/espazoAbalar/sites/espazoAbalar/files/datos/1287563026/contido/index.html" target="_blank"&gt;&lt;img border="0" src="http://www.edu.xunta.es/espazoAbalar/sites/espazoAbalar/files/imagecache/recursos/datos/1287563026/Dibujo.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;
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Continuará... &lt;/div&gt;
</description><link>http://medionaturalesocial.blogspot.com/2012/10/a-reproducion-do-ser-humano.html</link><thr:total>0</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-6359693047927182012</guid><pubDate>Mon, 24 Sep 2012 20:20:00 +0000</pubDate><atom:updated>2012-09-24T22:20:50.191+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">ACTIVIDADE</category><category domain="http://www.blogger.com/atom/ns#">Plantas</category><title>A reprodución dos seres vivos: As Plantas</title><description>&lt;br /&gt;
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&lt;h3 style="color: #741b47;"&gt;
A reprodución dos seres vivos:&lt;/h3&gt;
&lt;h4&gt;
a) Os tipos de fecundación.&amp;nbsp; Unha era interna e a &lt;a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/SEXTO/datos/02_Cono/datos/05rdi/01/01.htm" target="_blank"&gt;outra..... &lt;/a&gt;&lt;/h4&gt;
&lt;h4&gt;
b) Ónde se pode producir o &lt;a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/SEXTO/datos/02_Cono/datos/05rdi/01/02.htm" target="_blank"&gt;desenvolvemento do embrión?&lt;/a&gt;&lt;/h4&gt;
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&lt;h3 style="color: purple;"&gt;
A reprodución das plantas: un pouco de repaso.&lt;/h3&gt;
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&lt;a href="http://www.clarionweb.es/5_curso/c_medio/cm506/cm50601.htm" target="_blank"&gt;&lt;img alt="reproplantas" class="size-full wp-image-2793 aligncenter" src="http://tic56.files.wordpress.com/2009/02/reproplantas.png?w=280" title="reproplantas" /&gt; lectura clarión web&amp;nbsp;&lt;/a&gt;&lt;br /&gt;
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A reprodución sexual das plantas: o seu &lt;a href="http://www.juntadeandalucia.es/averroes/carambolo/WEB%20JCLIC2/Agrega/Medio/Las%20plantas/contenido/cm07_oa04_es/index.html" target="_blank"&gt;proceso&lt;/a&gt;.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;a href="http://www.ceipjuanherreraalcausa.es/Recursosdidacticos/SEXTO/datos/02_Cono/datos/05rdi/01/03.htm" target="_blank"&gt;Clasifica &lt;/a&gt;as fases do proceso da reprodución sexual.&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
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&lt;div style="text-align: left;"&gt;
A reprodución &lt;a href="http://www.juntadeandalucia.es/averroes/carambolo/WEB%20JCLIC2/Agrega/Medio/Las%20plantas/contenido/cm07_oa05_es/index.html" target="_blank"&gt;asexual&lt;/a&gt;.&lt;/div&gt;
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&lt;/div&gt;
</description><link>http://medionaturalesocial.blogspot.com/2012/09/a-reproducion-dos-seres-vivos-as-plantas.html</link><thr:total>0</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-8107340417835463739</guid><pubDate>Tue, 04 Sep 2012 15:07:00 +0000</pubDate><atom:updated>2012-09-04T17:07:40.441+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">INFORMACIÓN DO BLOG</category><title>Curso 2012-13</title><description>Ola de novo raparigos/-as.&lt;br /&gt;
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Coméntovos que o inicio do curso :&lt;br /&gt;
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&lt;center&gt;
&lt;embed align="middle" allowscriptaccess="sameDomain" flashvars="mesg=(r)(r)VEMONOS o MERCORES DIA 12 DE SETEMBRO&amp;amp;bgcol=0xf16633" height="300" pluginspage="http://www.macromedia.com/go/getflashplayer" quality="high" src="http://www.crazyprofile.com/postit/post.swf" type="application/x-shockwave-flash" width="350" wmode="transparent"&gt;&lt;/embed&gt;&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/center&gt;
</description><link>http://medionaturalesocial.blogspot.com/2012/09/curso-2012-13.html</link><thr:total>0</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-3290539701766119274</guid><pubDate>Thu, 09 Aug 2012 07:26:00 +0000</pubDate><atom:updated>2012-08-24T10:28:25.388+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">VÍDEO</category><title>Estades a seguir as Olimpiadas?</title><description>Como dí o vídeo, este ano temos Medallas de Auga&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://www.rtve.es/alacarta/videos/telediario/medallas-agua-espana-para-mujeres-gallegos/1501917/" target="_blank"&gt;&lt;img border="0" height="181" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgymND07GrTTusbBaOciqmjglikX9gW_2-bUgDE7KfpuXlMsl7xXw5_1cwN24sYr7PXew2knvMPZSLs_qR80T-ZtlfMPuSWBmw7O3D8DHAa0AAlubiE9S2HVL3QxstV7__HmFOf0TXieIM/s320/ScreenHunter_01+Aug.+09+09.21.gif" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
Pero ainda hai que engadirlle as dúas que acadamos onte en taekwondo e as que temos en xogo...&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
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&lt;div style="text-align: left;"&gt;
Que pasada!!&lt;br /&gt;
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&lt;i&gt;P.D. Como vexo que vos gustou, tedes aquí un &lt;a href="http://www.operacionesdecathlon.es/teamquiz2/index.php" target="_blank"&gt;&lt;span style="color: purple;"&gt;QUIZ dos deportes de Equipo&amp;nbsp; &lt;/span&gt;&lt;/a&gt;( so tedes que crear un usuario e contrasinal e poñer en práctica os vosos coñecementos!!).&lt;/i&gt;&lt;/div&gt;
</description><link>http://medionaturalesocial.blogspot.com/2012/08/estades-seguir-as-olimpiadas.html</link><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgymND07GrTTusbBaOciqmjglikX9gW_2-bUgDE7KfpuXlMsl7xXw5_1cwN24sYr7PXew2knvMPZSLs_qR80T-ZtlfMPuSWBmw7O3D8DHAa0AAlubiE9S2HVL3QxstV7__HmFOf0TXieIM/s72-c/ScreenHunter_01+Aug.+09+09.21.gif" width="72"/><thr:total>6</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-8800532832587023294</guid><pubDate>Sun, 24 Jun 2012 20:01:00 +0000</pubDate><atom:updated>2012-07-05T10:00:59.634+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">CELEBRACIÓNS</category><title>Bo Verán</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgb1hWDgRyAOPAuhXaYINuH1dETyQMeSkU9G2hFjDWkTCsiV3qGxYV5OdsvsBi5HOXsrtVsxafRAqNSFX9iWjmidufmJRWfQ78cwfGECbl9UZtY9dQOU_bLRK-vdPE61qi-6sbutLedAwg/s1600/w6dKuW1340570688.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgb1hWDgRyAOPAuhXaYINuH1dETyQMeSkU9G2hFjDWkTCsiV3qGxYV5OdsvsBi5HOXsrtVsxafRAqNSFX9iWjmidufmJRWfQ78cwfGECbl9UZtY9dQOU_bLRK-vdPE61qi-6sbutLedAwg/s1600/w6dKuW1340570688.gif" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div style="color: blue; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;
Ola raparigos/-as!&lt;/div&gt;
&lt;div style="color: blue; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;
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&lt;div style="color: blue; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;
Deixovos aquí un pequeno resumo do último día de clase...&lt;/div&gt;
&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;
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&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;
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&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;
&lt;span style="color: purple;"&gt;1º Festa rachada: &lt;/span&gt;&lt;/div&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/AVvXsEjEsX7pLzrH7L-AY-BKSFfub2yoCr23lSreIi8eP4GOojEHhoN9kAHot3eVEy7JmdKOQHlAkbsb7DZG7Xy_WRxoUvROtFWNd0kPjw7JkQ5sKsKxvhWzSUTzrCJXOtJoLSLRq5EZXKE7zlc/s1600/IMG_8965.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEsX7pLzrH7L-AY-BKSFfub2yoCr23lSreIi8eP4GOojEHhoN9kAHot3eVEy7JmdKOQHlAkbsb7DZG7Xy_WRxoUvROtFWNd0kPjw7JkQ5sKsKxvhWzSUTzrCJXOtJoLSLRq5EZXKE7zlc/s320/IMG_8965.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&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/AVvXsEge3jNJTZPAu3uNppqYMXd4tLsw4rkL2bZhHJCf7xGtsk-vi1aDg8GeXP1ed6uDN1jWoveQ_U4FNWRGHWKtJezCaKcSAPm-B097EYSVkvi_1HGlf12CC6p-QPVeBn-xZhg0zf8FRufEVuc/s1600/IMG_8966.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge3jNJTZPAu3uNppqYMXd4tLsw4rkL2bZhHJCf7xGtsk-vi1aDg8GeXP1ed6uDN1jWoveQ_U4FNWRGHWKtJezCaKcSAPm-B097EYSVkvi_1HGlf12CC6p-QPVeBn-xZhg0zf8FRufEVuc/s320/IMG_8966.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&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/AVvXsEjNXjo-ZgUxDFO20JGuHn7X3zl9mFRu2YOJ1hY6fL_Jmw2MePkckbrB7DFn7CPI40aBJjfTwASKlbVFVY9JJ_KuOgdeWL4FP8-H55Uq2kbdh2qoeEhIxj54S1dGgZc2H93qRt_bVZjgr9Y/s1600/IMG_8967.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNXjo-ZgUxDFO20JGuHn7X3zl9mFRu2YOJ1hY6fL_Jmw2MePkckbrB7DFn7CPI40aBJjfTwASKlbVFVY9JJ_KuOgdeWL4FP8-H55Uq2kbdh2qoeEhIxj54S1dGgZc2H93qRt_bVZjgr9Y/s320/IMG_8967.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;
&lt;span style="color: purple;"&gt;E, despois, sorpresa para Guille que no vindeiro curso non estará connosco. :( &lt;/span&gt;&lt;/div&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/AVvXsEjiMIIlJzqVdzMHBG2Ffspn5IRWPtSEIhu9vEii5kzq_PIsvV5xm0WYZJlcA2CR8P4GUfClSjZqwCWRrhWViT05HL1kzCWaLZJb7zxyDvGysdv7gUh-fxXaIA0SxPKRjb5scRFxW45Ltbs/s1600/IMG_8968.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiMIIlJzqVdzMHBG2Ffspn5IRWPtSEIhu9vEii5kzq_PIsvV5xm0WYZJlcA2CR8P4GUfClSjZqwCWRrhWViT05HL1kzCWaLZJb7zxyDvGysdv7gUh-fxXaIA0SxPKRjb5scRFxW45Ltbs/s320/IMG_8968.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&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/AVvXsEj-sRvuVhjNIDxgWuj6e2D3F1sThXITU2EcjGgUNyTtbseXLQ7w3p6GG0_84IWs652coETtpxYi96s9h2L9D0dy-iAcNuVvuIWXkSROePUSGYgmIKqYh-Z2AktTuzBLYi7kynRyQYGwVDc/s1600/IMG_8969.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-sRvuVhjNIDxgWuj6e2D3F1sThXITU2EcjGgUNyTtbseXLQ7w3p6GG0_84IWs652coETtpxYi96s9h2L9D0dy-iAcNuVvuIWXkSROePUSGYgmIKqYh-Z2AktTuzBLYi7kynRyQYGwVDc/s320/IMG_8969.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&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/AVvXsEgzgkBspr6XYN6iqLCplI5ztzB_55ushYk92r0IUhcs2pVgbmZB91uUxkOxBYRqcoT_GsRe4HEAr7qVtqCoIlLkj9938kZG7m0xjbTuqMShxnRWBo69Bp2T_K1oeS4T96pRMzktdCBXMh8/s1600/IMG_8970.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzgkBspr6XYN6iqLCplI5ztzB_55ushYk92r0IUhcs2pVgbmZB91uUxkOxBYRqcoT_GsRe4HEAr7qVtqCoIlLkj9938kZG7m0xjbTuqMShxnRWBo69Bp2T_K1oeS4T96pRMzktdCBXMh8/s320/IMG_8970.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&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/AVvXsEgLKwegIq78C-N0T0coPqfzMrGGJxlqOGGLeWJ2YNI3Gyo773NxJa6zvjGGzazjZeUNL1R6OcyRLVVE7iLtOJgn2m0jDRWhVMx3cceMvFOyejBAvMH7d7xUevGDaVmvw2RrA5IbElInf8M/s1600/IMG_8971.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLKwegIq78C-N0T0coPqfzMrGGJxlqOGGLeWJ2YNI3Gyo773NxJa6zvjGGzazjZeUNL1R6OcyRLVVE7iLtOJgn2m0jDRWhVMx3cceMvFOyejBAvMH7d7xUevGDaVmvw2RrA5IbElInf8M/s320/IMG_8971.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;i&gt;pero, podemos aproveitar o blog para comunicarnos con el!!!&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style="text-align: center;"&gt;
&lt;b&gt;Un bico moi grande a tod@s&lt;/b&gt;&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
&lt;br /&gt;&lt;/div&gt;
Aquí temos o vídeo sorpresa:

&lt;br /&gt;
&lt;br /&gt;
&lt;center&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/5N1nmooEU1M?rel=0" width="420"&gt;&lt;/iframe&gt;&lt;/center&gt;</description><link>http://medionaturalesocial.blogspot.com/2012/06/ola-raparigos-as-deixovos-aqui-un.html</link><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgb1hWDgRyAOPAuhXaYINuH1dETyQMeSkU9G2hFjDWkTCsiV3qGxYV5OdsvsBi5HOXsrtVsxafRAqNSFX9iWjmidufmJRWfQ78cwfGECbl9UZtY9dQOU_bLRK-vdPE61qi-6sbutLedAwg/s72-c/w6dKuW1340570688.gif" width="72"/><thr:total>15</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-4182829974337217818</guid><pubDate>Thu, 14 Jun 2012 18:56:00 +0000</pubDate><atom:updated>2012-06-14T20:56:43.275+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">LECTURA</category><category domain="http://www.blogger.com/atom/ns#">Tema 14: A Prehistoria</category><category domain="http://www.blogger.com/atom/ns#">TEMA 14: PREHISTORIA</category><title>A idade dos Metais.</title><description>&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&amp;nbsp;&lt;/td&gt;&lt;td style="text-align: left;"&gt;Nesta imaxe podemos comprobar como era o proceso da Metalurxia.&lt;/td&gt;&lt;td style="text-align: center;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="text-align: center;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1Ts3LbErWOk_pt7uGYy6T9B6uPIvFqyzbmIWF1bgvrZP1nwQdOtYSxGguWceUz_xfTQRWH6Q80FXwmaa0caW6x8VPRmrzR1QiNy7_Sa_xSgGmVXZDi2o8lwLrw5lqX_s3cCe5f7X4Wg4/s1600/megal+004.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1Ts3LbErWOk_pt7uGYy6T9B6uPIvFqyzbmIWF1bgvrZP1nwQdOtYSxGguWceUz_xfTQRWH6Q80FXwmaa0caW6x8VPRmrzR1QiNy7_Sa_xSgGmVXZDi2o8lwLrw5lqX_s3cCe5f7X4Wg4/s640/megal+004.jpg" width="258" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6lYSfKF5jjQr6RR7-YAOLKSxGVzIMlE2I0gH7LoOESKxs63Rkxz97DJo3_0Lcz_bduRytmoqX2EsA8-5wqLM57ON_B7uqUReQcdZEF0IqLHOUg5svVvwoqUiLvqrSzqOrOXYryQ9fibM/s1600/megal+003.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6lYSfKF5jjQr6RR7-YAOLKSxGVzIMlE2I0gH7LoOESKxs63Rkxz97DJo3_0Lcz_bduRytmoqX2EsA8-5wqLM57ON_B7uqUReQcdZEF0IqLHOUg5svVvwoqUiLvqrSzqOrOXYryQ9fibM/s640/megal+003.jpg" width="464" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Editorial Santillana&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;br /&gt;
Foi durante a IDADE DOS METAIS cando se realizaron os petroglifos ainda que, comezaron a realizarse xa durante a Etapa do Neolítico.</description><link>http://medionaturalesocial.blogspot.com/2012/06/idade-dos-metais.html</link><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1Ts3LbErWOk_pt7uGYy6T9B6uPIvFqyzbmIWF1bgvrZP1nwQdOtYSxGguWceUz_xfTQRWH6Q80FXwmaa0caW6x8VPRmrzR1QiNy7_Sa_xSgGmVXZDi2o8lwLrw5lqX_s3cCe5f7X4Wg4/s72-c/megal+004.jpg" width="72"/><thr:total>2</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-4157561921512102879</guid><pubDate>Tue, 12 Jun 2012 18:59:00 +0000</pubDate><atom:updated>2012-06-12T21:35:13.862+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">LECTURA</category><category domain="http://www.blogger.com/atom/ns#">Tema 14: A Prehistoria</category><category domain="http://www.blogger.com/atom/ns#">TEMA 14: PREHISTORIA</category><title>A vida no Neolítico.</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgla45n7s9dtgSul90f9gepVcCychNmN5cBb03Ocvx0iskqs2g_2MqkiUqQqjsT0F-HFjIQ8ncyemK79u_DiKd5wWUE7AeiQh27NWj4ARpmbpr2DFWBeM1b3X7YnLpiQeVBetpm26pxGh4/s1600/megal+002.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&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/AVvXsEjQC3GGshilam7upDNOPZCHiY1_dpBEAfdl76JGUCKM-ICvc2QXDx-oaqE0WLjiGGUjAS77D4R8-F29dOZDkYiktiB5ShollLVXkip2KtZd76v_fwWITdVZTPseBr9KsXmyfPD9-EYJpGc/s1600/megal+001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;
Como sería a vida no Neolítico e cales son as diferenzas máis salientables co Paleolítico?&lt;br /&gt;
Que é iso do Megalitismo?&lt;br /&gt;
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&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Editorial Santillana.&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Editorial Santillana&lt;br /&gt;
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&lt;center&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/8tK1LXZ5ML4?rel=0" width="420"&gt;&lt;/iframe&gt;&lt;/center&gt;


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Practica con esta &lt;a href="http://www3.gobiernodecanarias.org/medusa/agrega/visualizar/es/es-ic_2010050913_9135101/false#" target="_blank"&gt;actividade&lt;/a&gt;. &lt;br /&gt;</description><link>http://medionaturalesocial.blogspot.com/2012/06/vida-no-neolitico.html</link><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimnZpxx8O3KEPMj_QT4rNNDnrbV99fHQtOqcob_bxrnAcy_9dTV8hpfsIFGr2-bUNbgCbNd5c8EeceuT3bIwmiHD_hLjGXvwH6JTazWWlxVolqKARUfItLSJhWxfQ4akYQs6du5lhs4vU/s72-c/neol+001.jpg" width="72"/><thr:total>1</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-5487598732374802457</guid><pubDate>Mon, 11 Jun 2012 16:50:00 +0000</pubDate><atom:updated>2012-06-19T09:30:55.664+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">LECTURA</category><category domain="http://www.blogger.com/atom/ns#">TEMA 14: PREHISTORIA</category><title>A Vida no Paleolítico.</title><description>&lt;div style="color: #741b47;"&gt;
&lt;b&gt;Como sería a vida no Paleolítico?&lt;/b&gt;&lt;/div&gt;
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Os alumnos tiveron que redatar como se imaxinan un día na vida no Paleolítico.&lt;br /&gt;
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&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjj7cmSzN9qSUUQ09frBDcPoiWgeDbZpgDo3YObK4MNi63bw6rneuxQ6pgYULZ30zP1RlCD4jSo_9ebImh7FIWgLxxhlmZGQqDZ7_HdtJu7hITybkFYDwyqS6sJvT-Q4-t5mEE7n_Uo1EQ/s1600/paleol+001.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="608" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjj7cmSzN9qSUUQ09frBDcPoiWgeDbZpgDo3YObK4MNi63bw6rneuxQ6pgYULZ30zP1RlCD4jSo_9ebImh7FIWgLxxhlmZGQqDZ7_HdtJu7hITybkFYDwyqS6sJvT-Q4-t5mEE7n_Uo1EQ/s640/paleol+001.jpg" width="640" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Editorial Santillana.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Editorial Santillana&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Editorial Santillana&lt;/td&gt;&lt;/tr&gt;
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&lt;a href="http://www3.gobiernodecanarias.org/medusa/agrega/ODE/es/es-ic_2010050913_9135101" target="_blank"&gt;Practica con esta actividade.&lt;/a&gt;
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&lt;b&gt;&lt;i&gt;Publicaremos as súas impresións. &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;


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&lt;a href="http://issuu.com/search?q=paleolitico" target="_blank"&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;</description><link>http://medionaturalesocial.blogspot.com/2012/06/vida-no-paleolitico.html</link><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjj7cmSzN9qSUUQ09frBDcPoiWgeDbZpgDo3YObK4MNi63bw6rneuxQ6pgYULZ30zP1RlCD4jSo_9ebImh7FIWgLxxhlmZGQqDZ7_HdtJu7hITybkFYDwyqS6sJvT-Q4-t5mEE7n_Uo1EQ/s72-c/paleol+001.jpg" width="72"/><thr:total>0</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author><enclosure length="20156" type="application/x-shockwave-flash" url="http://static.issuu.com/webembed/viewers/style1/v2/IssuuReader.swf"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>Como sería a vida no Paleolítico? Os alumnos tiveron que redatar como se imaxinan un día na vida no Paleolítico. Editorial Santillana. Editorial Santillana Editorial Santillana Practica con esta actividade. Publicaremos as súas impresións. &amp;nbsp; &amp;nbsp;&amp;nbsp;</itunes:subtitle><itunes:author>Susana Esmorís Fernández</itunes:author><itunes:summary>Como sería a vida no Paleolítico? Os alumnos tiveron que redatar como se imaxinan un día na vida no Paleolítico. Editorial Santillana. Editorial Santillana Editorial Santillana Practica con esta actividade. Publicaremos as súas impresións. &amp;nbsp; &amp;nbsp;&amp;nbsp;</itunes:summary><itunes:keywords>Conocimiento,del,Medio,Primaria</itunes:keywords></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4166077851941356734.post-6090585647943925264</guid><pubDate>Sun, 10 Jun 2012 21:34:00 +0000</pubDate><atom:updated>2012-06-10T23:34:03.535+02:00</atom:updated><title>O Paleolítico en España e Galicia.</title><description>&lt;div style="text-align: center;"&gt;
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Neste vídeo podemos ver un dos restos máis immportantes de España, e de Europa pois Altamira (Cantabria) é a cova na que se atoparon as pinturas rupestres mellor conservadas do Paleolìtico.&lt;br /&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;  &lt;br /&gt;
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&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/4TqdMEo4vXU?rel=0" width="420"&gt;&lt;/iframe&gt;&amp;nbsp;&lt;br /&gt;
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Resolvendo algúns interrogantes:&lt;br /&gt;
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En clase falabanmos de cal podía ser a esperanza de vida no Paleolítico- Neolítico e de cómo se curaban se é que o facían. Pois aquí temos a resposta extraída do "Diario de Atapuerca".&lt;br /&gt;
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&lt;a href="http://www.atapuerca.org/Lasaludylaprehistoria.pdf" target="_blank"&gt;La salud y la Prehistoria.&lt;/a&gt;&lt;br /&gt;
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&lt;a href="http://www.blogger.com/"&gt;&lt;span id="goog_286736078"&gt;&lt;/span&gt;Atapuerca&lt;span id="goog_286736079"&gt;&lt;/span&gt;&lt;/a&gt;.&lt;br /&gt;
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Atapuerca &lt;a href="http://www.atapuerca.org/patronato.pdf" target="_blank"&gt;manual&lt;/a&gt;.</description><link>http://medionaturalesocial.blogspot.com/2012/06/o-paleolitico-en-espana-e-galicia.html</link><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://img.youtube.com/vi/4TqdMEo4vXU/default.jpg" width="72"/><thr:total>0</thr:total><author>sef.esmoris@gmail.com (Susana Esmorís Fernández)</author></item></channel></rss>