<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-4411339657986617399</id><updated>2012-02-24T21:34:43.961+01:00</updated><category term='4º Educación  Infantil'/><category term='Escuela de familia'/><category term='2º ESO'/><category term='2ºEP'/><category term='5º EP'/><category term='5º Infantil'/><category term='4º EP'/><category term='Aula de PT'/><category term='Psicopedagoga'/><category term='5º Infantil.'/><category term='1º ESO'/><category term='3º de Infantil'/><category term='4º Educación Infantil'/><category term='3º ESO'/><category term='3º EP'/><category term='EI'/><category term='4º ESO'/><category term='1º EP'/><category term='6º EP'/><title type='text'>Colegio Nuestra Señora de la Salud (Xirivella)</title><subtitle type='html'>Este blog pretende ser una herramienta de comunicación entre padres y profesores</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://ntrasrasalud.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default?start-index=101&amp;max-results=100'/><author><name>José Luis</name><uri>http://www.blogger.com/profile/06054370160483491471</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://bp0.blogger.com/_xjH6mOlgCUU/RdmA0MhJsFI/AAAAAAAAAA0/wpm29eyXGP8/s400/pepelu.JPG'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>188</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-8311425912682677398</id><published>2012-02-24T21:22:00.002+01:00</published><updated>2012-02-24T21:34:44.140+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='6º EP'/><title type='text'>EXÁMENES Y ENTREGA TRABAJOS</title><content type='html'>Hola queridos alumnos/as:&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;ul&gt;&lt;li&gt;Como sabéis, el &lt;span style="font-weight: bold; color: rgb(0, 0, 0);"&gt;lunes &lt;/span&gt;tendremos el &lt;span style="font-weight: bold; color: rgb(0, 0, 0);"&gt;examen de coneixement del medi de la unidad 7&lt;/span&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;.&lt;/span&gt; Tenéis colgado en el blog el enlace que os he puesto esta tarde que os servirá de refuerzo y ampliación, según el caso. Y ese mismo día, y como &lt;span style="font-weight: bold; color: rgb(0, 0, 0);"&gt;fecha inamovible,&lt;/span&gt; no quiero excusas, la &lt;span style="color: rgb(0, 0, 0); font-weight: bold;"&gt;reentrega del pasaporte de lectura subsanando los errores (todo el mundo). &lt;/span&gt;&lt;/li&gt;&lt;li&gt;El &lt;span style="font-weight: bold;"&gt;jueves&lt;/span&gt; os recuerdo que nos vamos al &lt;span style="font-weight: bold;"&gt;PALAU de la Generalitat,&lt;/span&gt; para lo cual deberéis entregar el resguardo bancario con el pago del autobús.&lt;/li&gt;&lt;li&gt;Y el&lt;span style="color: rgb(0, 0, 0);"&gt; &lt;span style="font-weight: bold;"&gt;viernes&lt;/span&gt;&lt;/span&gt;&lt;span style="font-weight: bold; color: rgb(0, 0, 0);"&gt;,&lt;/span&gt; será el&lt;span style="font-weight: bold; color: rgb(0, 0, 0);"&gt;examen de la unidad 7 del área de matemáticas.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;Hay tiempo para todo, el secreto está en aprovecharlo bien y organizarse.&lt;br /&gt;¡Queda muy poco para acabar el 2º Tr., así que no os relajéis!&lt;br style="color: rgb(255, 204, 0);"&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-8311425912682677398?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/8311425912682677398'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/8311425912682677398'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/examenes-y-entrega-trabajos.html' title='EXÁMENES Y ENTREGA TRABAJOS'/><author><name>Victoria</name><uri>http://www.blogger.com/profile/00069106720005909504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-1371415487367420628</id><published>2012-02-20T18:27:00.004+01:00</published><updated>2012-02-20T18:44:29.273+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='6º EP'/><title type='text'>EXAMEN VERBOS</title><content type='html'>Buenas tardes chicos y chicas:&lt;br /&gt;&lt;br /&gt;Como comenté la semana pasada, esta semana habrá una prueba escrita de verbos en los tres modos que ya hemos dado: indicativo, subjuntivo e imperativo. Y tal y como he comprobado hoy en el aula, debéis repasar concienzudamente. Así que, para animaros a dicha tarea y que lo hagáis de una manera más amena, os dejo un enlace (el que hemos visto en clase esta mañana)  para que practiquéis. Cuando entréis en la página principal, iros a  la parte superior donde &lt;span style="font-weight: bold;"&gt;aparece subrayado lenguaje&lt;/span&gt; y s&lt;span style="font-weight: bold;"&gt;e desplegará la pestaña&lt;/span&gt;, es ahí donde tenéis que entrar &lt;span style="font-weight: bold;"&gt;en conjugaciones verbales.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;http://&lt;a href="http://www.clarionweb.es/6_curso/intro.htm"&gt;www.clarionweb.es/6_curso/intro.htm&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img style="width: 380px; height: 269px;" src="data:image/png;base64,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" alt="" /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-1371415487367420628?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/1371415487367420628'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/1371415487367420628'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/examen-verbos.html' title='EXAMEN VERBOS'/><author><name>Victoria</name><uri>http://www.blogger.com/profile/00069106720005909504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-489708120589673772</id><published>2012-02-17T12:48:00.003+01:00</published><updated>2012-02-17T12:58:42.534+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3º ESO'/><title type='text'>Música 3º E.S.O.</title><content type='html'>Viernes 24 febrero , examen tema 5 El Barroco.&lt;br /&gt;Aquí os dejo un mapa conceptual que os puede venir muy bien.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-KLEHEQSM54U/Tz5AaRq-vyI/AAAAAAAAAGQ/-Mu0RH72k-4/s1600/BArroco.jpg"&gt;&lt;img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 349px; DISPLAY: block; HEIGHT: 247px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5710072197716819746" border="0" alt="" src="http://4.bp.blogspot.com/-KLEHEQSM54U/Tz5AaRq-vyI/AAAAAAAAAGQ/-Mu0RH72k-4/s320/BArroco.jpg" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-489708120589673772?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/489708120589673772'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/489708120589673772'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/musica-3-eso.html' title='Música 3º E.S.O.'/><author><name>Ricardo</name><uri>http://www.blogger.com/profile/14721392033976126586</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-KLEHEQSM54U/Tz5AaRq-vyI/AAAAAAAAAGQ/-Mu0RH72k-4/s72-c/BArroco.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-782367252584675152</id><published>2012-02-17T12:42:00.003+01:00</published><updated>2012-02-17T12:58:56.222+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2º ESO'/><title type='text'>Religión 2º E.S.O.</title><content type='html'>El viernes día 24 de febrero, según acordamos entre todos realizaremos el examen de la unidad 5.&lt;br /&gt;Traed las preguntas que os he planteado hoy en clase hechas el próximo jueves y si las corregimos os resultarán de gran ayuda para el examen.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-782367252584675152?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/782367252584675152'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/782367252584675152'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/religion-2-eso.html' title='Religión 2º E.S.O.'/><author><name>Ricardo</name><uri>http://www.blogger.com/profile/14721392033976126586</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-9130819822528353106</id><published>2012-02-15T21:03:00.003+01:00</published><updated>2012-02-15T21:08:37.712+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='6º EP'/><title type='text'>RECURSOS MATEMÁTICAS</title><content type='html'>Estimadas familias:&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Os dejo un enlace que resulta muy útil para que sus hijos/as repasen cálculo de operaciones matemáticas de cualquier índole. Hay un apartado con un solucionario que ayuda a verificar las soluciones. Se trata de seleccionar las operaciones y la cantidad de dígitos con lso que queremos operar, y genera automáticamente las operaciones a realizar. Así que ya no tienen excusa para no practicar el cálculo. Espero que os sirva de ayuda, y sobre todo, a ellos/as.&lt;br /&gt;Un saludo.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://www.recursosdidacticos.es/operaciones/index.html"&gt;http://www.recursosdidacticos.es/operaciones/index.html&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-9130819822528353106?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/9130819822528353106'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/9130819822528353106'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/recursos-matematicas.html' title='RECURSOS MATEMÁTICAS'/><author><name>Victoria</name><uri>http://www.blogger.com/profile/00069106720005909504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-1013136907224191079</id><published>2012-02-15T20:29:00.002+01:00</published><updated>2012-02-15T20:37:21.217+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='6º EP'/><title type='text'>RECURS CONEIXEMENT DEL MEDI</title><content type='html'>Hola a tots i totes:&lt;br /&gt;Vos deixe un enllaç molt interessant tant per repassar continguts de la unitat que estem vient ara com per ampliar coneixements. L'únic inconvenient és que està en castellà, però, igualment, podeu mirar-ho com un recurs més.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.clarionweb.es/6_curso/c_medio/cm606/cm60601.htm"&gt;http://www.clarionweb.es/6_curso/c_medio/cm606/cm60601.htm&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.clarionweb.es/6_curso/c_medio/cm606/cm60601.htm"&gt;&lt;img style="width: 263px; height: 198px;" src="data:image/png;base64,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" alt="" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-1013136907224191079?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/1013136907224191079'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/1013136907224191079'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/recurs-coneixement-del-medi.html' title='RECURS CONEIXEMENT DEL MEDI'/><author><name>Victoria</name><uri>http://www.blogger.com/profile/00069106720005909504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-2696327563499665661</id><published>2012-02-15T16:15:00.002+01:00</published><updated>2012-02-15T16:16:35.733+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3º ESO'/><title type='text'>3r ESO Valencià</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-oaFpBvCwH_0/TzvLQ71bggI/AAAAAAAAAAk/I4Mca4yyI8w/s1600/contes+i+llegendes.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="320" src="http://2.bp.blogspot.com/-oaFpBvCwH_0/TzvLQ71bggI/AAAAAAAAAAk/I4Mca4yyI8w/s320/contes+i+llegendes.jpg" width="289" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;Hola a tots i a totes. Vos recorde que heu d'anar fent el treball sobre els contes per equips que vos vaig donar. No ho deixeu per a l'últim moment que al final tindreu exàmens i no hi haurà temps per a fer-ho.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;Ànims!!! Si teniu algun dubte o necessiteu alguna aclaració no dubteu en preguntar.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; font-size: small;"&gt;Toni&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-2696327563499665661?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/2696327563499665661'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/2696327563499665661'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/3r-eso-valencia.html' title='3r ESO Valencià'/><author><name>Toni</name><uri>http://www.blogger.com/profile/05490292610545741198</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-oaFpBvCwH_0/TzvLQ71bggI/AAAAAAAAAAk/I4Mca4yyI8w/s72-c/contes+i+llegendes.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-3578938260891014300</id><published>2012-02-15T15:34:00.002+01:00</published><updated>2012-02-15T15:39:41.319+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3º ESO'/><title type='text'>3º ESO: Examen de febrero de asignaturas pendientes de cursos anteriores</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-i0QGVBJS_6c/TzvDlNUVxdI/AAAAAAAAADY/OZgQjb2ZFB0/s1600/hallax.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 320px; height: 252px;" src="http://3.bp.blogspot.com/-i0QGVBJS_6c/TzvDlNUVxdI/AAAAAAAAADY/OZgQjb2ZFB0/s320/hallax.jpg" alt="" id="BLOGGER_PHOTO_ID_5709371996619785682" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Hola a todos: Los exámenes extraordinarios de febrero para alumnos de 3ºESO que tienen asignaturas pendientes de 2º ESO serán en las  siguientes fechas y horas:&lt;br /&gt;  Matemáticas de 2º ESO -----------&amp;gt; 28 de febrero a las 15:00 horas&lt;br /&gt;  Ciencias Naturales de 2º ESO -----&amp;gt; 29 de febrero a las  8:55 horas&lt;br /&gt;&lt;br /&gt;Por favor, repasa tus criterios pendientes.&lt;br /&gt;Buena suerte.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-3578938260891014300?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/3578938260891014300'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/3578938260891014300'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/3-eso-examen-de-febrero-de-asignaturas.html' title='3º ESO: Examen de febrero de asignaturas pendientes de cursos anteriores'/><author><name>Paco Soliva</name><uri>http://www.blogger.com/profile/10932147359892718077</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='19' height='32' src='http://1.bp.blogspot.com/-6pvtskQ-kOo/ToMpZcAeVfI/AAAAAAAAAAQ/WOHbbsPjAzw/s220/Lorin_Lord.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-i0QGVBJS_6c/TzvDlNUVxdI/AAAAAAAAADY/OZgQjb2ZFB0/s72-c/hallax.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-4795758596818785553</id><published>2012-02-15T15:25:00.006+01:00</published><updated>2012-02-15T15:42:27.108+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1º ESO'/><title type='text'>CIÈNCIES DE LA NATURALESA 1r</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-OTblrrRCLTE/TzvA0GhT4NI/AAAAAAAAAI0/APO8XbuDqIk/s1600/ciencias%2Bnaturales.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 241px;" src="http://1.bp.blogspot.com/-OTblrrRCLTE/TzvA0GhT4NI/AAAAAAAAAI0/APO8XbuDqIk/s320/ciencias%2Bnaturales.jpg" alt="" id="BLOGGER_PHOTO_ID_5709368953958293714" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Examen unitat 11: L'aigua a la Terra. L'hidrosfera&lt;br /&gt;&lt;br /&gt;Dimarts 21/02/2012&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-4795758596818785553?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/4795758596818785553'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/4795758596818785553'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/ciencies-de-la-naturaleza-1r.html' title='CIÈNCIES DE LA NATURALESA 1r'/><author><name>Salud</name><uri>http://www.blogger.com/profile/02248593159170323616</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-OTblrrRCLTE/TzvA0GhT4NI/AAAAAAAAAI0/APO8XbuDqIk/s72-c/ciencias%2Bnaturales.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-7078946436296846066</id><published>2012-02-15T15:25:00.005+01:00</published><updated>2012-02-15T15:34:25.840+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='4º ESO'/><title type='text'>4º ESO - Examen de Febrero de asignaturas pendientes de cursos anteriores</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-C5WpLrWEoVQ/TzvCSx6u0wI/AAAAAAAAADM/ZGP-sSkOVRs/s1600/233280a.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 200px; height: 200px;" src="http://3.bp.blogspot.com/-C5WpLrWEoVQ/TzvCSx6u0wI/AAAAAAAAADM/ZGP-sSkOVRs/s320/233280a.jpg" alt="" id="BLOGGER_PHOTO_ID_5709370580515345154" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Hola a todos: Los exámenes extraordinarios de febrero para alumnos de 4ºESO que tienen asignaturas pendientes de 3º ESO serán en las siguientes fechas y horas:&lt;br /&gt;     Física y Química de 3º ESO -----------&amp;gt; 27 de febrero a las 15:00 horas&lt;br /&gt;     Biología y Geología de 3º ESO ---------&amp;gt; 28 de febrero a las  8:50 horas&lt;br /&gt;&lt;br /&gt;Por favor, repasa tus criterios pendientes.&lt;br /&gt;Buena suerte.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-7078946436296846066?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/7078946436296846066'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/7078946436296846066'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/4-eso-examen-de-febrero-de-asignaturas.html' title='4º ESO - Examen de Febrero de asignaturas pendientes de cursos anteriores'/><author><name>Paco Soliva</name><uri>http://www.blogger.com/profile/10932147359892718077</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='19' height='32' src='http://1.bp.blogspot.com/-6pvtskQ-kOo/ToMpZcAeVfI/AAAAAAAAAAQ/WOHbbsPjAzw/s220/Lorin_Lord.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-C5WpLrWEoVQ/TzvCSx6u0wI/AAAAAAAAADM/ZGP-sSkOVRs/s72-c/233280a.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-1645490511893823501</id><published>2012-02-15T15:16:00.003+01:00</published><updated>2012-02-15T15:25:32.174+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='4º ESO'/><title type='text'>4º ESO - Examen de Física y Química: Trabajo y Energía Mecánica</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-_21r5J_fMv8/TzvAPaKNlDI/AAAAAAAAADA/l8U_bBdVQ_4/s1600/ENERG%25C3%258DA%2BCINETICA%2BY%2BPOTENCIAL.png"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 320px; height: 202px;" src="http://4.bp.blogspot.com/-_21r5J_fMv8/TzvAPaKNlDI/AAAAAAAAADA/l8U_bBdVQ_4/s320/ENERG%25C3%258DA%2BCINETICA%2BY%2BPOTENCIAL.png" alt="" id="BLOGGER_PHOTO_ID_5709368323574961202" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Lo que todos esperábais está a punto de ocurrir: ¡Gran examen de Física y Química sobre el Trabajo y la Energía Mecánica! ¿Es lo mismo el Trabajo en física que en la vida cotidiana? ¿La energía sólo transforma? Hemos estudiado estos conceptos y estamos dispuestos a demostrar lo que sabemos. Ánimo y a triunfar.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-1645490511893823501?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/1645490511893823501'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/1645490511893823501'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/4-eso-examen-de-fisica-y-quimica.html' title='4º ESO - Examen de Física y Química: Trabajo y Energía Mecánica'/><author><name>Paco Soliva</name><uri>http://www.blogger.com/profile/10932147359892718077</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='19' height='32' src='http://1.bp.blogspot.com/-6pvtskQ-kOo/ToMpZcAeVfI/AAAAAAAAAAQ/WOHbbsPjAzw/s220/Lorin_Lord.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-_21r5J_fMv8/TzvAPaKNlDI/AAAAAAAAADA/l8U_bBdVQ_4/s72-c/ENERG%25C3%258DA%2BCINETICA%2BY%2BPOTENCIAL.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-6101718636257930919</id><published>2012-02-15T15:14:00.001+01:00</published><updated>2012-02-15T15:24:55.022+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2º ESO'/><title type='text'>MATEMÁTICAS 2ºESO</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-PaJOFB9XlOs/TzvAJQiQaQI/AAAAAAAAAIo/ratizvNPd00/s1600/ciencia1.jpg.gif"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 186px;" src="http://3.bp.blogspot.com/-PaJOFB9XlOs/TzvAJQiQaQI/AAAAAAAAAIo/ratizvNPd00/s320/ciencia1.jpg.gif" alt="" id="BLOGGER_PHOTO_ID_5709368217912240386" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Examen Tema 7: Ecuaciones&lt;br /&gt;&lt;br /&gt;Viernes 17/02/2012&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-6101718636257930919?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/6101718636257930919'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/6101718636257930919'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/matematicas-2eso.html' title='MATEMÁTICAS 2ºESO'/><author><name>Salud</name><uri>http://www.blogger.com/profile/02248593159170323616</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-PaJOFB9XlOs/TzvAJQiQaQI/AAAAAAAAAIo/ratizvNPd00/s72-c/ciencia1.jpg.gif' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-1325246090809028361</id><published>2012-02-15T15:13:00.002+01:00</published><updated>2012-02-15T15:19:44.593+01:00</updated><title type='text'>TALLER DE AUTOESTIMA: Cómo mejorar la autoestima de los niños y adolescentes</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-8YL8xiReQqs/Tzu-3lUEmlI/AAAAAAAAAAc/2WFHH-HxLRE/s1600/n9341919230_741662_9619.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://4.bp.blogspot.com/-8YL8xiReQqs/Tzu-3lUEmlI/AAAAAAAAAAc/2WFHH-HxLRE/s320/n9341919230_741662_9619.jpg" alt="" id="BLOGGER_PHOTO_ID_5709366814740617810" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Hola familia:&lt;br /&gt;El próximo lunes 20 realizaremos un taller para mejorar nuestra autoestima y la de nuestros hijos.&lt;br /&gt;Nos vemos!&lt;br /&gt;Saida y Maribel&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-1325246090809028361?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/1325246090809028361'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/1325246090809028361'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/taller-de-autoestima-como-mejorar-la.html' title='TALLER DE AUTOESTIMA: Cómo mejorar la autoestima de los niños y adolescentes'/><author><name>Maribel</name><uri>http://www.blogger.com/profile/17481086673566780186</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-8YL8xiReQqs/Tzu-3lUEmlI/AAAAAAAAAAc/2WFHH-HxLRE/s72-c/n9341919230_741662_9619.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-1353682411590300942</id><published>2012-02-15T15:12:00.001+01:00</published><updated>2012-02-15T15:14:29.696+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1º ESO'/><title type='text'>MATEMÁTICAS 1ºESO</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-121j8fwjuEQ/Tzu9r9pERPI/AAAAAAAAAIc/5-RE7VKSvG0/s1600/ciencia1.jpg.gif"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 186px;" src="http://1.bp.blogspot.com/-121j8fwjuEQ/Tzu9r9pERPI/AAAAAAAAAIc/5-RE7VKSvG0/s320/ciencia1.jpg.gif" alt="" id="BLOGGER_PHOTO_ID_5709365515601069298" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Examen Tema 6: proporcionalidad.&lt;br /&gt;&lt;br /&gt;Viernes 17/02/2012&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-1353682411590300942?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/1353682411590300942'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/1353682411590300942'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/matematicas-1eso.html' title='MATEMÁTICAS 1ºESO'/><author><name>Salud</name><uri>http://www.blogger.com/profile/02248593159170323616</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-121j8fwjuEQ/Tzu9r9pERPI/AAAAAAAAAIc/5-RE7VKSvG0/s72-c/ciencia1.jpg.gif' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-6549420676493139089</id><published>2012-02-15T15:10:00.006+01:00</published><updated>2012-02-15T15:19:56.066+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2ºEP'/><category scheme='http://www.blogger.com/atom/ns#' term='1º EP'/><title type='text'>EXCURSIÓN A LA GRANJA ESCUELA "MAS DEL CAPELLÀ"(Olocau)</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-AMmMyobU6l4/Tzu-tFq2bjI/AAAAAAAAABA/yjqiDTQkR5Q/s1600/vista-aerea-grande.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 207px;" src="http://4.bp.blogspot.com/-AMmMyobU6l4/Tzu-tFq2bjI/AAAAAAAAABA/yjqiDTQkR5Q/s320/vista-aerea-grande.jpg" alt="" id="BLOGGER_PHOTO_ID_5709366634447531570" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Los días 12 y 13 de marzo, 1er ciclo de primaria nos vamos a la granja escuela Mas del Capellà.&lt;br /&gt;La próxima semana nos reuniremos para entregaros información sobre la salida. Os citaremos mediante una circular. Es importante vuestra asistencia.&lt;br /&gt;¡¡¡¡Os esperamos a todos!!!!Será una experiencia única...&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-6549420676493139089?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/6549420676493139089'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/6549420676493139089'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/excursion-la-granja-escuela-mas-del.html' title='EXCURSIÓN A LA GRANJA ESCUELA &quot;MAS DEL CAPELLÀ&quot;(Olocau)'/><author><name>ANABEL</name><uri>http://www.blogger.com/profile/04861035751763071074</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-AMmMyobU6l4/Tzu-tFq2bjI/AAAAAAAAABA/yjqiDTQkR5Q/s72-c/vista-aerea-grande.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-3922177299084307237</id><published>2012-02-15T15:10:00.005+01:00</published><updated>2012-02-15T15:16:51.607+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2º ESO'/><title type='text'>Tema 5</title><content type='html'>El próximo viernes 24 de febrero realizaremos el control de la unidad 5 de música.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-cConhGY-GP4/Tzu-GL5LKhI/AAAAAAAAAGE/sQHBX7xa6ww/s1600/matices.gif"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 145px;" src="http://1.bp.blogspot.com/-cConhGY-GP4/Tzu-GL5LKhI/AAAAAAAAAGE/sQHBX7xa6ww/s320/matices.gif" alt="" id="BLOGGER_PHOTO_ID_5709365966103325202" border="0" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-3922177299084307237?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/3922177299084307237'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/3922177299084307237'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/tema-5.html' title='Tema 5'/><author><name>Ricardo</name><uri>http://www.blogger.com/profile/14721392033976126586</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-cConhGY-GP4/Tzu-GL5LKhI/AAAAAAAAAGE/sQHBX7xa6ww/s72-c/matices.gif' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-325048987185520355</id><published>2012-02-15T15:04:00.002+01:00</published><updated>2012-02-15T15:15:56.407+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='4º ESO'/><title type='text'>4º ESO - Examen de polinomios y fracciones algebraicas</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-s-E7zrMKezs/Tzu97_ollvI/AAAAAAAAAC0/sMaP-Ku3XnU/s1600/la-regla-de-ruffini-su-uso-y-la-division-de-polinomios_19401_1_1.png"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 320px; height: 166px;" src="http://2.bp.blogspot.com/-s-E7zrMKezs/Tzu97_ollvI/AAAAAAAAAC0/sMaP-Ku3XnU/s320/la-regla-de-ruffini-su-uso-y-la-division-de-polinomios_19401_1_1.png" alt="" id="BLOGGER_PHOTO_ID_5709365791013836530" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;El próximo día 20 de febrero tendremos la suerte de hacer un examen sobre el maravilloso mundo de los polinomios y la fracciones algebraicas, habrán estupendas preguntas sobre dividir polinomios, la regla de Ruffini, el super Teorema del Resto y la siempre espectacular factorización depolinomios... ¡Dios mío no sé si podré resistirlo! ¡Sí, hombre sí!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-325048987185520355?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/325048987185520355'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/325048987185520355'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/4-eso-examen-de-polinomios-y-fracciones.html' title='4º ESO - Examen de polinomios y fracciones algebraicas'/><author><name>Paco Soliva</name><uri>http://www.blogger.com/profile/10932147359892718077</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='19' height='32' src='http://1.bp.blogspot.com/-6pvtskQ-kOo/ToMpZcAeVfI/AAAAAAAAAAQ/WOHbbsPjAzw/s220/Lorin_Lord.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-s-E7zrMKezs/Tzu97_ollvI/AAAAAAAAAC0/sMaP-Ku3XnU/s72-c/la-regla-de-ruffini-su-uso-y-la-division-de-polinomios_19401_1_1.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-8878675552330958197</id><published>2012-02-15T10:10:00.001+01:00</published><updated>2012-02-15T10:13:31.426+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='4º ESO'/><title type='text'>Cambio de fecha  Control Sociales 4º ESO</title><content type='html'>El control de Sociales de 4º ESO del tema 5  será el próximo martes día 21.&lt;br /&gt;El mismo día se deben entregar las libretas.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-8878675552330958197?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/8878675552330958197'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/8878675552330958197'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/cambio-de-fecha-control-sociales-4-eso.html' title='Cambio de fecha  Control Sociales 4º ESO'/><author><name>Enrique Pous</name><uri>http://www.blogger.com/profile/16303648452585296934</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-6934760941076596664</id><published>2012-02-14T22:18:00.004+01:00</published><updated>2012-02-14T22:27:29.060+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3º de Infantil'/><title type='text'>PROTAGONISTA DE LA SEMANA.</title><content type='html'>&lt;span style="color:#6600cc;"&gt;A los niños/as les encanta la actividad de protagonista de la clase; les gusta enseñar sus fotos, juguetes favoritos... y sobre todo,  cuando viene algún familiar a presentarse y a contarnos una historia. Además,  es una actividad de expresión oral muy efectiva.  Muchas gracias por vuestra colaboración.&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-6934760941076596664?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/6934760941076596664'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/6934760941076596664'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/protagonista-de-la-semana.html' title='PROTAGONISTA DE LA SEMANA.'/><author><name>Natalia</name><uri>http://www.blogger.com/profile/10469070697351739378</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-7626196764643444384</id><published>2012-02-13T21:45:00.006+01:00</published><updated>2012-02-13T21:56:28.467+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='5º Infantil'/><title type='text'>Lectoescritura y matemáticas</title><content type='html'>&lt;div align="justify"&gt;Apreciadas familias:&lt;/div&gt;&lt;div align="justify"&gt; &lt;/div&gt;&lt;div align="justify"&gt;Estamos avanzando cada día más en la lectura y escritura. Para reforzar lo aprendido en el cole, es muy positivo &lt;strong&gt;&lt;span style="color:#993399;"&gt;leer y escribir frases que contengan las letras trabajadas&lt;/span&gt;&lt;/strong&gt; todos los días por la tarde.&lt;/div&gt;&lt;div align="justify"&gt; &lt;/div&gt;&lt;div align="justify"&gt;Empezamos a RESTAR  (&lt;strong&gt;&lt;span style="color:#009900;"&gt;-&lt;/span&gt;&lt;/strong&gt;) y repasamos la suma  (&lt;span style="color:#009900;"&gt;+&lt;/span&gt;). No olvidéis utilizar al ábaco manipulando las cantidades de la operación.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-7626196764643444384?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/7626196764643444384'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/7626196764643444384'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/lectoescritura-y-matematicas.html' title='Lectoescritura y matemáticas'/><author><name>Julia</name><uri>http://www.blogger.com/profile/18056279733843413942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-2254383371983136607</id><published>2012-02-13T13:39:00.002+01:00</published><updated>2012-02-13T13:43:57.359+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='5º EP'/><category scheme='http://www.blogger.com/atom/ns#' term='6º EP'/><title type='text'>SALIDA CULTURAL 5º Y 6º EP</title><content type='html'>Estimadas familias:&lt;br /&gt;Les informamos que la salida que teníamos prevista para este jueves día 16 de febrero, se postpone para el jueves día 1 de marzo, por causas ajenas a nuestra voluntad. El ingreso, no obstante, hay que hacerlo igualmente, aunque ya no hace falta que sea antes de este martes, ya que no es tan urgente.&lt;br /&gt;Un saludo.&lt;br /&gt;Las tutoras de 5º y 6º.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-2254383371983136607?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/2254383371983136607'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/2254383371983136607'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/salida-cultural-5-y-6-ep.html' title='SALIDA CULTURAL 5º Y 6º EP'/><author><name>Victoria</name><uri>http://www.blogger.com/profile/00069106720005909504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-9060626616963149001</id><published>2012-02-13T13:30:00.002+01:00</published><updated>2012-02-13T13:39:14.305+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='6º EP'/><title type='text'>EXAMEN C. MEDI UD6</title><content type='html'>Hola a tots i totes!&lt;br /&gt;Aquest &lt;span style="font-weight: bold;"&gt;divendres&lt;/span&gt; serà l'&lt;span style="font-weight: bold;"&gt;examen de la UD 6&lt;/span&gt; que estem donant. Ja sabeu els criteris que he remarcat i que són importants. Serà curtet, perquè l'última hora baixarem al pati a l'activitat cultural de carnestoltes. Si teniu dubtes, pregunteu-me a classe.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-9060626616963149001?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/9060626616963149001'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/9060626616963149001'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/examen-c-medi-ud6.html' title='EXAMEN C. MEDI UD6'/><author><name>Victoria</name><uri>http://www.blogger.com/profile/00069106720005909504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-3553343587973011631</id><published>2012-02-08T15:14:00.003+01:00</published><updated>2012-02-08T15:20:28.698+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1º EP'/><title type='text'>PASAPORTE DE LECTURA</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-YR_M_BQ_8Gs/TzKEib5GaWI/AAAAAAAAAA0/Aczce6kPK_w/s1600/ninos_leyendo_415662_t0.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 270px;" src="http://4.bp.blogspot.com/-YR_M_BQ_8Gs/TzKEib5GaWI/AAAAAAAAAA0/Aczce6kPK_w/s320/ninos_leyendo_415662_t0.jpg" alt="" id="BLOGGER_PHOTO_ID_5706769404969511266" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Os recuerdo que hemos cambiado el día del pasaporte de lectura.&lt;br /&gt;Los libros se cambiarán los lunes (esta semana ya no deberán traerlo el viernes).&lt;br /&gt;Diculpad las molestias y...¡¡¡¡¡¡a seguir leyendo!!!!!!!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-3553343587973011631?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/3553343587973011631'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/3553343587973011631'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/pasaporte-de-lectura.html' title='PASAPORTE DE LECTURA'/><author><name>ANABEL</name><uri>http://www.blogger.com/profile/04861035751763071074</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-YR_M_BQ_8Gs/TzKEib5GaWI/AAAAAAAAAA0/Aczce6kPK_w/s72-c/ninos_leyendo_415662_t0.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-6853812220921838052</id><published>2012-02-08T15:12:00.002+01:00</published><updated>2012-02-08T15:13:47.234+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1º ESO'/><title type='text'>TALLER MATEMÁTICAS 1º ESO</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-ZChurbmqTP0/TzKDCrudQWI/AAAAAAAAAIQ/8mrrp-KU8x4/s1600/ciencia1.jpg.gif"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 186px;" src="http://4.bp.blogspot.com/-ZChurbmqTP0/TzKDCrudQWI/AAAAAAAAAIQ/8mrrp-KU8x4/s320/ciencia1.jpg.gif" alt="" id="BLOGGER_PHOTO_ID_5706767759952396642" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-T1GZb26iOcw/TzKC9axAZeI/AAAAAAAAAIE/Mwm1Yw6jl00/s1600/ciencias1.jpg"&gt;&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;Examen de fracciones&lt;br /&gt;&lt;br /&gt;Jueves 9/02/12&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-6853812220921838052?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/6853812220921838052'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/6853812220921838052'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/taller-matematicas-1-eso.html' title='TALLER MATEMÁTICAS 1º ESO'/><author><name>Salud</name><uri>http://www.blogger.com/profile/02248593159170323616</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-ZChurbmqTP0/TzKDCrudQWI/AAAAAAAAAIQ/8mrrp-KU8x4/s72-c/ciencia1.jpg.gif' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-7746561912659758477</id><published>2012-02-08T15:08:00.002+01:00</published><updated>2012-02-08T15:14:52.693+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='5º EP'/><category scheme='http://www.blogger.com/atom/ns#' term='5º Infantil'/><category scheme='http://www.blogger.com/atom/ns#' term='3º de Infantil'/><category scheme='http://www.blogger.com/atom/ns#' term='2ºEP'/><category scheme='http://www.blogger.com/atom/ns#' term='4º EP'/><category scheme='http://www.blogger.com/atom/ns#' term='4º Educación Infantil'/><category scheme='http://www.blogger.com/atom/ns#' term='1º EP'/><category scheme='http://www.blogger.com/atom/ns#' term='3º EP'/><category scheme='http://www.blogger.com/atom/ns#' term='6º EP'/><title type='text'>CARNAVAL,CARNAVAL..</title><content type='html'>&lt;span style="color:#ff0000;"&gt;El 17 de febrero los alumnos de Infantil y Primaria celebrarán el carnaval bajo el lema de este curso: "Persona sana serás, si alma y cuerpo sabes cuidar". Cada curso se disfrazará de algo que tendrá que ver con dicho lema y desfilará por el patio del colegio al ritmo de la música. &lt;/span&gt;&lt;br /&gt;&lt;span style="color:#ff0000;"&gt;Los alumnos/as disfrutarán de una tarde muy divertida, ya que realizaremos juegos y bailes. &lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-7746561912659758477?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/7746561912659758477'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/7746561912659758477'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/carnavalcarnaval.html' title='CARNAVAL,CARNAVAL..'/><author><name>Julia</name><uri>http://www.blogger.com/profile/18056279733843413942</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-7630487469783476683</id><published>2012-02-08T15:06:00.002+01:00</published><updated>2012-02-08T15:14:11.198+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='6º EP'/><title type='text'>Próximos exámenes</title><content type='html'>Hola chicos y chicas:&lt;br /&gt;&lt;br /&gt;Tal y como hemos comentado hoy en clase, os recuerdo las fechas inminentes de los exámenes de castellano y matemáticas.&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Lunes, &lt;span style="color: rgb(0, 102, 0); font-weight: bold;"&gt;13 febrero:&lt;/span&gt;&lt;/span&gt;&lt;span style="color: rgb(0, 102, 0); font-weight: bold;"&gt; castellano( tema 7). &lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Martes, &lt;span style="color: rgb(255, 0, 0); font-weight: bold;"&gt;14 de febrero:&lt;/span&gt;&lt;/span&gt;&lt;span style="color: rgb(255, 0, 0); font-weight: bold;"&gt; matemáticas (tema 6)&lt;/span&gt;&lt;br /&gt;Revisad los criterios de evaluación que tenéis. Id repasando para que podamos resolver dudas esta semana, y no dejadlo para el final ¿eh?&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;RECORDATORIO:&lt;/span&gt;&lt;br /&gt;El día &lt;span style="font-weight: bold;"&gt;20 de febrero&lt;/span&gt; es la entrega(inamovible) del &lt;span style="font-weight: bold;"&gt;pasaporte de lectura&lt;/span&gt; correspondiente al &lt;span style="font-weight: bold;"&gt;segundo libro &lt;/span&gt;de la  biblioteca de aula.&lt;br /&gt;¡Ánimo!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-7630487469783476683?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/7630487469783476683'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/7630487469783476683'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/proximos-examenes.html' title='Próximos exámenes'/><author><name>Victoria</name><uri>http://www.blogger.com/profile/00069106720005909504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-6401489122219540920</id><published>2012-02-01T15:21:00.002+01:00</published><updated>2012-02-01T15:25:04.423+01:00</updated><title type='text'>EXAMEN TECNOLOGÍA</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-oQDDsSBGNVU/TylLNWNOZQI/AAAAAAAAABU/IqzRMF83uoQ/s1600/olaaaaa.png"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 200px; height: 167px;" src="http://3.bp.blogspot.com/-oQDDsSBGNVU/TylLNWNOZQI/AAAAAAAAABU/IqzRMF83uoQ/s200/olaaaaa.png" alt="" id="BLOGGER_PHOTO_ID_5704173095712875778" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Hola "amigüitos"! Os recuerdo que el jueves 2 y el viernes 10 tendremos el inmenso placer de realizar los exámenes de los temas 7 y 11 respectivamente, de acuerdo?&lt;br /&gt;&lt;br /&gt;Esto es demasiado fácil!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-6401489122219540920?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/6401489122219540920'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/6401489122219540920'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/examen-tecnologia_01.html' title='EXAMEN TECNOLOGÍA'/><author><name>Vicent</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-oQDDsSBGNVU/TylLNWNOZQI/AAAAAAAAABU/IqzRMF83uoQ/s72-c/olaaaaa.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-6987211158185892833</id><published>2012-02-01T15:20:00.002+01:00</published><updated>2012-02-01T15:23:39.301+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2º ESO'/><title type='text'>CIÈNCIES DE LA NATURALESA  2n ESO</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-BQHo9ZMYUlw/TylKxOW-oPI/AAAAAAAAAH4/auAdL2uA8Xs/s1600/ciencias%2Bnaturales.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 241px;" src="http://2.bp.blogspot.com/-BQHo9ZMYUlw/TylKxOW-oPI/AAAAAAAAAH4/auAdL2uA8Xs/s320/ciencias%2Bnaturales.jpg" alt="" id="BLOGGER_PHOTO_ID_5704172612569964786" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Examen Unitat 7. La llum&lt;br /&gt;&lt;br /&gt;Divendres 10/02/12&lt;br /&gt;&lt;br /&gt;Recorde que el dilluns 6/02/12 heu de entregar els quaderns de laboratori.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-6987211158185892833?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/6987211158185892833'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/6987211158185892833'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/ciencies-de-la-naturalesa-2n-eso.html' title='CIÈNCIES DE LA NATURALESA  2n ESO'/><author><name>Salud</name><uri>http://www.blogger.com/profile/02248593159170323616</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-BQHo9ZMYUlw/TylKxOW-oPI/AAAAAAAAAH4/auAdL2uA8Xs/s72-c/ciencias%2Bnaturales.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-2406547791720217285</id><published>2012-02-01T15:17:00.003+01:00</published><updated>2012-02-01T15:20:47.420+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1º ESO'/><title type='text'>EXAMEN TECNOLOGÍA</title><content type='html'>Chic@s! Acordaos que el el próximo jueves día 9&lt;span style="font-size:180%;"&gt;&lt;/span&gt; tendremos el examen del tema &lt;span style="font-size:180%;"&gt;11&lt;/span&gt; sobre la electricidad.&lt;br /&gt;&lt;br /&gt;SUERTE!!!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-2406547791720217285?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/2406547791720217285'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/2406547791720217285'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/examen-tecnologia.html' title='EXAMEN TECNOLOGÍA'/><author><name>Vicent</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-616167100294987423</id><published>2012-02-01T15:16:00.004+01:00</published><updated>2012-02-01T15:27:19.851+01:00</updated><title type='text'>CHARLA ESCUELA DE FAMILIA "PELIGROS EN INTERNET"</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-ORrDBHg0abQ/TylLsjfookI/AAAAAAAAAAQ/C8Ti-IPncu8/s1600/7280158-foto-de-una-chica-adolescente-con-ordenador-portatil.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 320px; height: 214px;" src="http://2.bp.blogspot.com/-ORrDBHg0abQ/TylLsjfookI/AAAAAAAAAAQ/C8Ti-IPncu8/s320/7280158-foto-de-una-chica-adolescente-con-ordenador-portatil.jpg" alt="" id="BLOGGER_PHOTO_ID_5704173631855698498" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Queridas mamás:&lt;br /&gt;Os comunicamos que el próximo lunes 6 de febrero realizaremos la charla "APRENDER PARA PROTEGER" en la que os informaremos sobre el peligro que supone el mal uso de la redes Sociales (Tuenti, Facebook...) por parte de nuestros hijos.&lt;br /&gt;Un saludo.&lt;br /&gt;Saida y Maribel.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-616167100294987423?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/616167100294987423'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/616167100294987423'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/charla-escuela-de-familia-peligros-en.html' title='CHARLA ESCUELA DE FAMILIA &quot;PELIGROS EN INTERNET&quot;'/><author><name>Maribel</name><uri>http://www.blogger.com/profile/17481086673566780186</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-ORrDBHg0abQ/TylLsjfookI/AAAAAAAAAAQ/C8Ti-IPncu8/s72-c/7280158-foto-de-una-chica-adolescente-con-ordenador-portatil.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-7253442754262416871</id><published>2012-02-01T15:13:00.002+01:00</published><updated>2012-02-01T15:18:06.361+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3º ESO'/><title type='text'>El Renacimiento</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-Ydm5pJEBG3k/TylJkc6vcRI/AAAAAAAAAF4/Qhcqkp9lJ6E/s1600/la-escuela-de-atenas.jpg"&gt;&lt;img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 320px; DISPLAY: block; HEIGHT: 227px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5704171293628133650" border="0" alt="" src="http://4.bp.blogspot.com/-Ydm5pJEBG3k/TylJkc6vcRI/AAAAAAAAAF4/Qhcqkp9lJ6E/s320/la-escuela-de-atenas.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;El próximo jueves 9 de febrero, realizaremos el control de la unidad 3. El Renacimiento.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-7253442754262416871?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/7253442754262416871'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/7253442754262416871'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/el-renacimiento.html' title='El Renacimiento'/><author><name>Ricardo</name><uri>http://www.blogger.com/profile/14721392033976126586</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-Ydm5pJEBG3k/TylJkc6vcRI/AAAAAAAAAF4/Qhcqkp9lJ6E/s72-c/la-escuela-de-atenas.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-2750851561847509811</id><published>2012-02-01T15:02:00.007+01:00</published><updated>2012-02-01T15:17:36.032+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='4º ESO'/><title type='text'>Trabajo Educación Física 4 ESO</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-hBXtguzEbOM/TylH3DMM4oI/AAAAAAAAAGQ/-vSogxKhttp://www.blogger.com/img/blank.giffeGw/s1600/12-Diciembre-10blog.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 265px; height: 170px;" src="http://4.bp.blogspot.com/-hBXtguzEbOM/TylH3DMM4oI/AAAAAAAAAGQ/-vSogxKfeGw/s320/12-Diciembre-10blog.jpg" alt="" id="BLOGGER_PHOTO_ID_5704169414116303490" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;La primera semana de marzo hay que presentar el trabajo sobre "El deporte y la sociedad", hay que hacer una presentación power point y una exposición oral por parejas.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;En el siguiente enlace podéis encontrar unos artículos interesantes para la reflexión.&lt;br /&gt;&lt;a href="http://gomezramos.blogspot.com/2010/12/dopaje-y-sociedad-que-pasa-en-el.html"&gt;http://gomezramos.blogspot.com/2010/12/dopaje-y-sociedad-que-pasa-en-el.html&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://gomezramos.blogspot.com/2010/12/dopaje-y-sociedad-que-pasa-en-el.html"&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4411339657986617399-2750851561847509811?l=ntrasrasalud.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/2750851561847509811'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4411339657986617399/posts/default/2750851561847509811'/><link rel='alternate' type='text/html' href='http://ntrasrasalud.blogspot.com/2012/02/trabajo-educacion-fisica-4-eso.html' title='Trabajo Educación Física 4 ESO'/><author><name>José Luis</name><uri>http://www.blogger.com/profile/06054370160483491471</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://bp0.blogger.com/_xjH6mOlgCUU/RdmA0MhJsFI/AAAAAAAAAA0/wpm29eyXGP8/s400/pepelu.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-hBXtguzEbOM/TylH3DMM4oI/AAAAAAAAAGQ/-vSogxKfeGw/s72-c/12-Diciembre-10blog.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-4411339657986617399.post-1832135287696509195</id><published>2012-01-31T22:29:00.006+01:00</published><updated>2012-01-31T22:38:29.956+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='6º EP'/><title type='text'>coneixement del medi</title><content type='html'>Bona nit a tots i totes:&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;span id="result_box" class="" lang="ca"&gt;&lt;span class="hps"&gt;Vos&lt;/span&gt; &lt;span class="hps"&gt;deixe&lt;/span&gt; &lt;span class="hps"&gt;un enllaç&lt;/span&gt; &lt;span class="hps"&gt;molt&lt;/span&gt; &lt;span class="hps"&gt;divertit que&lt;/span&gt; &lt;span class="hps"&gt;hem&lt;/span&gt; &lt;span class="hps"&gt;vist&lt;/span&gt; &lt;span class="hps"&gt;avui&lt;/span&gt; &lt;span class="hps"&gt;a classe&lt;/span&gt; &lt;span class="hps"&gt;sobre una de&lt;/span&gt; &lt;span class="hps"&gt;les&lt;/span&gt; &lt;span class="hps"&gt;lleis de&lt;/span&gt; &lt;span class="hps"&gt;NEWTON&lt;/span&gt; &lt;span class="hps"&gt;que hem comentat&lt;/span&gt;.&lt;span class="hps"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;a href="http://youtu.be/JTUZ5jS_k9g"&gt;&lt;span id="result_box" class="" lang="ca"&gt;&lt;span class="hps"&gt;http://youtu.be/JTUZ5jS_k9g  &lt;/span&gt;&lt;span class=""&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;img src="data:image/png;base64,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
