<?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-24615600</id><updated>2012-01-27T20:11:49.379+01:00</updated><category term='4ESO'/><category term='Losas'/><category term='1ESO'/><category term='3ESO'/><category term='3º ESO'/><category term='2ESO'/><title type='text'>Colegio Sagrada Familia de Valencia</title><subtitle type='html'>Con este blog pretendemos mejorar la comunicación entre padres y profesores.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://sfamiliav.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default?start-index=101&amp;max-results=100'/><author><name>Edmundo</name><uri>http://www.blogger.com/profile/03011352396074115752</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://1.bp.blogspot.com/-tlKlqpxYq-k/Tp-qdmPVG4I/AAAAAAAAAAQ/xAMptzD8Wrw/s220/edmundo.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>127</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-24615600.post-6489651962020789424</id><published>2012-01-27T20:09:00.001+01:00</published><updated>2012-01-27T20:11:49.453+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2ESO'/><title type='text'>TRABAJO EDUCACIÓN FÍSICA 2º ESO</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-3kviiAnlNAc/TyL207_FwdI/AAAAAAAAAGU/TlnDCcgLo8o/s1600/collage-juegos-populares_thumb.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 237px; height: 237px;" src="http://1.bp.blogspot.com/-3kviiAnlNAc/TyL207_FwdI/AAAAAAAAAGU/TlnDCcgLo8o/s320/collage-juegos-populares_thumb.jpg" alt="" id="BLOGGER_PHOTO_ID_5702391467520410066" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Buscar en Internet o en libros juegos populares o tradicionales de las diferentes provincias españolas y realizar un dossier donde se incluirán los diferentes juegos.&lt;br /&gt;&lt;br /&gt;El esquema para la presentación podría ser el siguiente:&lt;br /&gt;1.    Nombre del juego&lt;br /&gt;2.    Zona de España donde se origino&lt;br /&gt;3.    Desarrollo del juego&lt;br /&gt;4.    Reglas&lt;br /&gt;5.    Material&lt;br /&gt;6.    Adaptaciones o variantes&lt;br /&gt;&lt;br /&gt;El número de juegos mínimo a describir será 5.&lt;br /&gt;Se podrá utilizar todo tipo de recursos que se desee: fotos, dibujos...&lt;br /&gt;Se valorará el contenido, la originalidad y la presentación.&lt;br /&gt;El trabajo se presentará a mano el día 24 DE FEBRERO&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-6489651962020789424?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/6489651962020789424'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/6489651962020789424'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2012/01/trabajo-educacion-fisica-2-eso.html' title='TRABAJO EDUCACIÓN FÍSICA 2º ESO'/><author><name>José Luis</name><uri>http://www.blogger.com/profile/11688825418980262658</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://1.bp.blogspot.com/-3kviiAnlNAc/TyL207_FwdI/AAAAAAAAAGU/TlnDCcgLo8o/s72-c/collage-juegos-populares_thumb.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-24615600.post-3962807102117215348</id><published>2012-01-27T20:05:00.004+01:00</published><updated>2012-01-27T20:09:24.243+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1ESO'/><title type='text'>TRABAJO EDUCACIÓN FÍSICA 1º ESO</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-Zd2TK4CQu5w/TyL2F9AcY5I/AAAAAAAAAGI/l90jfYL5c6A/s1600/JABALINA_RARA.gif"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 339px; height: 258px;" src="http://4.bp.blogspot.com/-Zd2TK4CQu5w/TyL2F9AcY5I/AAAAAAAAAGI/l90jfYL5c6A/s320/JABALINA_RARA.gif" alt="" id="BLOGGER_PHOTO_ID_5702390660340671378" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Realizar un mural sobre una cartulina grande sobre una de las disciplinas existentes en atletismo:&lt;br /&gt;Lanzamiento:&lt;br /&gt;-    jabalina&lt;br /&gt;-    martillo&lt;br /&gt;-    disco&lt;br /&gt;-    peso&lt;br /&gt;&lt;br /&gt;Salto:&lt;br /&gt;-    altura&lt;br /&gt;-    longitud&lt;br /&gt;-    triple&lt;br /&gt;-    pértiga&lt;br /&gt;&lt;br /&gt;Solo hay que escoger una de todas, de la disciplina elegida poned: atletas más importantes, reglamento, historia, mejores marcas, atletas españoles...&lt;br /&gt;Se valorará la presentación, el contenido y la originalidad.&lt;br /&gt;Se pueden utilizar todo tipo de recursos: fotos, dibujos...&lt;br /&gt;Fecha de entrega: 27 DE FEBRERO&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-3962807102117215348?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/3962807102117215348'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/3962807102117215348'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2012/01/trabajo-educacion-fisica-1-eso.html' title='TRABAJO EDUCACIÓN FÍSICA 1º ESO'/><author><name>José Luis</name><uri>http://www.blogger.com/profile/11688825418980262658</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/-Zd2TK4CQu5w/TyL2F9AcY5I/AAAAAAAAAGI/l90jfYL5c6A/s72-c/JABALINA_RARA.gif' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-24615600.post-4686572545535803709</id><published>2012-01-26T16:09:00.003+01:00</published><updated>2012-01-26T16:09:49.857+01:00</updated><title type='text'>Examen matemáticas 3º ESO</title><content type='html'>Los alumnos de 3º A y 3º B tendrán el examen del tema de polinomios el próximo &lt;b&gt;jueves 2 de febrero&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-4686572545535803709?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/4686572545535803709'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/4686572545535803709'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2012/01/examen-matematicas-3-eso.html' title='Examen matemáticas 3º ESO'/><author><name>Edmundo</name><uri>http://www.blogger.com/profile/03011352396074115752</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://1.bp.blogspot.com/-tlKlqpxYq-k/Tp-qdmPVG4I/AAAAAAAAAAQ/xAMptzD8Wrw/s220/edmundo.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-24615600.post-3692578963658958363</id><published>2012-01-25T08:56:00.002+01:00</published><updated>2012-01-25T08:56:43.442+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3º ESO'/><category scheme='http://www.blogger.com/atom/ns#' term='3ESO'/><title type='text'>Objetivos Biologia y Geología 3º ESO (1ª Evaluación)</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;Estos son los objetivos:&lt;br /&gt;&lt;ul style="text-align: left;"&gt;&lt;li&gt;Conocer las diferentes biomoléculas y sus funciones.&lt;/li&gt;&lt;li&gt;Conocer las características de la célula y sus orgánulos&lt;/li&gt;&lt;li&gt; Diferenciar entre célula vegetal/animal, eucariota/procariota.&lt;/li&gt;&lt;li&gt;Conocer los diferentes tipos de tejidos y sus funciones&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-3692578963658958363?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/3692578963658958363'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/3692578963658958363'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2012/01/objetivos-biologia-y-geologia-3-eso-1.html' title='Objetivos Biologia y Geología 3º ESO (1ª Evaluación)'/><author><name>Vicente Chirivella Viana</name><uri>http://www.blogger.com/profile/06882075497209490281</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-24615600.post-3045694565234224123</id><published>2012-01-21T09:08:00.004+01:00</published><updated>2012-01-21T09:08:57.237+01:00</updated><title type='text'>Examen trigonometría 4º ESO mates B</title><content type='html'>Los alumnos de matemáticas B tendrán el parcial de la segundo evaluación el &lt;b&gt;jueves 2 de febrero&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-3045694565234224123?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/3045694565234224123'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/3045694565234224123'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2012/01/examen-trigonometria-4-eso-mates-b.html' title='Examen trigonometría 4º ESO mates B'/><author><name>Edmundo</name><uri>http://www.blogger.com/profile/03011352396074115752</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://1.bp.blogspot.com/-tlKlqpxYq-k/Tp-qdmPVG4I/AAAAAAAAAAQ/xAMptzD8Wrw/s220/edmundo.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-24615600.post-9127868662955416099</id><published>2012-01-20T10:47:00.002+01:00</published><updated>2012-01-20T10:48:46.387+01:00</updated><title type='text'>EXAMEN DE RECUPERACIÓ 4t ESO</title><content type='html'>Els alumnes de 4t ESO amb la primera avaluació d'Història suspesa tindran l'examen de recuperacuió el pròxim divendres, 3 de febrer.&lt;br /&gt;&lt;br /&gt;Temes a recuperar: 1-2-3-4 i 5&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-9127868662955416099?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/9127868662955416099'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/9127868662955416099'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2012/01/examen-de-recuperacio-4t-eso.html' title='EXAMEN DE RECUPERACIÓ 4t ESO'/><author><name>Salvador Antón</name><uri>http://www.blogger.com/profile/18196630887495450687</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-24615600.post-7166258837946230363</id><published>2012-01-20T10:46:00.002+01:00</published><updated>2012-01-20T10:47:23.241+01:00</updated><title type='text'>EXAMEN DE RECUPERACIÓ 1r ESO</title><content type='html'>Els alumnes de 1r ESO amb la primera avalució de Socials suspesa tindran l'examen el proper dijous, 2 de febrer.&lt;br /&gt;&lt;br /&gt;Els temes a recuperar són: 1-2-3 i 10&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-7166258837946230363?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/7166258837946230363'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/7166258837946230363'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2012/01/examen-de-recuperacio-1r-eso.html' title='EXAMEN DE RECUPERACIÓ 1r ESO'/><author><name>Salvador Antón</name><uri>http://www.blogger.com/profile/18196630887495450687</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-24615600.post-5991442723316241237</id><published>2012-01-20T10:42:00.001+01:00</published><updated>2012-01-20T10:45:52.981+01:00</updated><title type='text'>EXAMEN HISTÒRIA 4t ESO</title><content type='html'>Els alumnes de 4t B tindran l'examen d'Història dels temes 6 i 7 el pròxim divendres 27 de gener.&lt;br /&gt;&lt;br /&gt;Objectius:&lt;br /&gt;&lt;br /&gt;1.    Caracteritzar el període conegut com a Paz Armada. Identificar les causes profundes i les causes immediates que van provocar l'esclat de la Primera Guerra Mundial.&lt;br /&gt;2.    Enquadrar la Primera Guerra Mundial en el seu context temporal i descriure les fases del conflicte.&lt;br /&gt;3.    Comprendre per què la Primera Guerra Mundial va ser un conflicte diferent de qualsevol conflicte anterior.&lt;br /&gt;4.    Conéixer els canvis en el mapa europeu, com resultat de la Paz de París, i la finalitat d'eixos canvis.&lt;br /&gt;5.    Analitzar les conseqüències econòmiques i polítiques de la Gran Guerra.&lt;br /&gt;6.    Explicar les causes i les conseqüències de la crisi del 29.&lt;br /&gt;7.    Entendre els canvis socials que es van produir durant les dècades de 1920 i 1930.&lt;br /&gt;8.    Conéixer la situació política i social a Rússia al començament del segle XX.&lt;br /&gt;9.    Descriure com es va produir la caiguda del tsarisme i els problemes a què va haver de fer front el nou Govern Provisional.&lt;br /&gt;10.    Explicar quan i com van arribar els bolxevics al poder, i quins van ser els principals problemes durant el govern de Lenin.&lt;br /&gt;11.    Analitzar la Nova Política Econòmica leninista i els seus efectes econòmics i socials.&lt;br /&gt;12.    Enquadrar el naixement de l'URSS en el context espai-temporal. Determinar l'organització política del nou Estat socialista i les repúbliques que van formar part d'ell.&lt;br /&gt;13.    Definir els canvis en el règim polític rus després de la instauració de l'estalinisme i els mitjans que va utilitzar Stalin per a exercir el control absolut.&lt;br /&gt;14.    Valorar críticament la política econòmica estalinista i els seus efectes.&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-5991442723316241237?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/5991442723316241237'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/5991442723316241237'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2012/01/examen-historia-4t-eso.html' title='EXAMEN HISTÒRIA 4t ESO'/><author><name>Salvador Antón</name><uri>http://www.blogger.com/profile/18196630887495450687</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-24615600.post-1040211807272821710</id><published>2012-01-20T10:39:00.003+01:00</published><updated>2012-01-20T10:42:34.867+01:00</updated><title type='text'>EXAMEN CIÈNCIES SOCIALS 1º ESO</title><content type='html'>Els alumnes de 1r tindran l'examen dels temes 10 i 11 el pròxim dijous 26 de gener.&lt;br /&gt;&lt;br /&gt;Objectius:&lt;br /&gt;•    Determinar quines van ser les primeres civilitzacions històriques i situar-les en un mapa.&lt;br /&gt;•    Valorar el paper dels rius com a factor desencadenant de forts canvis polítics, econòmics i socials.&lt;br /&gt;•    Analitzar les característiques polítiques, econòmiques, socials i culturals de les primeres civilitzacions.&lt;br /&gt;•    Situar Mesopotàmia en el seu context espaciotemporal.&lt;br /&gt;•    Analitzar l’estructura social de Mesopotàmia.&lt;br /&gt;•    Valorar les aportacions de la cultura mesopotàmica al patrimoni cultural de la humanitat.&lt;br /&gt;•    Explicar la influència del medi físic (especialment del riu Nil) en la configuració de la civilització egípcia.&lt;br /&gt;•    Conéixer les diferents etapes de la història egípcia i els principals personatges i esdeveniments.&lt;br /&gt;•    Descriure l’estructura política i social de l’Egipte antic.&lt;br /&gt;•    Explicar com eren les creences dels antics egipcis i valorar-ne la influència en l’art.&lt;br /&gt;•    Conéixer les principals obres d’art de l’antic Egipte.&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-1040211807272821710?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/1040211807272821710'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/1040211807272821710'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2012/01/examen-ciencies-socials-1-eso.html' title='EXAMEN CIÈNCIES SOCIALS 1º ESO'/><author><name>Salvador Antón</name><uri>http://www.blogger.com/profile/18196630887495450687</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-24615600.post-1128315691740313727</id><published>2012-01-19T12:23:00.001+01:00</published><updated>2012-01-19T12:25:26.092+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1ESO'/><title type='text'>CIÈNCIES DE LA NATURALESA 1r ESO</title><content type='html'>Els alumnes de 1r ESO tenen un examen del tema 4 de ciències de la naturalesa :&lt;br /&gt;1rA: dimecres 25 de gener&lt;br /&gt;1rB: dijous 26 de gener&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-1128315691740313727?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/1128315691740313727'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/1128315691740313727'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2012/01/ciencies-de-la-naturalesa-1r-eso.html' title='CIÈNCIES DE LA NATURALESA 1r ESO'/><author><name>Aurora Tortajada</name><uri>http://www.blogger.com/profile/10265518667702142828</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-24615600.post-13243158843272028</id><published>2012-01-19T10:21:00.002+01:00</published><updated>2012-01-19T10:23:29.936+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='4ESO'/><title type='text'>Control de lectura</title><content type='html'>El control per a 4t B de lectura tindrà lloc el proper dilluns 27 de febrer i per a 4t A el dimarts 28 de febrer.&lt;br /&gt;El llibre a llegir és: &lt;span style="font-weight: bold;"&gt;Aloma&lt;/span&gt; d'Edicions 62.&lt;br /&gt;EL control constarà de deu preguntes i es valorarà sobre 10 punts.&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-13243158843272028?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/13243158843272028'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/13243158843272028'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2012/01/control-de-lectura_5338.html' title='Control de lectura'/><author><name>Amparo Antequera</name><uri>http://www.blogger.com/profile/06413014427411089544</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-24615600.post-7681179151684654733</id><published>2012-01-19T10:19:00.003+01:00</published><updated>2012-01-19T10:21:13.194+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1ESO'/><title type='text'>Control de lectura</title><content type='html'>El control de lectura tant per a 1r A com per a 1r B serà el divendres 24 de febrer.&lt;br /&gt;El llibre serà: &lt;span style="font-weight: bold;"&gt;La vall dels misteris&lt;/span&gt; de l'editorial Alfaguara.&lt;br /&gt;Constarà de 10 preguntes que tindran un valor de 10 punts.&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-7681179151684654733?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/7681179151684654733'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/7681179151684654733'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2012/01/control-de-lectura_9429.html' title='Control de lectura'/><author><name>Amparo Antequera</name><uri>http://www.blogger.com/profile/06413014427411089544</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-24615600.post-2358364451149103308</id><published>2012-01-19T10:14:00.002+01:00</published><updated>2012-01-19T10:19:00.191+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2ESO'/><title type='text'>Control de lectura</title><content type='html'>El control de la lectura &lt;span style="font-weight: bold;"&gt;Mirant la lluna&lt;/span&gt; de l'editorial Bromera per a 2n B serà el dijous 23 de febrer i per a 2n A serà el divendres 24 de febrer.&lt;br /&gt;El control constarà, com sempre, de deu qüestions i tindrà el valor de 10 punts.&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-2358364451149103308?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/2358364451149103308'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/2358364451149103308'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2012/01/control-de-lectura_19.html' title='Control de lectura'/><author><name>Amparo Antequera</name><uri>http://www.blogger.com/profile/06413014427411089544</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-24615600.post-1786265260765876175</id><published>2012-01-19T10:09:00.002+01:00</published><updated>2012-01-19T10:14:31.381+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3º ESO'/><title type='text'>Control de lectura</title><content type='html'>El control de lectura de la 2a avaluació: &lt;span style="font-weight: bold;"&gt;Tirant lo Blanch&lt;/span&gt; de l'editorial Bromera, serà per a 3r A el  dimecres 22 de febrer i per a 3r B el dimarts 21 de febrer.&lt;br /&gt;El control  constarà de 10 qüestions i es puntuarà sobre 10.&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-1786265260765876175?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/1786265260765876175'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/1786265260765876175'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2012/01/control-de-lectura.html' title='Control de lectura'/><author><name>Amparo Antequera</name><uri>http://www.blogger.com/profile/06413014427411089544</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-24615600.post-5084810984890196506</id><published>2012-01-13T13:40:00.002+01:00</published><updated>2012-01-13T13:40:56.330+01:00</updated><title type='text'>Examne matemáticas 1º ESO</title><content type='html'>Los alumnos de 1º A y 1º B tendrán el examen del tema de potencias y raíces el próximo lunes 16 de Enero. Para prepararlo han de estudiar y hacer la autoevaluación del libro&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-5084810984890196506?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/5084810984890196506'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/5084810984890196506'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2012/01/examne-matematicas-1-eso.html' title='Examne matemáticas 1º ESO'/><author><name>Edmundo</name><uri>http://www.blogger.com/profile/03011352396074115752</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://1.bp.blogspot.com/-tlKlqpxYq-k/Tp-qdmPVG4I/AAAAAAAAAAQ/xAMptzD8Wrw/s220/edmundo.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-24615600.post-5441242375480745976</id><published>2012-01-13T13:32:00.001+01:00</published><updated>2012-01-13T13:32:06.974+01:00</updated><title type='text'>Examen de matemáticas 2º E.S.O.</title><content type='html'>El día 16 de Enero los alumnos de 2º E.S.O. tienen examen de tema &lt;b&gt;"Proporcionalidad y porcentajes"&lt;/b&gt;.Los contenidos del tema se ciñen a los items del tema 4 del libro de texto. Se ha excluido el punto 4 y punto 7 del tema. ¡Suerte!.&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-5441242375480745976?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/5441242375480745976'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/5441242375480745976'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2012/01/examen-de-matematicas-2-eso.html' title='Examen de matemáticas 2º E.S.O.'/><author><name>Carlos</name><uri>http://www.blogger.com/profile/16340032838822403645</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-24615600.post-959528048652981257</id><published>2012-01-10T11:14:00.001+01:00</published><updated>2012-01-10T11:19:22.440+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3º ESO'/><category scheme='http://www.blogger.com/atom/ns#' term='3ESO'/><title type='text'>Salida escolar "escuela medioambiental Don Bosco"</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;¡ Estimados padres, madres y tutores legales !&lt;br /&gt;&lt;br /&gt;Como ya se indicó mediante circular, los alumnos y alumnas de 3º ESO tendrán la salida&lt;br /&gt;escolar a la escuela de educación medioambiental "Don Bosco" , los próximos días 11,12 y 13 de Enero del presente.&lt;br /&gt;Para el resto de alumnos que no acuden a la salida, se ha previsto el siguiente horario de clases. Rogamos por ello prestar atención al mismo para acudir los citados días con los materiales pertinentes. &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/-A3wgLyJ2BVE/TwwOyAR2uII/AAAAAAAAAAw/jfdMmNWk_KE/s1600/horario.JPG" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="360" kba="true" src="http://1.bp.blogspot.com/-A3wgLyJ2BVE/TwwOyAR2uII/AAAAAAAAAAw/jfdMmNWk_KE/s640/horario.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;Se recuerda que la asistencia al centro es OBLIGATORIA, en el caso de no acudir a la salida.&lt;br /&gt;Reciban un cordial saludo.&lt;br /&gt;Atentamente, el colegio.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-959528048652981257?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/959528048652981257'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/959528048652981257'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2012/01/salida-escolar-escuela-medioambiental.html' title='Salida escolar &quot;escuela medioambiental Don Bosco&quot;'/><author><name>Vicente Chirivella Viana</name><uri>http://www.blogger.com/profile/06882075497209490281</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/-A3wgLyJ2BVE/TwwOyAR2uII/AAAAAAAAAAw/jfdMmNWk_KE/s72-c/horario.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-24615600.post-1500784482751626176</id><published>2011-12-28T22:46:00.002+01:00</published><updated>2011-12-28T22:49:03.036+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='4ESO'/><title type='text'>MATE-A. 4ºESO. Recuperación de la 1ªevaluación.</title><content type='html'>La recuperación de la 1ª evaluación de matemáticas - A tendrá lugar el &lt;span style="font-weight: bold;"&gt;viernes, 27 de enero.&lt;/span&gt;&lt;br /&gt;Para esta fecha los alumnos deben presentar el trabajo de preparación que se les ha propuesto.&lt;br /&gt;Los objetivos para este examen ha sido enviado por mail a los alumnos.&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-1500784482751626176?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/1500784482751626176'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/1500784482751626176'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2011/12/mate-4eso-recuperacion-de-la.html' title='MATE-A. 4ºESO. Recuperación de la 1ªevaluación.'/><author><name>agustin gimeno ballester</name><uri>http://www.blogger.com/profile/06967480900413514352</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-24615600.post-1067402646415166349</id><published>2011-12-28T22:43:00.002+01:00</published><updated>2011-12-28T22:46:36.836+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3ESO'/><title type='text'>TECNO 3ºB - Recuperación 1ª evaluación.</title><content type='html'>La recuperación de la 1ª evaluación de Tecnología de 3º ESO consta de dos examenes:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Uno teórico, el juevaes, 26 de enero.&lt;/li&gt;&lt;li&gt;Otro práctico en el aula de informática , el 27 de enero.&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;Los objetivos de estos exámenes han sido enviados a los alumnos por mail.&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-1067402646415166349?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/1067402646415166349'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/1067402646415166349'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2011/12/tecno-3b-recuperacion-1-evaluacion.html' title='TECNO 3ºB - Recuperación 1ª evaluación.'/><author><name>agustin gimeno ballester</name><uri>http://www.blogger.com/profile/06967480900413514352</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-24615600.post-7531030222514142093</id><published>2011-12-28T22:42:00.002+01:00</published><updated>2011-12-28T22:49:35.181+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2ESO'/><title type='text'>CIENCIAS 2ºA - Recuperación de la 1ª evaluación.</title><content type='html'>El examen de recuperación de la 1ª evaluación de Ciencias tendrá lugar el &lt;span style="font-weight: bold;"&gt;martes, 24 de enero&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-7531030222514142093?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/7531030222514142093'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/7531030222514142093'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2011/12/ciencias-2-recuperacion-de-la-1.html' title='CIENCIAS 2ºA - Recuperación de la 1ª evaluación.'/><author><name>agustin gimeno ballester</name><uri>http://www.blogger.com/profile/06967480900413514352</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-24615600.post-7913877702440878125</id><published>2011-12-28T22:39:00.001+01:00</published><updated>2011-12-28T22:40:39.271+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='2ESO'/><title type='text'>CIENCIAS 2º - Examen extraordinario.</title><content type='html'>El examen extraordinario para la recuperación del curso de CIENCIAS NATURALES DE 2º ESO  tendrá lugar el jueves, 19 de enero.&lt;br /&gt;Los objetivos han sido enviados a los alumnos por mail.&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-7913877702440878125?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/7913877702440878125'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/7913877702440878125'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2011/12/ciencias-2-examen-extraordinario.html' title='CIENCIAS 2º - Examen extraordinario.'/><author><name>agustin gimeno ballester</name><uri>http://www.blogger.com/profile/06967480900413514352</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-24615600.post-1377561060878607421</id><published>2011-12-28T22:38:00.001+01:00</published><updated>2011-12-28T22:41:19.237+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1ESO'/><title type='text'>TECNO 1º - Examen extraordinario.</title><content type='html'>El examen extraordinario para la recuperación del curso de Tecnología de 1º de ESO tendrá lugar el jueves, 19 de enero.&lt;br /&gt;Los objetivos han sido enviados a los alumnos por mail.&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-1377561060878607421?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/1377561060878607421'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/1377561060878607421'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2011/12/tecno-1-examen-extraordinario.html' title='TECNO 1º - Examen extraordinario.'/><author><name>agustin gimeno ballester</name><uri>http://www.blogger.com/profile/06967480900413514352</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-24615600.post-3941258996662077675</id><published>2011-12-28T22:36:00.003+01:00</published><updated>2011-12-28T22:41:42.535+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3ESO'/><title type='text'>TECNO 3º - Examen extraordinario.</title><content type='html'>El examen extraordinario para la recuperación del curso de Tecnología de 3º de ESO tendrá lugar el jueves, 19 de enero.&lt;br /&gt;Los objetivos han sido enviados a los alumnos por mail.&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-3941258996662077675?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/3941258996662077675'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/3941258996662077675'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2011/12/tecno-3-examen-extraordinario.html' title='TECNO 3º - Examen extraordinario.'/><author><name>agustin gimeno ballester</name><uri>http://www.blogger.com/profile/06967480900413514352</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-24615600.post-8967830391947466192</id><published>2011-12-28T22:33:00.003+01:00</published><updated>2011-12-28T22:42:06.729+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1ESO'/><title type='text'>TECNO 1º - Recuperación 1ª evaluación.</title><content type='html'>La recuperación de la 1ª evaluación de tecnología tendrá lugar el &lt;span style="font-weight: bold;"&gt;miércoles, 18 de enero&lt;/span&gt;.&lt;br /&gt;Los objetivos han sido enviados por mail a los alumnos.&lt;br /&gt;Los objetivos han sido enviados a los alumnos por mail.&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-8967830391947466192?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/8967830391947466192'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/8967830391947466192'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2011/12/tecno-1-recuperacion-1-evaluacion.html' title='TECNO 1º - Recuperación 1ª evaluación.'/><author><name>agustin gimeno ballester</name><uri>http://www.blogger.com/profile/06967480900413514352</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-24615600.post-276192543840191411</id><published>2011-12-26T17:17:00.002+01:00</published><updated>2011-12-26T17:30:25.586+01:00</updated><title type='text'>Religión de 2º pendiente</title><content type='html'>CRITERIOS DE EVALUACIÓN&lt;br /&gt;&lt;br /&gt;1. Definir correctamente qué es la interioridad.&lt;br /&gt;Enumerar y explicar cuáles son los elementos de la interioridad.&lt;br /&gt;2. Adquirir una información básica sobre las características y manifestaciones &lt;br /&gt;de la religión.&lt;br /&gt;Conocer las manifestaciones pseudo–religiosas más importantes y saber diferenciarlas de la &lt;br /&gt;religión.&lt;br /&gt;3. Saber explicar a qué llamamos “historia de la salvación”.&lt;br /&gt;Identificar las principales etapas de la historia de la salvación.&lt;br /&gt;Definir correctamente los términos “salvación”, “pecado” y “gracia”.&lt;br /&gt;4. Conocer el significado de expresiones como “Jesús, distinto del Padre”, “Dios se ha hecho &lt;br /&gt;hombre en Jesús”, “murió por nosotros” y “resucitó para nuestra salvación”.&lt;br /&gt;5. Explicar las causas de la muerte de Jesús y el significado que a dicha Muerte le dieron los&lt;br /&gt;primeros cristianos.&lt;br /&gt;6. Definir qué es, cómo es, en quién se apoya, dónde se vive, cómo se expresa y qué &lt;br /&gt;características tiene el seguimiento de Jesús.&lt;br /&gt;Conocer el significado de los tres primeros mandamientos que están a la base de la vida del &lt;br /&gt;seguidor de Jesús.&lt;br /&gt;Saber explicar con las propias palabras y expresiones qué significa que la Iglesia continúa, a lo &lt;br /&gt;largo de la historia y en la actualidad, la obra de Jesús.&lt;br /&gt;Definir los términos: “carismas”, “laicos”, “jerarquía” y “religiosos” relacionados con la Iglesia.&lt;br /&gt;7.Clasificar las principales fiestas del calendario cristiano en un calendario anual.&lt;br /&gt;Entender y saber explicar en qué consisten los sacramentos del bautismo, la eucaristía, la &lt;br /&gt;reconciliación y la unción de los enfermos: rito, personas, misión que confiere, etc.&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-276192543840191411?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/276192543840191411'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/276192543840191411'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2011/12/religion-de-2-pendiente.html' title='Religión de 2º pendiente'/><author><name>Concha Ferri</name><uri>http://www.blogger.com/profile/18055847592098296024</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-24615600.post-1185912388143663897</id><published>2011-12-22T09:12:00.002+01:00</published><updated>2011-12-22T09:15:00.697+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Losas'/><category scheme='http://www.blogger.com/atom/ns#' term='4ESO'/><title type='text'>PENDIENTES: LENGUA Y LITERATURA DE 3º ESO. 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  &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 !mso]&gt;&lt;object classid="clsid:38481807-CA0E-42D2-BF39-B33AF135CC4D" id="ieooui"&gt;&lt;/object&gt; &lt;style&gt; st1\:*{behavior:url(#ieooui) } &lt;/style&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-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman","serif";} &lt;/style&gt; &lt;![endif]--&gt;  &lt;div style="text-align: center;" class="Section1"&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: 10pt; font-family: &amp;quot;Comic Sans MS&amp;quot;;"&gt;&lt;span style="font-weight: bold;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 10pt; font-family: &amp;quot;Comic Sans MS&amp;quot;;"&gt;&lt;span style="font-weight: bold;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size:10.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;&lt;span style="font-weight: bold;"&gt;&lt;br /&gt;Libro de texto: NOU CANTEL&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;p class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"&gt;&lt;span style="font-size:9.0pt; mso-bidi-font-size:12.0pt"&gt;&lt;span style="mso-list:Ignore"&gt;-&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;          &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:9.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Palabras polisémicas (página 22)&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"&gt;&lt;span style="font-size:9.0pt; mso-bidi-font-size:12.0pt"&gt;&lt;span style="mso-list:Ignore"&gt;-&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;          &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:9.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Palabras homónimas (página 46)&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"&gt;&lt;span style="font-size:9.0pt; mso-bidi-font-size:11.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Comic Sans MS&amp;quot;;mso-bidi-font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;&lt;span style="mso-list: Ignore"&gt;-&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;       &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:9.0pt;mso-bidi-font-size: 11.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Familia léxica y campo semántico (página 68)&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"&gt;&lt;span style="font-size:9.0pt; mso-bidi-font-size:11.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Comic Sans MS&amp;quot;;mso-bidi-font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;&lt;span style="mso-list: Ignore"&gt;-&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;       &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:9.0pt;mso-bidi-font-size: 11.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Formación de palabras: &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-left: 72pt; text-indent: -18pt;"&gt;&lt;span style="font-size:9.0pt; mso-bidi-font-size:11.0pt;font-family:&amp;quot;Courier New&amp;quot;;mso-fareast-font-family: &amp;quot;Courier New&amp;quot;"&gt;&lt;span style="mso-list:Ignore"&gt;o&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:9.0pt;mso-bidi-font-size: 11.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Los prefijos: Ejercicios página 94-95&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-left: 72pt; text-indent: -18pt;"&gt;&lt;span style="font-size:9.0pt; mso-bidi-font-size:11.0pt;font-family:&amp;quot;Courier New&amp;quot;;mso-fareast-font-family: &amp;quot;Courier New&amp;quot;"&gt;&lt;span style="mso-list:Ignore"&gt;o&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:9.0pt;mso-bidi-font-size: 11.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Los sufijos: ejercicios página 118-119&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-left: 72pt; text-indent: -18pt;"&gt;&lt;span style="font-size:9.0pt; mso-bidi-font-size:11.0pt;font-family:&amp;quot;Courier New&amp;quot;;mso-fareast-font-family: &amp;quot;Courier New&amp;quot;"&gt;&lt;span style="mso-list:Ignore"&gt;o&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:9.0pt;mso-bidi-font-size: 11.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Palabras compuestas: ejercicios página 142&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"&gt;&lt;span style="font-size:9.0pt; mso-bidi-font-size:11.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Comic Sans MS&amp;quot;;mso-bidi-font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;&lt;span style="mso-list: Ignore"&gt;-&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;       &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:9.0pt;mso-bidi-font-size: 11.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Sinónimos y antónimos: definición y ejercicios: página 166, 167&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"&gt;&lt;span style="font-size:10.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Comic Sans MS&amp;quot;;mso-bidi-font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;&lt;span style="mso-list: Ignore"&gt;-&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;       &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:9.0pt;mso-bidi-font-size: 10.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Locuciones y frases hechas: Definición y ejercicios: página 192-193&lt;/span&gt;&lt;span style="font-size:10.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-left: 18pt;"&gt;&lt;span style="font-size:10.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;h1&gt;LITERATURA&lt;/h1&gt;  &lt;p class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"&gt;&lt;span style="font-size:10.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt; &lt;/span&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:10.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-fareast-font-family: &amp;quot;Comic Sans MS&amp;quot;;mso-bidi-font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;&lt;span style="mso-list: Ignore"&gt;-&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;       &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Saber medir &lt;/span&gt;&lt;span style="font-size: 8.0pt;mso-bidi-font-size:10.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;;mso-bidi-font-family: Arial"&gt;versos, identificar estrofas, reconocer figuras retóricas en los poemas y tópicos literarios&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-left: 18pt; font-weight: bold;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt; &lt;/span&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;mso-bidi-font-weight:bold"&gt;&lt;span style="mso-list: Ignore"&gt;-&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;          &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;LITERATURA MEDIEVAL:&lt;/p&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="Section2"&gt;&lt;div style="text-align: center;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 72pt; text-indent: -18pt; text-align: center;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Courier New&amp;quot;;mso-fareast-font-family: &amp;quot;Courier New&amp;quot;"&gt;&lt;span style="mso-list:Ignore"&gt;o&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Teoría de la época (página 48 y 49)&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 72pt; text-indent: -18pt; text-align: center;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Courier New&amp;quot;;mso-fareast-font-family: &amp;quot;Courier New&amp;quot;"&gt;&lt;span style="mso-list:Ignore"&gt;o&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Jorge Manrique (página 49)&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 72pt; text-indent: -18pt; text-align: center;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Courier New&amp;quot;;mso-fareast-font-family: &amp;quot;Courier New&amp;quot;"&gt;&lt;span style="mso-list:Ignore"&gt;o&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Mester de juglaría y clerecía (página 70 y 71)&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 72pt; text-indent: -18pt; text-align: center;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Courier New&amp;quot;;mso-fareast-font-family: &amp;quot;Courier New&amp;quot;"&gt;&lt;span style="mso-list:Ignore"&gt;o&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Cantar de Mío Cid (página 70)&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 72pt; text-indent: -18pt; text-align: center;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Courier New&amp;quot;;mso-fareast-font-family: &amp;quot;Courier New&amp;quot;"&gt;&lt;span style="mso-list:Ignore"&gt;o&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Gonzalo de Berceo y Arcipreste de Hita (página 71)&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 72pt; text-indent: -18pt; text-align: center;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Courier New&amp;quot;;mso-fareast-font-family: &amp;quot;Courier New&amp;quot;"&gt;&lt;span style="mso-list:Ignore"&gt;o&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Romances y Romancero (página 96)&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 72pt; text-indent: -18pt; text-align: center;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Courier New&amp;quot;;mso-fareast-font-family: &amp;quot;Courier New&amp;quot;"&gt;&lt;span style="mso-list:Ignore"&gt;o&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Teatro en la Edad Media (página 122)&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 72pt; text-indent: -18pt; text-align: center;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Courier New&amp;quot;;mso-fareast-font-family: &amp;quot;Courier New&amp;quot;"&gt;&lt;span style="mso-list:Ignore"&gt;o&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size:12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;La  Celestina&lt;/span&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt; (página 122)&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 18pt; text-align: center;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt; &lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt; text-align: center;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;mso-bidi-font-weight:bold"&gt;&lt;span style="mso-list: Ignore"&gt;-&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;          &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;SIGLOS DE ORO:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 72pt; text-indent: -18pt; text-align: center;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Courier New&amp;quot;;mso-fareast-font-family: &amp;quot;Courier New&amp;quot;"&gt;&lt;span style="mso-list:Ignore"&gt;o&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Sociedad, temas y estilo (página 144 y 145)&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 72pt; text-indent: -18pt; text-align: center;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Courier New&amp;quot;;mso-fareast-font-family: &amp;quot;Courier New&amp;quot;"&gt;&lt;span style="mso-list:Ignore"&gt;o&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Gracilazo de la Vega y Fray Luis de León (página 145)&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 72pt; text-indent: -18pt; text-align: center;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Courier New&amp;quot;;mso-fareast-font-family: &amp;quot;Courier New&amp;quot;"&gt;&lt;span style="mso-list:Ignore"&gt;o&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;La prosa en el siglo XVI y la Novela picaresca (páginas 168 y 169)&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 72pt; text-indent: -18pt; text-align: center;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Courier New&amp;quot;;mso-fareast-font-family: &amp;quot;Courier New&amp;quot;"&gt;&lt;span style="mso-list:Ignore"&gt;o&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;El Quijote: Intención, argumento, personajes y técnicas narrativas (página 194 y 195)&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 54pt; text-align: center;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt; text-align: center;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;mso-bidi-font-weight:bold"&gt;&lt;span style="mso-list: Ignore"&gt;-&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;          &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;BARROCO&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 72pt; text-indent: -18pt; text-align: center;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Courier New&amp;quot;;mso-fareast-font-family: &amp;quot;Courier New&amp;quot;"&gt;&lt;span style="mso-list:Ignore"&gt;o&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Teoría, temas, poesía: página 218, 219&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 72pt; text-indent: -18pt; text-align: center;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Courier New&amp;quot;;mso-fareast-font-family: &amp;quot;Courier New&amp;quot;"&gt;&lt;span style="mso-list:Ignore"&gt;o&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Góngora y Quevedo: página 219&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 72pt; text-indent: -18pt; text-align: center;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Courier New&amp;quot;;mso-fareast-font-family: &amp;quot;Courier New&amp;quot;"&gt;&lt;span style="mso-list:Ignore"&gt;o&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Teatro en el siglo XVII: página 242&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-left: 72pt; text-indent: -18pt; text-align: center;"&gt;&lt;span style="font-size:8.0pt; mso-bidi-font-size:12.0pt;font-family:&amp;quot;Courier New&amp;quot;;mso-fareast-font-family: &amp;quot;Courier New&amp;quot;"&gt;&lt;span style="mso-list:Ignore"&gt;o&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;    &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size: 12.0pt;font-family:&amp;quot;Comic Sans MS&amp;quot;"&gt;Lope de vega y Calderón de la Barca: página 243&lt;/span&gt;&lt;span style="font-size:8.0pt;mso-bidi-font-size:12.0pt"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;/div&gt;  &lt;span style="font-size:8.0pt;mso-bidi-font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-ansi-language:ES;mso-fareast-language: ES;mso-bidi-language:AR-SA"&gt;&lt;br /&gt; &lt;/span&gt;&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-1185912388143663897?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/1185912388143663897'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/1185912388143663897'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2011/12/pendientes-lengua-y-literatura-de-3-eso.html' title='&lt;center&gt;PENDIENTES: LENGUA Y LITERATURA DE 3º ESO. OBJETIVOS MÍNIMOS&lt;/center&gt;'/><author><name>Losas</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/-JNO-mPmPhm8/Tp_xsCQow9I/AAAAAAAAAAQ/G7_B3nuV1ms/s220/estrategias-de-ventas-sonrisa.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-24615600.post-3473141038235927214</id><published>2011-12-21T08:03:00.003+01:00</published><updated>2011-12-21T08:03:42.616+01:00</updated><title type='text'>Recuperación matemáticas B 4º ESO</title><content type='html'>La recuperación de la 1ª evaluación será el &lt;b&gt;jueves 26 de enero&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-3473141038235927214?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/3473141038235927214'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/3473141038235927214'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2011/12/recuperacion-matematicas-b-4-eso.html' title='Recuperación matemáticas B 4º ESO'/><author><name>Edmundo</name><uri>http://www.blogger.com/profile/03011352396074115752</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://1.bp.blogspot.com/-tlKlqpxYq-k/Tp-qdmPVG4I/AAAAAAAAAAQ/xAMptzD8Wrw/s220/edmundo.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-24615600.post-6081739214653897055</id><published>2011-12-20T11:25:00.000+01:00</published><updated>2011-12-20T11:27:36.097+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='1ESO'/><title type='text'>CIÈNCIES DE LA NATURALESA 1r ESO</title><content type='html'>La recuperació de la primera avaluació de ciències de la naturalesa serà el dijous 12 de gener&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-6081739214653897055?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/6081739214653897055'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/6081739214653897055'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2011/12/ciencies-de-la-naturalesa-1r-eso.html' title='CIÈNCIES DE LA NATURALESA 1r ESO'/><author><name>Aurora Tortajada</name><uri>http://www.blogger.com/profile/17665318244047347088</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-24615600.post-128710513261722106</id><published>2011-12-20T11:24:00.000+01:00</published><updated>2011-12-20T11:25:47.917+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3º ESO'/><title type='text'>FÍSICA Y QUÍMICA 3º ESO</title><content type='html'>Los alumnos de 3º ESO tendrán el examen de recuperación de la primera evaluación de física y química el martes día 24 de enero&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-128710513261722106?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/128710513261722106'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/128710513261722106'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2011/12/fisica-y-quimica-3-eso.html' title='FÍSICA Y QUÍMICA 3º ESO'/><author><name>Aurora Tortajada</name><uri>http://www.blogger.com/profile/17665318244047347088</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-24615600.post-1511378522120241048</id><published>2011-12-20T11:22:00.001+01:00</published><updated>2011-12-20T11:24:10.402+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='4ESO'/><title type='text'>FÍSICA Y QUÍMICA 4º ESO</title><content type='html'>Los alumnos de 4º ESO tendrán el examen de recuperación de la primera evaluación de física y química el lunes día 23 de enero&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-1511378522120241048?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/1511378522120241048'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/1511378522120241048'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2011/12/fisica-y-quimica-4-eso.html' title='FÍSICA Y QUÍMICA 4º ESO'/><author><name>Aurora Tortajada</name><uri>http://www.blogger.com/profile/17665318244047347088</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-24615600.post-2332613341762836995</id><published>2011-12-19T11:58:00.001+01:00</published><updated>2011-12-19T11:58:32.641+01:00</updated><title type='text'></title><content type='html'>&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-2332613341762836995?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/2332613341762836995'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/2332613341762836995'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2011/12/blog-post.html' title=''/><author><name>Salvador Antón</name><uri>http://www.blogger.com/profile/18196630887495450687</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-24615600.post-4379598730021316342</id><published>2011-12-19T11:50:00.002+01:00</published><updated>2011-12-19T11:56:45.726+01:00</updated><title type='text'>EXAMEN DE PENDENTS GEOGRAFIA I HISTÒRIA 1r ESO</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;img style="width: 222px; height: 222px;" 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" alt="" /&gt;&lt;br /&gt;&lt;/div&gt;L'&lt;span style="color: rgb(255, 0, 0);"&gt;examen de pendents&lt;/span&gt; de &lt;span style="color: rgb(51, 102, 255);"&gt;Geografia i Història de 1r ESO &lt;/span&gt;serà el pròxim dimecres, 18 de gener.&lt;br /&gt;&lt;br /&gt;En esta part de la recuperació aniran els temes de Geografia i els &lt;span style="color: rgb(255, 0, 0);"&gt;objectius mínims&lt;/span&gt; són els següents:&lt;br /&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   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mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman","serif";} &lt;/style&gt; &lt;![endif]--&gt;  &lt;ol style="margin-top:0cm" start="1" type="1"&gt;&lt;li class="MsoNormal" style="mso-list:l0 level1 lfo1;tab-stops:list 36.0pt"&gt;&lt;span style="font-family:&amp;quot;Futura Lt BT&amp;quot;,&amp;quot;sans-serif&amp;quot;" lang="CA"&gt;Saber quines són      les línies imaginàries de la       Terra.&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="mso-list:l0 level1 lfo1;tab-stops:list 36.0pt"&gt;&lt;span style="font-family:&amp;quot;Futura Lt BT&amp;quot;,&amp;quot;sans-serif&amp;quot;" lang="CA"&gt;Definir longitud i      latitud i saber situar un lloc al mapa.&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="mso-list:l0 level1 lfo1;tab-stops:list 36.0pt"&gt;&lt;span style="font-family:&amp;quot;Futura Lt BT&amp;quot;,&amp;quot;sans-serif&amp;quot;" lang="CA"&gt;Definir el      concepte escala, conéixer els tipus i saber utilitzar-la.&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="mso-list:l0 level1 lfo1;tab-stops:list 36.0pt"&gt;&lt;span style="font-family:&amp;quot;Futura Lt BT&amp;quot;,&amp;quot;sans-serif&amp;quot;" lang="CA"&gt;Els moviments de      la terra: definició i les seues conseqüències.&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="mso-list:l0 level1 lfo1;tab-stops:list 36.0pt"&gt;&lt;span style="font-family:&amp;quot;Futura Lt BT&amp;quot;,&amp;quot;sans-serif&amp;quot;" lang="CA"&gt;Conéixer les      principals unitats del relleu.&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="mso-list:l0 level1 lfo1;tab-stops:list 36.0pt"&gt;&lt;span style="font-family:&amp;quot;Futura Lt BT&amp;quot;,&amp;quot;sans-serif&amp;quot;" lang="CA"&gt;Saber la      composició interna de la terra: parts i característica essencial.&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="mso-list:l0 level1 lfo1;tab-stops:list 36.0pt"&gt;&lt;span style="font-family:&amp;quot;Futura Lt BT&amp;quot;,&amp;quot;sans-serif&amp;quot;;mso-ansi-language:      EN-GB" lang="EN-GB"&gt;Situar els continents, oceans i mars importants.&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="mso-list:l0 level1 lfo1;tab-stops:list 36.0pt"&gt;&lt;span style="font-family:&amp;quot;Futura Lt BT&amp;quot;,&amp;quot;sans-serif&amp;quot;" lang="CA"&gt;Identificar les      característiques del relleu de continents i oceans.&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="mso-list:l0 level1 lfo1;tab-stops:list 36.0pt"&gt;&lt;span style="font-family:&amp;quot;Futura Lt BT&amp;quot;,&amp;quot;sans-serif&amp;quot;" lang="CA"&gt;Definir temps i      clima. Saber diferenciar-los.&lt;/span&gt;&lt;/li&gt;&lt;li class="MsoNormal" style="mso-list:l0 level1 lfo1;tab-stops:list 36.0pt"&gt;&lt;span style="font-family:&amp;quot;Futura Lt BT&amp;quot;,&amp;quot;sans-serif&amp;quot;" lang="CA"&gt;Conéixer els      diferents tipus de climes i&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;les      característiques essencial de cadscú (plujes, temperatures i tipus de      paisatge).&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-4379598730021316342?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/4379598730021316342'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/4379598730021316342'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2011/12/examen-de-pendents-geografia-i-historia.html' title='EXAMEN DE PENDENTS GEOGRAFIA I HISTÒRIA 1r ESO'/><author><name>Salvador Antón</name><uri>http://www.blogger.com/profile/18196630887495450687</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-24615600.post-2019985696764145759</id><published>2011-12-18T10:42:00.002+01:00</published><updated>2011-12-18T10:53:40.306+01:00</updated><title type='text'>Trabajo de Religión para todos</title><content type='html'>Averiguad el origen y significado de algunos elementos y tradiciones relacionados con Navidad:&lt;br /&gt;&lt;br /&gt;Adviento y corona de Adviento, Árbol de Navidad, Pesebre, Misa de Gallo,Estrenas, Papá Noel, Regalos Villancicos...&lt;br /&gt;&lt;br /&gt;Y que ello os ayude a vivir más intensamente estas fiestas. Fiestas de fe, alegría y solidaridad.&lt;br /&gt;&lt;br /&gt;Podéis buscar información en las siguientes direcciones:&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.ecatolico.com/navidad/35_navidad_simbolo_significado.htm"&gt;http://www.ecatolico.com/navidad/35_navidad_simbolo_significado.htm&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.churchforum.org/un-regalo-navidad.htm"&gt;http://www.churchforum.org/un-regalo-navidad.htm&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.elalmanaque.com/navidad/temas/AGUINALDO.htm"&gt;http://www.elalmanaque.com/navidad/temas/AGUINALDO.htm&lt;/a&gt;&lt;br /&gt;&lt;a href="http://webcatolicodejavier.org/curnav.html"&gt;http://webcatolicodejavier.org/curnav.html&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-2019985696764145759?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/2019985696764145759'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/2019985696764145759'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2011/12/trabajo-de-religion-para-todos.html' title='Trabajo de Religión para todos'/><author><name>Concha Ferri</name><uri>http://www.blogger.com/profile/18055847592098296024</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-24615600.post-5209686110759898294</id><published>2011-12-17T11:27:00.004+01:00</published><updated>2011-12-17T11:31:49.897+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='3º ESO'/><category scheme='http://www.blogger.com/atom/ns#' term='4ESO'/><title type='text'>Deberes Nadal mates 3º ESO y mates B 4º ESO</title><content type='html'>En el aula virtual están colgados los deberes de Navidad para los alumnos de 3º y 4º ESO&lt;br /&gt;&lt;br /&gt;3º ESO: páginas 80 y 86 tema polinomios&lt;br /&gt;&lt;br /&gt;4º ESO: ficheros con problemas de triángulos rectángulos y con el teorema del seno y del coseno&lt;div class="blogger-post-footer"&gt;Sindicación del blog&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/24615600-5209686110759898294?l=sfamiliav.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/5209686110759898294'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/24615600/posts/default/5209686110759898294'/><link rel='alternate' type='text/html' href='http://sfamiliav.blogspot.com/2011/12/deures-nadal-mates-3-eso-y-mates-b-4.html' title='Deberes Nadal mates 3º ESO y mates B 4º ESO'/><author><name>Edmundo</name><uri>http://www.blogger.com/profile/03011352396074115752</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://1.bp.blogspot.com/-tlKlqpxYq-k/Tp-qdmPVG4I/AAAAAAAAAAQ/xAMptzD8Wrw/s220/edmundo.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-24615600.post-8645753123604951806</id><published>2011-12-09T16:02:00.002+01:00</published><updated>2011-12-09T16:05:17.891+01:00</updated><title type='text'>posibles preguntas...</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-E9uxQau7Whc/TuIjk2lglAI/AAAAAAAAAAQ/gfR6LIxUNRE/s1600/Nen%25C3%25BAfares.jpg"&gt;&lt;img style="float:right; 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