<?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-1662380133260018727</id><updated>2012-02-10T11:34:52.379+01:00</updated><category term='operación bocata.'/><category term='rincón arte'/><category term='actividades de clase'/><category term='jornada de convivencia'/><category term='Programa ALISO'/><category term='vivencias personales'/><category term='reportajes'/><category term='charlas y conferencias'/><category term='debate'/><category term='racismo'/><category term='operación bocata 2011.'/><category term='Biblioteca. 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Derechos humanos'/><category term='poesía'/><category term='fe de erratas'/><category term='fotonovela'/><category term='pueblos abandonados'/><category term='temas polémicos'/><category term='Comenius'/><category term='Consumismo'/><category term='NAVIDAD'/><category term='Excursión'/><category term='Activa.TIC'/><category term='caligramas'/><category term='celebraciones'/><category term='empírika 2010'/><category term='cómic'/><category term='mesa redonda'/><category term='jabones'/><category term='guía académica y profesional'/><category term='articulos'/><category term='lectura en el aula'/><category term='diversidad cultural'/><category term='alumnos'/><category term='libros y lecturas'/><category term='salidas y visitas'/><category term='Interculturalidad e Igualdad'/><category term='despedidas alumnos 2º Bachillerato'/><category term='ping pong'/><category term='cultura'/><category term='AMPA'/><category term='asociación de padres'/><category term='discurso de despedida'/><category term='2ºESO D'/><category term='problemas sociales'/><category term='actividades culturales'/><category term='entrevista'/><category term='Hombres y mujeres'/><category term='pasillos del instituto'/><category term='Profesores'/><category term='humor'/><category term='eje cronológico'/><category term='Consejo Escolar'/><category term='campeonato'/><category term='fiesta'/><category term='Psicología'/><category term='bullying'/><category term='Ledesma'/><category term='Rocío Rueda'/><category term='prensa'/><category term='dia del libro'/><category term='ex-alumnos'/><category term='Redes Sociales'/><category term='fiestas'/><category term='Día del libro'/><category term='igualdad de género'/><category term='ciencia'/><category term='biblioteca'/><category term='elecciones generales 2011'/><category term='culturas humanas'/><category term='paz'/><category term='Intercambio USA'/><category term='convivencia'/><category term='juegos'/><category term='centro del cancer'/><category term='mediación'/><category term='carnaval'/><category term='2011'/><category term='actividades'/><category term='música'/><category term='ley d&apos;hont'/><category term='Rueda'/><category term='sugerencias de lectura'/><category term='literatura'/><category term='ppt'/><category term='revista'/><category term='rincón arte.'/><category term='nuevo mes'/><category term='elecciones 20N'/><category term='Internet'/><category term='vida en el Instituto'/><category term='colegios'/><category term='photopeach'/><category term='deportes'/><category term='francés'/><category term='secretaría'/><category term='Web 2.0'/><category term='FGSR'/><category term='educación vial'/><category term='patio'/><category term='teatro'/><category term='grupos. celebraciones'/><category term='medios de comunicación'/><category term='noticias'/><category term='novedades'/><category term='actualidad'/><category term='Ley SOPA'/><category term='colaboradores'/><category term='Creaciones literarias'/><category term='problemas medioambientales'/><category term='extraescolares'/><category term='Intercambio USA 2009'/><title type='text'>Activa.TiC</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default?start-index=101&amp;max-results=100'/><author><name>Activ@.TiC</name><uri>http://www.blogger.com/profile/03267221207311817255</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><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>493</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-3533456834378306574</id><published>2012-02-09T19:02:00.004+01:00</published><updated>2012-02-09T19:05:56.925+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='San Valentín'/><category scheme='http://www.blogger.com/atom/ns#' term='photopeach'/><title type='text'>Poemas de amor por San Valentín</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: justify;"&gt;Cuando las cartas de amor llenas de hermosas palabras vuelan de las mesas del pasillo a los buzones de Cupido, los alumnos de &lt;b&gt;2º ESO A &lt;/b&gt;se han puesto a buscar imágenes y músicas para hacer con los poemas pequeños homenajes a lo que más necesitamos y mejor nos sustenta.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Aquí tenéis una pequeña selección. Si queréis ver unos cuantos más podéis ir a la &lt;a href="http://2acg2011.blogspot.com/search/label/San%20Valent%C3%ADn" target="_blank"&gt;&lt;b&gt;etiqueta San Valentín de su blog.&lt;/b&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Algunos los han escrito ellos pensando en sus amores. Adivínalos.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Para disfrutarlos plenamente ponedlos a plena pantalla. Si os gustan, &lt;b&gt;os invito a que les dejéis un comentario al final&lt;/b&gt;. Les gustará. &lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;object height="296" width="445"&gt;&lt;param name="movie" value="http://photopeach.com/public/swf/story.swf"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"/&gt;&lt;param name="allowfullscreen" value="true"/&gt;&lt;param name="flashvars" value="photos=http://photopeach.com%2Fapi%2Fgetphotos%3Falbum_id%3D193fr09&amp;amp;autoplay=0&amp;amp;embed=1"/&gt;&lt;embed src="http://photopeach.com/public/swf/story.swf" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="445" height="296" flashvars="photos=http://photopeach.com%2Fapi%2Fgetphotos%3Falbum_id%3D193fr09&amp;amp;autoplay=0&amp;amp;embed=1"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;object height="296" width="445"&gt;&lt;param name="movie" value="http://photopeach.com/public/swf/story.swf"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"/&gt;&lt;param 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type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="445" height="296" flashvars="photos=http://photopeach.com%2Fapi%2Fgetphotos%3Falbum_id%3Df5xy9m&amp;amp;autoplay=0&amp;amp;embed=1"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;object height="296" width="445"&gt;&lt;param name="movie" value="http://photopeach.com/public/swf/story.swf"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"/&gt;&lt;param name="allowfullscreen" value="true"/&gt;&lt;param name="flashvars" value="photos=http://photopeach.com%2Fapi%2Fgetphotos%3Falbum_id%3Ddu5dfq&amp;amp;autoplay=0&amp;amp;embed=1"/&gt;&lt;embed src="http://photopeach.com/public/swf/story.swf" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="445" height="296" flashvars="photos=http://photopeach.com%2Fapi%2Fgetphotos%3Falbum_id%3Ddu5dfq&amp;amp;autoplay=0&amp;amp;embed=1"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;br /&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/1662380133260018727-3533456834378306574?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/3533456834378306574/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=3533456834378306574' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/3533456834378306574'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/3533456834378306574'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2012/02/poemas-de-amor-por-san-valentin.html' title='Poemas de amor por San Valentín'/><author><name>Ángel Encinas Carazo</name><uri>http://www.blogger.com/profile/06424230165772178901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://photos1.blogger.com/blogger/3890/3929/320/yo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-1331280724227841872</id><published>2012-02-01T19:36:00.002+01:00</published><updated>2012-02-01T19:36:14.031+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='guía académica y profesional'/><category scheme='http://www.blogger.com/atom/ns#' term='orientación'/><category scheme='http://www.blogger.com/atom/ns#' term='Issuu'/><title type='text'>Guías de orientación académica y profesional para alumnos de 4ºESO y Bachillerato.</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;Nuestro Orientador, Joan Miquel Salas acaba de publicar una edición actualizada de sus magníficas guías. &amp;nbsp;Nos vendrán muy bien a todos: alumnos, profesores y padres.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;object classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" id="0afc71c6-e11d-ceba-21dd-002a0ceb5fa3" style="height: 297px; width: 420px;"&gt;&lt;param name="movie" value="http://static.issuu.com/webembed/viewers/style1/v2/IssuuReader.swf?mode=mini&amp;amp;backgroundColor=%23222222&amp;amp;documentId=120129185208-848716e7335343448ff6cd6184527e43" /&gt;&lt;param name="allowfullscreen" value="true"/&gt;&lt;param name="menu" value="false"/&gt;&lt;param name="wmode" value="transparent"/&gt;&lt;embed src="http://static.issuu.com/webembed/viewers/style1/v2/IssuuReader.swf" type="application/x-shockwave-flash" allowfullscreen="true" menu="false" wmode="transparent" style="width:420px;height:297px" flashvars="mode=mini&amp;amp;backgroundColor=%23222222&amp;amp;documentId=120129185208-848716e7335343448ff6cd6184527e43" /&gt;&lt;/object&gt;&lt;br /&gt;&lt;div style="text-align: left; width: 420px;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;object classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" id="9d92d194-406b-044f-5585-8eaffba06cf8" style="height: 297px; width: 420px;"&gt;&lt;param name="movie" value="http://static.issuu.com/webembed/viewers/style1/v2/IssuuReader.swf?mode=mini&amp;amp;backgroundColor=%23222222&amp;amp;documentId=120127194603-35293f52e7da4874ae144096a38c63ef" /&gt;&lt;param name="allowfullscreen" value="true"/&gt;&lt;param name="menu" value="false"/&gt;&lt;param name="wmode" value="transparent"/&gt;&lt;embed src="http://static.issuu.com/webembed/viewers/style1/v2/IssuuReader.swf" type="application/x-shockwave-flash" allowfullscreen="true" menu="false" wmode="transparent" style="width:420px;height:297px" flashvars="mode=mini&amp;amp;backgroundColor=%23222222&amp;amp;documentId=120127194603-35293f52e7da4874ae144096a38c63ef" /&gt;&lt;/object&gt;&lt;br /&gt;&lt;div style="text-align: left; width: 420px;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-1331280724227841872?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/1331280724227841872/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=1331280724227841872' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/1331280724227841872'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/1331280724227841872'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2012/02/guias-de-orientacion-academica-y.html' title='Guías de orientación académica y profesional para alumnos de 4ºESO y Bachillerato.'/><author><name>Ángel Encinas Carazo</name><uri>http://www.blogger.com/profile/06424230165772178901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://photos1.blogger.com/blogger/3890/3929/320/yo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-4763216560991670889</id><published>2012-01-25T23:42:00.000+01:00</published><updated>2012-01-25T23:42:15.362+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='laboratorio'/><category scheme='http://www.blogger.com/atom/ns#' term='actividades de clase'/><category scheme='http://www.blogger.com/atom/ns#' term='Profesores'/><category scheme='http://www.blogger.com/atom/ns#' term='photopeach'/><category scheme='http://www.blogger.com/atom/ns#' term='Miguel'/><title type='text'>En el laboratorio de Química con Miguel V. García</title><content type='html'>&lt;br /&gt;&lt;object height="296" width="445"&gt;&lt;param name="movie" value="http://photopeach.com/public/swf/story.swf"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"/&gt;&lt;param name="allowfullscreen" value="true"/&gt;&lt;param name="flashvars" value="photos=http://photopeach.com%2Fapi%2Fgetphotos%3Falbum_id%3Dvl17a1&amp;amp;autoplay=0&amp;amp;embed=1"/&gt;&lt;embed src="http://photopeach.com/public/swf/story.swf" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="445" height="296" flashvars="photos=http://photopeach.com%2Fapi%2Fgetphotos%3Falbum_id%3Dvl17a1&amp;amp;autoplay=0&amp;amp;embed=1"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-4763216560991670889?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/4763216560991670889/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=4763216560991670889' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/4763216560991670889'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/4763216560991670889'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2012/01/en-el-laboratorio-de-quimica-con-miguel.html' title='En el laboratorio de Química con Miguel V. García'/><author><name>Ángel Encinas Carazo</name><uri>http://www.blogger.com/profile/06424230165772178901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://photos1.blogger.com/blogger/3890/3929/320/yo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-2545231977250502633</id><published>2012-01-24T11:23:00.001+01:00</published><updated>2012-01-27T11:27:24.181+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ley SOPA'/><category scheme='http://www.blogger.com/atom/ns#' term='Internet'/><title type='text'>La ley SOPA</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: justify;"&gt;¿Qué es la ley SOPA?&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La ley SOPA es una ley que está en debate&amp;nbsp; en el Congreso de los Estados Unidos. La ley "Sopa" es una abreviatura de &lt;b&gt;S&lt;/b&gt;top &lt;b&gt;O&lt;/b&gt;nline &lt;b&gt;P&lt;/b&gt;iracy &lt;b&gt;A&lt;/b&gt;ct ( ley de cese de piratería).&amp;nbsp; Esta ley se queda corta ante nuestra Ley "Sinde",&amp;nbsp; ya que si fuera aprobada se censuraría todo tipo de información compartida, ya sean imágenes, películas...&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El supuesto objetivo de la ley es perseguir la piratería y proteger la propiedad intelectual, pero en este este caso es llevado al extremo, ya que se perseguiría todo lo que esté protegido por copyright. Se podría decir que no puedes subir una imagen de un videojuego, un vídeo cantando una canción protegida por copyright etc...&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;Poco después de esto el FBI cerró una de las mayores páginas de soporte de descarga de Internet que contenía millones de archivos, esto inició una polémica en la que algunos aseguran que esto será el inicio de la World War Web.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Esto empieza en EE.UU., pero al ser una de las mayores estructuras de la Internet y poseedor de la mayoría de servidores afecta a otros&amp;nbsp;países, incluido el nuestro. La Internet que hoy en día se conoce dejaría de ser lo mismo, páginas como YouTube o blogs dejarían de funcionar.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La codicia de muchos es el resultado de esto. Internet, una vía de libre información y libertad de expresión, puede dejar de serlo. ¿Es este el final de Internet?&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="310" src="http://www.youtube.com/embed/5fvwoHKj6cs" width="540"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&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/1662380133260018727-2545231977250502633?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/2545231977250502633/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=2545231977250502633' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/2545231977250502633'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/2545231977250502633'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2012/01/la-ley-sopa.html' title='La ley SOPA'/><author><name>Jhony Freak.</name><uri>http://www.blogger.com/profile/11523020628308474378</uri><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/-ojEhndrvjkQ/TeDbWLMLheI/AAAAAAAAAHo/bmKkrRKhgYk/s220/19042011192.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/5fvwoHKj6cs/default.jpg' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-6724721065696941213</id><published>2012-01-17T17:28:00.000+01:00</published><updated>2012-01-17T17:28:45.721+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='nieve'/><title type='text'>Las primeras nieves</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-MJaJAF0UJq0/TxWgv9h05BI/AAAAAAAAFRU/U8hOWAIWM1g/s1600/IMG_3741.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="298" src="http://2.bp.blogspot.com/-MJaJAF0UJq0/TxWgv9h05BI/AAAAAAAAFRU/U8hOWAIWM1g/s400/IMG_3741.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;No fue mucha, pero su blancura silenciosa despierta en todos nosotros la alegría y el juego bullicioso. Que sea por lo de "año de nieves, año de bienes".&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-6724721065696941213?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/6724721065696941213/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=6724721065696941213' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/6724721065696941213'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/6724721065696941213'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2012/01/las-primeras-nieves.html' title='Las primeras nieves'/><author><name>Ángel Encinas Carazo</name><uri>http://www.blogger.com/profile/06424230165772178901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://photos1.blogger.com/blogger/3890/3929/320/yo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-MJaJAF0UJq0/TxWgv9h05BI/AAAAAAAAFRU/U8hOWAIWM1g/s72-c/IMG_3741.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-831622639699217228</id><published>2012-01-13T10:56:00.002+01:00</published><updated>2012-01-13T11:19:45.621+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ppt'/><category scheme='http://www.blogger.com/atom/ns#' term='fotonovela'/><category scheme='http://www.blogger.com/atom/ns#' term='Europa'/><title type='text'>Fotonovela. Preocupados por Europa</title><content type='html'>&lt;div id="__ss_10867049" style="width: 425px;"&gt;&lt;span style="display: block; margin-bottom: 4px; margin-left: 0px; margin-right: 0px; margin-top: 12px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Esta es una fotonovela que hemos realizado los alumnos de 4ºA Álvaro Herrero y Alejandro Pérez  para la clase de Ciencias Sociales con nuestro profesor Ángel Encinas.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Esperamos que os guste.&lt;/div&gt;&lt;iframe frameborder="0" height="355" marginheight="0" marginwidth="0" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/10867049" width="425"&gt;&lt;/iframe&gt; &lt;br /&gt;&lt;div style="padding: 5px 0 12px;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-831622639699217228?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/831622639699217228/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=831622639699217228' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/831622639699217228'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/831622639699217228'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2012/01/fotonovela-preocupados-por-europa.html' title='Fotonovela. Preocupados por Europa'/><author><name>Alex</name><uri>http://www.blogger.com/profile/03744854781667761752</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-2653935995602874711</id><published>2011-12-24T20:09:00.000+01:00</published><updated>2011-12-31T16:58:41.692+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='bullying'/><title type='text'>Impresionante testimonio sobre el bullying</title><content type='html'>&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/mgxwC_Z6Qy4" width="420"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;No dejéis de verlo. La Navidad es un buen momento. &lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-2653935995602874711?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/2653935995602874711/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=2653935995602874711' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/2653935995602874711'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/2653935995602874711'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/12/impresionante-testimonio-sobre-el.html' title='Impresionante testimonio sobre el bullying'/><author><name>Ángel Encinas Carazo</name><uri>http://www.blogger.com/profile/06424230165772178901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://photos1.blogger.com/blogger/3890/3929/320/yo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/mgxwC_Z6Qy4/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-7288828667128920838</id><published>2011-12-22T19:15:00.001+01:00</published><updated>2011-12-22T19:17:13.711+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='NAVIDAD'/><category scheme='http://www.blogger.com/atom/ns#' term='libros y lecturas'/><category scheme='http://www.blogger.com/atom/ns#' term='animación a la lectura'/><category scheme='http://www.blogger.com/atom/ns#' term='sugerencias de lectura'/><category scheme='http://www.blogger.com/atom/ns#' term='biblioteca'/><title type='text'>LIBROS RECOMENDADOS PARA 1º Y 2º ESO  NAVIDAD 2011</title><content type='html'>&lt;em&gt;&lt;strong&gt;&lt;span style="font-size: large;"&gt;"La lectura nos regala mucha compañía, libertad para ser de otra manera y ser más"&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;strong&gt;Pedro Laín Entralgo&lt;/strong&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Llegan las vacaciones de navidad, con sus fiestas, sus reuniones familiares y quizá también con momentos de lectura, ¿por qué no?. Queremos desde la biblioteca y con ayuda de varios departamentos didácticos presentar nuestras &lt;strong&gt;recomendaciones de lectura&lt;/strong&gt; para estas fechas.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Aprovechamos la ocasión para desearos unas felices fiestas.&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-Wlv3D_rZzA8/TvNzLKl4_MI/AAAAAAAAADs/OWc-BCijRa4/s1600/sara0014.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" rea="true" src="http://1.bp.blogspot.com/-Wlv3D_rZzA8/TvNzLKl4_MI/AAAAAAAAADs/OWc-BCijRa4/s640/sara0014.JPG" width="454" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-ecJmvXZr3As/TvNzUhdBToI/AAAAAAAAAD0/P86ShCoccgw/s1600/sara0015.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" rea="true" src="http://3.bp.blogspot.com/-ecJmvXZr3As/TvNzUhdBToI/AAAAAAAAAD0/P86ShCoccgw/s640/sara0015.JPG" width="472" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: x-small;"&gt;&lt;em&gt;Para ampliar o descargar arratrad el documento a vuestro escritorio&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-7288828667128920838?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/7288828667128920838/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=7288828667128920838' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/7288828667128920838'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/7288828667128920838'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/12/libros-recomendados-para-1-y-2-eso.html' title='LIBROS RECOMENDADOS PARA 1º Y 2º ESO  NAVIDAD 2011'/><author><name>Begoña</name><uri>http://www.blogger.com/profile/10499292806808547216</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/-Wlv3D_rZzA8/TvNzLKl4_MI/AAAAAAAAADs/OWc-BCijRa4/s72-c/sara0014.JPG' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-8443991513981986963</id><published>2011-12-22T19:00:00.001+01:00</published><updated>2011-12-22T19:55:28.744+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='NAVIDAD'/><category scheme='http://www.blogger.com/atom/ns#' term='libros y lecturas'/><category scheme='http://www.blogger.com/atom/ns#' term='animación a la lectura'/><category scheme='http://www.blogger.com/atom/ns#' term='biblioteca'/><title type='text'>LIBROS RECOMENDADOS PARA 3º Y 4º ESO  NAVIDAD 2011</title><content type='html'>&lt;div class="description" style="text-align: center;"&gt;&lt;strong&gt;&lt;em&gt;&lt;span style="font-size: large;"&gt;"Fuera del perro, un libro es probablemente el mejor amigo del hombre, y dentro del perro probablemente está demasiado oscuro para leer."&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div class="description"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="description" style="text-align: center;"&gt;&lt;strong&gt;&amp;nbsp;Groucho Marx&lt;/strong&gt;&lt;/div&gt;&lt;div align="justify" class="description" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="justify" class="description" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="description" style="text-align: justify;"&gt;Seguro que hemos pensado en algún momento regalar un libro y no sabemos cuál o tal vez visitemos la biblioteca más cercana y no tengamos claro qué nos apetece leer. ﻿Echa un vistazo, quizá encuentres algo que te encaje.&lt;/div&gt;&lt;div class="description" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-JJIA6ZVyJVc/TvN37HsxoBI/AAAAAAAAAEA/dQG4IpWRog4/s1600/sara0016.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" rea="true" src="http://1.bp.blogspot.com/-JJIA6ZVyJVc/TvN37HsxoBI/AAAAAAAAAEA/dQG4IpWRog4/s640/sara0016.JPG" width="484" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-VVmckobg64Y/TvN4G4QcYDI/AAAAAAAAAEI/jHsSFF2xU7o/s1600/sara0017.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" rea="true" src="http://1.bp.blogspot.com/-VVmckobg64Y/TvN4G4QcYDI/AAAAAAAAAEI/jHsSFF2xU7o/s640/sara0017.JPG" width="466" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="description" style="text-align: justify;"&gt;&lt;br /&gt;&lt;em&gt;&lt;span style="font-size: x-small;"&gt;Para ampliar o descargar arratrad el documento a vuestro escritorio&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-8443991513981986963?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/8443991513981986963/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=8443991513981986963' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/8443991513981986963'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/8443991513981986963'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/12/libros-recomendados-para-3-y-4-eso.html' title='LIBROS RECOMENDADOS PARA 3º Y 4º ESO  NAVIDAD 2011'/><author><name>Begoña</name><uri>http://www.blogger.com/profile/10499292806808547216</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/-JJIA6ZVyJVc/TvN37HsxoBI/AAAAAAAAAEA/dQG4IpWRog4/s72-c/sara0016.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-3777381039580597922</id><published>2011-12-22T18:52:00.000+01:00</published><updated>2011-12-22T19:52:59.600+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='NAVIDAD'/><category scheme='http://www.blogger.com/atom/ns#' term='libros y lecturas'/><category scheme='http://www.blogger.com/atom/ns#' term='animación a la lectura'/><category scheme='http://www.blogger.com/atom/ns#' term='biblioteca'/><title type='text'>LIBROS RECOMENDADOS PARA BACHILLERATO NAVIDAD 2011</title><content type='html'>&lt;span style="font-size: large;"&gt;&lt;em&gt;&lt;strong&gt;" La literatura no es otra cosa que un sueño dirigido"&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;strong&gt;Jorge Luis Borges&lt;/strong&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;¿Por qué no eliges alguno de los sueños que te proponemos desde la biblioteca? &lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-kt1VM5WpQ5E/TvN79XOmZYI/AAAAAAAAAEg/bJUd5fMRkUE/s1600/sara0019.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" rea="true" src="http://3.bp.blogspot.com/-kt1VM5WpQ5E/TvN79XOmZYI/AAAAAAAAAEg/bJUd5fMRkUE/s640/sara0019.JPG" width="462" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-iZTlSP2PRq0/TvN8IN03svI/AAAAAAAAAEo/BZvzSwAZC-4/s1600/sara0020.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" rea="true" src="http://3.bp.blogspot.com/-iZTlSP2PRq0/TvN8IN03svI/AAAAAAAAAEo/BZvzSwAZC-4/s640/sara0020.JPG" width="462" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;em&gt;Para ampliar o descargar arratrad el documento a vuestro escritorio.&lt;/em&gt;&lt;/span&gt;&lt;/div&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/1662380133260018727-3777381039580597922?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/3777381039580597922/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=3777381039580597922' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/3777381039580597922'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/3777381039580597922'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/12/libros-recomendados-para-bachillerato.html' title='LIBROS RECOMENDADOS PARA BACHILLERATO NAVIDAD 2011'/><author><name>Begoña</name><uri>http://www.blogger.com/profile/10499292806808547216</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/-kt1VM5WpQ5E/TvN79XOmZYI/AAAAAAAAAEg/bJUd5fMRkUE/s72-c/sara0019.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-1041019970316788244</id><published>2011-12-22T09:56:00.010+01:00</published><updated>2012-01-17T12:54:34.682+01:00</updated><title type='text'>Elecciones en nuestro Instituto</title><content type='html'>&lt;div style="TEXT-ALIGN: center" class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-family:'Showcard Gothic';color:#00ccff;"&gt;Elecciones generales 2011&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;&lt;b&gt;&lt;span style="font-family:'Showcard Gothic';font-size:20;color:#00ccff;"&gt;En el i.E.S. f. garcía bernalt&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;&lt;u&gt;&lt;span style="font-size:18;"&gt;CONGRESO DE LOS DIPUTADOS&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;u&gt;&lt;span style="font-size:18;"&gt;&lt;span style="TEXT-DECORATION: none"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;En las elecciones hemos calculado el número de escaños aplicando la ley electoral de D´Hondt. &lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;¡OJO! Sólo se contabilizan los que tengan mas de un 3% (11 votos).&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;En total se han emitido 355 votos de los cuales 325 votos son validos, 17 votos en blanco y 13 votos son nulos.&lt;/div&gt;&lt;br /&gt;&lt;table style="BORDER-COLLAPSE: collapse; MARGIN-LEFT: 5.4pt; mso-padding-alt: 0cm 0cm 0cm 0cm" class="MsoNormalTable" border="0" cellspacing="0" cellpadding="0"&gt;&lt;tbody&gt;&lt;tr style="HEIGHT: 23.5pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0"&gt;&lt;td style="BORDER-BOTTOM: windowtext 1pt solid; BORDER-LEFT: windowtext 1pt solid; PADDING-BOTTOM: 0cm; PADDING-LEFT: 5.4pt; WIDTH: 225pt; PADDING-RIGHT: 5.4pt; HEIGHT: 23.5pt; BORDER-TOP: windowtext 1pt solid; BORDER-RIGHT: windowtext 1pt solid; PADDING-TOP: 0cm" valign="top" width="300"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;PARTIDO&lt;!--?xml:namespace prefix = o /--&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: windowtext 1pt solid; BORDER-LEFT: windowtext 1pt solid; PADDING-BOTTOM: 0cm; PADDING-LEFT: 5.4pt; WIDTH: 63pt; PADDING-RIGHT: 5.4pt; HEIGHT: 23.5pt; BORDER-TOP: windowtext 1pt solid; BORDER-RIGHT: windowtext 1pt solid; PADDING-TOP: 0cm" valign="top" width="84"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;VOTOS&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: windowtext 1pt solid; BORDER-LEFT: windowtext 1pt solid; PADDING-BOTTOM: 0cm; PADDING-LEFT: 5.4pt; WIDTH: 69.8pt; PADDING-RIGHT: 5.4pt; HEIGHT: 23.5pt; BORDER-TOP: windowtext 1pt solid; BORDER-RIGHT: windowtext 1pt solid; PADDING-TOP: 0cm" valign="top" width="93"&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;&lt;b&gt;%&lt;span class="apple-converted-space"&gt; &lt;/span&gt;VOTOS&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: windowtext 1pt solid; BORDER-LEFT: windowtext 1pt solid; PADDING-BOTTOM: 0cm; PADDING-LEFT: 5.4pt; WIDTH: 72.8pt; PADDING-RIGHT: 5.4pt; HEIGHT: 23.5pt; BORDER-TOP: windowtext 1pt solid; BORDER-RIGHT: windowtext 1pt solid; PADDING-TOP: 0cm" valign="top" width="97"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;ESCAÑOS&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style="HEIGHT: 88.9pt; mso-yfti-irow: 1"&gt;&lt;td style="BORDER-BOTTOM: windowtext 1pt solid; BORDER-LEFT: windowtext 1pt solid; PADDING-BOTTOM: 0cm; PADDING-LEFT: 5.4pt; WIDTH: 225pt; PADDING-RIGHT: 5.4pt; HEIGHT: 88.9pt; BORDER-TOP: windowtext 1pt solid; BORDER-RIGHT: windowtext 1pt solid; PADDING-TOP: 0cm" valign="top" width="300"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;Diversificación Unida(DU)&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;Partido Popular (PP)&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;Unión de Progreso y Democracia (UPyD)&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;Izquierda Unida (IU)&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;Partido Socialista Obrero Español (PSOE)&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: windowtext 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 5.4pt; WIDTH: 63pt; PADDING-RIGHT: 5.4pt; HEIGHT: 88.9pt; BORDER-TOP: medium none; BORDER-RIGHT: windowtext 1pt solid; PADDING-TOP: 0cm" valign="top" width="84"&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;229&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;28&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;19&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;15&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;12&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: windowtext 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 5.4pt; WIDTH: 69.8pt; PADDING-RIGHT: 5.4pt; HEIGHT: 88.9pt; BORDER-TOP: medium none; BORDER-RIGHT: windowtext 1pt solid; PADDING-TOP: 0cm" valign="top" width="93"&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;64.51%&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;7.89%&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;5.35%&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;4.23%&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;3.38%&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: windowtext 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 5.4pt; WIDTH: 72.8pt; PADDING-RIGHT: 5.4pt; HEIGHT: 88.9pt; BORDER-TOP: medium none; BORDER-RIGHT: windowtext 1pt solid; PADDING-TOP: 0cm" valign="top" width="97"&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;4&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;0&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;0&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;0&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;0&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td style="BORDER-BOTTOM: windowtext 1pt solid; BORDER-LEFT: windowtext 1pt solid; PADDING-BOTTOM: 0cm; PADDING-LEFT: 5.4pt; WIDTH: 225pt; PADDING-RIGHT: 5.4pt; BORDER-TOP: windowtext 1pt solid; BORDER-RIGHT: windowtext 1pt solid; PADDING-TOP: 0cm" valign="top" width="300"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;Escaños en blanco (Eb)&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;Partido Regionalista de País Leonés (PREPAL)&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;Equo (EQUO)&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;Partido animalista (PACMA)&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;Higiene Democrática (HD)&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: windowtext 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 5.4pt; WIDTH: 63pt; PADDING-RIGHT: 5.4pt; BORDER-TOP: medium none; BORDER-RIGHT: windowtext 1pt solid; PADDING-TOP: 0cm" valign="top" width="84"&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;7&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;5&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;5&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;3&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;2&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: windowtext 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 5.4pt; WIDTH: 69.8pt; PADDING-RIGHT: 5.4pt; BORDER-TOP: medium none; BORDER-RIGHT: windowtext 1pt solid; PADDING-TOP: 0cm" valign="top" width="93"&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;1.97%&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;1.41%&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;1.41%&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;0.85%&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;0.56%&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: windowtext 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 5.4pt; WIDTH: 72.8pt; PADDING-RIGHT: 5.4pt; BORDER-TOP: medium none; BORDER-RIGHT: windowtext 1pt solid; PADDING-TOP: 0cm" valign="top" width="97"&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;excluido&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;excluido&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;excluido&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;excluido&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;excluido&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;Teniendo en cuenta que a la provincia de Salamanca le corresponden cuatro escaños y aplicando la LEY D´HONDT, resulta el siguiente cuadro y reparto:&lt;/div&gt;&lt;br /&gt;&lt;div align="center"&gt;&lt;br /&gt;&lt;table style="BORDER-BOTTOM: medium none; BORDER-LEFT: medium none; WIDTH: 576px; BORDER-COLLAPSE: collapse; MARGIN-LEFT: 30.5pt; BORDER-TOP: medium none; BORDER-RIGHT: medium none; border-image: initial" class="MsoNormalTable" border="1" cellspacing="0" cellpadding="0"&gt;&lt;tbody&gt;&lt;tr style="HEIGHT: 8.25pt"&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 57.4pt; PADDING-RIGHT: 3.5pt; HEIGHT: 8.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" rowspan="2" width="77"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 212.6pt; PADDING-RIGHT: 3.5pt; HEIGHT: 8.25pt; BORDER-TOP: 1pt solid; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="283" colspan="4"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;DIVISOR&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 162pt; PADDING-RIGHT: 3.5pt; HEIGHT: 8.25pt; BORDER-TOP: 1pt solid; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="216" colspan="2"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;REPARTO DE ESCAÑOS&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style="HEIGHT: 8.25pt"&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 41.6pt; PADDING-RIGHT: 3.5pt; HEIGHT: 8.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="55"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;1&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 63pt; PADDING-RIGHT: 3.5pt; HEIGHT: 8.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="84"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;2&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 54pt; PADDING-RIGHT: 3.5pt; HEIGHT: 8.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="72"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;3&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 54pt; PADDING-RIGHT: 3.5pt; HEIGHT: 8.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="72"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;4&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 72pt; PADDING-RIGHT: 3.5pt; HEIGHT: 8.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="96"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;Total&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 90pt; PADDING-RIGHT: 3.5pt; HEIGHT: 8.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="120"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;% escaños&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style="HEIGHT: 18pt"&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: 1pt solid; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 57.4pt; PADDING-RIGHT: 3.5pt; HEIGHT: 18pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="77"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;color:magenta;"&gt;DU&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 41.6pt; PADDING-RIGHT: 3.5pt; HEIGHT: 18pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="55"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;color:magenta;"&gt;229&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 63pt; PADDING-RIGHT: 3.5pt; HEIGHT: 18pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="84"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;color:magenta;"&gt;115&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 54pt; PADDING-RIGHT: 3.5pt; HEIGHT: 18pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="72"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;color:magenta;"&gt;76&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 54pt; PADDING-RIGHT: 3.5pt; HEIGHT: 18pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="72"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;color:magenta;"&gt;57&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 72pt; PADDING-RIGHT: 3.5pt; HEIGHT: 18pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="96"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;color:magenta;"&gt;4&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 90pt; PADDING-RIGHT: 3.5pt; HEIGHT: 18pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="120"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;color:magenta;"&gt;100%&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style="HEIGHT: 17.25pt"&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: 1pt solid; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 57.4pt; PADDING-RIGHT: 3.5pt; HEIGHT: 17.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="77"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;PP&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 41.6pt; PADDING-RIGHT: 3.5pt; HEIGHT: 17.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="55"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;28&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 63pt; PADDING-RIGHT: 3.5pt; HEIGHT: 17.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="84"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;14&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 54pt; PADDING-RIGHT: 3.5pt; HEIGHT: 17.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="72"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;9&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 54pt; PADDING-RIGHT: 3.5pt; HEIGHT: 17.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="72"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;7&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 72pt; PADDING-RIGHT: 3.5pt; HEIGHT: 17.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="96"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;0&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 90pt; PADDING-RIGHT: 3.5pt; HEIGHT: 17.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="120"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style="HEIGHT: 17.25pt"&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: 1pt solid; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 57.4pt; PADDING-RIGHT: 3.5pt; HEIGHT: 17.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="77"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;UP y D&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 41.6pt; PADDING-RIGHT: 3.5pt; HEIGHT: 17.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="55"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;19&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 63pt; PADDING-RIGHT: 3.5pt; HEIGHT: 17.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="84"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;10&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 54pt; PADDING-RIGHT: 3.5pt; HEIGHT: 17.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="72"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;6&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 54pt; PADDING-RIGHT: 3.5pt; HEIGHT: 17.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="72"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;5&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 72pt; PADDING-RIGHT: 3.5pt; HEIGHT: 17.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="96"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;0&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 90pt; PADDING-RIGHT: 3.5pt; HEIGHT: 17.25pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="120"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style="HEIGHT: 18pt"&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: 1pt solid; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 57.4pt; PADDING-RIGHT: 3.5pt; HEIGHT: 18pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="77"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;IU&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 41.6pt; PADDING-RIGHT: 3.5pt; HEIGHT: 18pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="55"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;15&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 63pt; PADDING-RIGHT: 3.5pt; HEIGHT: 18pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="84"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;8&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 54pt; PADDING-RIGHT: 3.5pt; HEIGHT: 18pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="72"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;5&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 54pt; PADDING-RIGHT: 3.5pt; HEIGHT: 18pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="72"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;4&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 72pt; PADDING-RIGHT: 3.5pt; HEIGHT: 18pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="96"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;0&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 90pt; PADDING-RIGHT: 3.5pt; HEIGHT: 18pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="120"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style="HEIGHT: 15.4pt"&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: 1pt solid; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 57.4pt; PADDING-RIGHT: 3.5pt; HEIGHT: 15.4pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="77"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;PSOE&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 41.6pt; PADDING-RIGHT: 3.5pt; HEIGHT: 15.4pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="55"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;12&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 63pt; PADDING-RIGHT: 3.5pt; HEIGHT: 15.4pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="84"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;6&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 54pt; PADDING-RIGHT: 3.5pt; HEIGHT: 15.4pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="72"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;4&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 54pt; PADDING-RIGHT: 3.5pt; HEIGHT: 15.4pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="72"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;3&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 72pt; PADDING-RIGHT: 3.5pt; HEIGHT: 15.4pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="96"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;0&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;td style="BORDER-BOTTOM: 1pt solid; BORDER-LEFT: medium none; PADDING-BOTTOM: 0cm; PADDING-LEFT: 3.5pt; WIDTH: 90pt; PADDING-RIGHT: 3.5pt; HEIGHT: 15.4pt; BORDER-TOP: medium none; BORDER-RIGHT: 1pt solid; PADDING-TOP: 0cm" valign="top" width="120"&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:16;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:18;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;El partido Diversificación Unida (DU) consigue la mayoría absoluta de votos y de escaños, cuatro escaños. Por tanto nuestro nuevo presidente es Don Manuel Lucas Poveda.&lt;/div&gt;&lt;div style="LINE-HEIGHT: 18pt; MARGIN: 4.8pt 0cm 6pt; BACKGROUND: white"&gt;&lt;span style="color:black;"&gt;Explicación del&lt;span class="apple-converted-space"&gt; &lt;/span&gt;sistema D'Hondt:&lt;/span&gt;&lt;/div&gt;&lt;div style="LINE-HEIGHT: 18pt; MARGIN: 4.8pt 0cm 6pt; BACKGROUND: white"&gt;&lt;span class="apple-converted-space"&gt;&lt;span style="color:black;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color:black;"&gt;Es una&lt;span class="apple-converted-space"&gt; &lt;/span&gt;&lt;a title="Fórmula electoral" href="http://es.wikipedia.org/wiki/F%C3%B3rmula_electoral"&gt;&lt;span style="TEXT-DECORATION: none;color:black;"&gt;fórmula electoral&lt;/span&gt;&lt;/a&gt; que permite obtener el número de cargos electos asignados a las candidaturas, en proporción a los votos conseguidos.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color:black;"&gt;Los partidos que no consigan alcanzar un mínimo de votos, que se denomina umbral o barrera electoral, quedan excluidos del cuerpo deliberante. A este porcentaje se le suele denominar porcentaje de exclusión y no es parte de la ley D'Hondt.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color:black;"&gt;Dependiendo de la ley electoral el porcentaje de votos puede ser calculado sobre el conjunto total de votos o sobre el conjunto de votos válidos. Las leyes electorales en España, fijan un porcentaje mínimo de votos en más de un 3% (11 votos).&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color:black;"&gt;Para que lo entendáis mejor podéis verlo en el ejemplo que aparece en el hipervínculo &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a href="http://www.elmundo.es/elecciones2000/cifras/graficodhont.html"&gt;LEY D´HONDT&lt;/a&gt; &lt;span style="color:black;"&gt;(¡atrévete a abrirlo!)&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;&lt;u&gt;&lt;span style="color:black;"&gt;Opinión:&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color:black;"&gt;Nos parece bien esto de las elecciones, porque así se puede cambiar de presidente cada 4 años y no se repite tanto.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;La ley D´Hondt nos parece injusta porque si un partido no llega a un tanto por ciento de los votos se queda excluido. Nos parece difícil de entender y es bastante complicada de explicar.&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-ALIGN: center" class="MsoNormal" align="center"&gt;&lt;u&gt;&lt;span style="font-size:22;"&gt;SENADO&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14;color:#ff3300;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14;color:#ff3300;"&gt;LOS ALUMNOS DE&lt;/span&gt;&lt;span style="font-size:14;color:yellow;"&gt; &lt;/span&gt;&lt;span style="font-size:14;color:#99cc00;"&gt;3º DIVER(D)&lt;/span&gt;&lt;span style="font-size:14;color:red;"&gt;HEMOS ESTADO HACIENDO EL ANÁLISIS DE VOTOS PARA EL &lt;/span&gt;&lt;span style="font-size:14;color:lime;"&gt;SENADO &lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;&lt;span style="font-size:24;color:#cc99ff;"&gt;&lt;/span&gt;&lt;span style="color:#cc99ff;"&gt;     ESTOS HAN SIDO LOS RESULTADOS&lt;/span&gt;:&lt;span style="color:#cc99ff;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;        &lt;span &gt;TOTAL&lt;span&gt; &lt;/span&gt;VOTOS:&lt;span&gt; ..................&lt;/span&gt;&lt;span style="color:#ff6600;"&gt;345&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;&lt;span style="font-size:22;"&gt;&lt;/span&gt;     &lt;span &gt;  VOTOS VÁLIDOS:&lt;span&gt; .............&lt;/span&gt;&lt;span style="color:#ff6600;"&gt;324&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span &gt;&lt;br /&gt;&lt;/span&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;&lt;span &gt;&lt;span&gt;&lt;/span&gt;      VOTOS EN BLANCO:&lt;span&gt; ...........&lt;/span&gt;&lt;span style="color:#ff6600;"&gt;9&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span &gt;&lt;br /&gt;&lt;/span&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;&lt;span &gt;&lt;span&gt;&lt;/span&gt;      VOTOS NULOS:&lt;span&gt; ...................&lt;/span&gt;&lt;span&gt;&lt;/span&gt;&lt;span style="color: rgb(255, 102, 0); "&gt;12&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span &gt;&lt;span style="font-size: 22px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;&lt;u&gt;&lt;b&gt;&lt;span style="font-size:20;"&gt;&lt;/span&gt;      CON EL SIGUIENTE RESUTADO DE VOTOS VÁLIDOS:&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;&lt;span style="font-size:18;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;    Marta Benito Sardiña (Eb)…………............117 (33,9%) &lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;     Isabel Jiménez García (PP)……..................91 (26,4%)&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;     Julián Lanzarote Sastre (PP)……………….. 82 (23,7%)&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;     Consuelo Natividad Rodríguez (UPyD) .... 68 (19,7%)&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;     José Manuel Mangas Tamares (PSOE)….. 66 (19,1%)&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;      Elena Diego Castellanos (PSOE)…………… 55 (15,9%)&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;      José Muñoz Martín (PP) ……………………….50 (14,5%)&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;      Marta Barragués Tapia (PACMA)…………. 49 (14,2%)&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;      Mª Asunción Barandiaran Mugíca (IU)…..40 (11,6%)&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;     Javier Infante Miguel-Motta (IU)…………….37 (10,7%)&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;     Josefa Mena Martín (PSOE)……………………36 (10,4%)&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;     Ángel Ganazo Largo (EQUO)…………………..27 ( 7,8%)&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;     José Martínez Díaz (Eb)………………………….25 ( 7,3%)&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;     Juan Manuel Andrés López (PREPAL)…… 21 ( 6,1%)&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;     José Benito Mateos Pascual (PREPAL)…….20 ( 5,8%)&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;    Pedro Vez Luque (IU)………………….………… 20 ( 5,8%)&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;     Marta Santos Ballesteros (EQUO)…………... 18 ( 5,6%)&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;     María Victoria García Crisolino (Eb)……….. 16 ( 4,9%)&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;     Carlos Cáceres Gozalo (UCE)………………..….12 ( 3,5%)&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;     Mª Jesús Villafrancia Iglesias (PREPAL)…..12 ( 3,5%)&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;&lt;span style="color:#ffcc00;"&gt;    LOS CUATRO SENADORES MÁS VOTADOS SON:&lt;/span&gt;&lt;/div&gt;&lt;div style="TEXT-INDENT: -20.25pt; MARGIN: 0cm -60.8pt 0pt 11.25pt" class="MsoNormal"&gt;&lt;span style="color:blue;"&gt;       1.&lt;span style="FONT: 7pt 'Times New Roman'"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style="color:blue;"&gt;Marta Benito Sardiña (Eb)&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-INDENT: -20.25pt; MARGIN: 0cm -60.8pt 0pt 11.25pt" class="MsoNormal"&gt;&lt;span style="color:blue;"&gt;       2.&lt;span style="FONT: 7pt 'Times New Roman'"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style="color:blue;"&gt;Isabel Jiménez García (PP)&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-INDENT: -20.25pt; MARGIN: 0cm -60.8pt 0pt 11.25pt" class="MsoNormal"&gt;&lt;span style="color:blue;"&gt;       3.&lt;span style="FONT: 7pt 'Times New Roman'"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style="color:blue;"&gt;Julián Lanzarote Sastre (PP)&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="TEXT-INDENT: -20.25pt; MARGIN: 0cm -60.8pt 0pt 11.25pt" class="MsoNormal"&gt;&lt;span style="color:blue;"&gt;       4.&lt;span style="FONT: 7pt 'Times New Roman'"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style="color:blue;"&gt;Consuelo Natividad Rodríguez (UPyD)&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;&lt;span style="color:black;"&gt;      Este proceso se lleva a cabo por &lt;/span&gt;&lt;span style="color:#99cc00;"&gt;porcentajes&lt;/span&gt;&lt;span style="color:black;"&gt; y &lt;/span&gt;&lt;span style="color:#99cc00;"&gt;orden&lt;/span&gt;&lt;span style="color:black;"&gt;.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;&lt;span style="color:black;"&gt;      Se asignan los 4 senadores a los 4 candidatos &lt;/span&gt;&lt;span style="font-size:large;color:#99cc00;"&gt;más&lt;/span&gt;&lt;span style="font-size:large;"&gt; &lt;/span&gt;&lt;span style="font-size:large;color:#99cc00;"&gt;votados.&lt;/span&gt;&lt;/div&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;&lt;span style="color:black;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;&lt;span style="color:black;"&gt;      El proceso nos ha resultado sencillo y nos parece que e&lt;/span&gt;s una forma oportuna &lt;/div&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;      y correcta de hacer el recuento y asignación de representantes al SENADO.&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;         Mónica, Nerea, Noemí, Eva, Andrés, Eneko, Alessandro (3º Div.)&lt;/div&gt;&lt;br /&gt;&lt;div style="MARGIN: 0cm -60.8pt 0pt -9pt" class="MsoNormal"&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-1041019970316788244?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/1041019970316788244/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=1041019970316788244' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/1041019970316788244'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/1041019970316788244'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/12/elecciones-en-nuestro-instituto.html' title='Elecciones en nuestro Instituto'/><author><name>juanjo</name><uri>http://www.blogger.com/profile/11783435148912100288</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-5021498994475713271</id><published>2011-12-21T12:26:00.004+01:00</published><updated>2011-12-21T12:46:49.467+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='centro del cancer'/><title type='text'>Visita al Centro de Investigación del Cáncer</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-HJZV7MrZ6Uc/TvHDePDtygI/AAAAAAAAAB8/ULh9HY2nbfY/s1600/1245078984_0.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5688542728551254530" src="http://1.bp.blogspot.com/-HJZV7MrZ6Uc/TvHDePDtygI/AAAAAAAAAB8/ULh9HY2nbfY/s400/1245078984_0.jpg" style="cursor: hand; cursor: pointer; display: block; height: 262px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;div class="MsoTitle"&gt;&lt;u&gt;&lt;span lang="ES-TRAD"&gt;VISITA AL CENTRO DE INVESTIGACIÓN DEL CÁNCER&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;u&gt;&lt;span lang="ES-TRAD"&gt;&lt;o:p&gt;&lt;span style="text-decoration: none;"&gt; &lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;El día 11 de noviembre los cursos de 3º y 4º de diversificación fuimos al Centro de Investigación del Cáncer. Allí nos contaron todo lo que hacían y nos enseñaron las instalaciones, como por ejemplo:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;● La sala criogénica: donde congelaban las muestras.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;● La sala oscura: en esa habitación se revelan fotos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;● Sala de microscopios: donde se investigan las células, tumores etc..&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;● Unas duchas de emergencia por si se les vertían produc&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;tos tóxicos o corrosivos.  &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;● Unas centrifugadoras que separaban componentes.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;Fue muy interesante la visita por que aprendimos muchas cosas que desconocíamos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;Lo que más nos gustó fue lo bien que nos trataron y las buenas explicaciones que nos dieron. Lo que menos nos gustó es que olía mucho a hospital.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5688541804455121282" src="http://2.bp.blogspot.com/-F3hhn1kcI-o/TvHCociB0YI/AAAAAAAAABk/AD7sJllvB-s/s400/Collage%2Bde%2BPicnik.jpg" style="cursor: pointer; display: block; height: 99px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; width: 400px;" /&gt;&lt;/div&gt;&lt;div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;POR:  Héctor López, Sonia Crespo, Manuel Lucas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;span lang="ES-TRAD"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoTitle"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/div&gt;&lt;span lang="ES-TRAD"&gt;  &lt;/span&gt;&lt;br /&gt;&lt;div class="MsoTitle"&gt;&lt;span lang="ES-TRAD"&gt;&lt;u&gt;&lt;span lang="ES-TRAD"&gt;&lt;o:p&gt;&lt;span style="text-decoration: none;"&gt; &lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;span lang="ES-TRAD"&gt;  &lt;div class="MsoHeader"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/div&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoTitle" style="text-align: justify;"&gt;&lt;u&gt;&lt;span lang="ES-TRAD"&gt;&lt;o:p&gt;&lt;span style="text-decoration: none;"&gt; &lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;&lt;div class="MsoHeader"&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-5021498994475713271?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/5021498994475713271/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=5021498994475713271' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/5021498994475713271'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/5021498994475713271'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/12/visita-al-centro-de-investigacion-del.html' title='Visita al Centro de Investigación del Cáncer'/><author><name>belen</name><uri>http://www.blogger.com/profile/03554451303485794122</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/-HJZV7MrZ6Uc/TvHDePDtygI/AAAAAAAAAB8/ULh9HY2nbfY/s72-c/1245078984_0.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-1555347490481884268</id><published>2011-12-21T11:59:00.011+01:00</published><updated>2012-01-10T12:33:29.685+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='meteorología'/><title type='text'>Meteorologia  curso 2010/11</title><content type='html'>&lt;div style="text-align: center;"&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: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:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;METEOROLOGÍA 2010/11&lt;/div&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;&lt;b style="mso-bidi-font-weight: normal"&gt; &lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoHeading7"&gt;&lt;span style="font-weight:normal;text-decoration:none;text-underline:none"&gt;LA&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;METEOROLOGÍA&lt;span style="mso-spacerun:yes"&gt;   &lt;/span&gt;EN&lt;/span&gt;&lt;span style="font-weight:normal;text-decoration: none;text-underline:none"&gt;&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;MARCHA&lt;/span&gt;&lt;/p&gt;  &lt;p style="margin-left:-27.0pt;line-height:150%"&gt;&lt;span style="font-family:Times; mso-bidi-Times New Roman&amp;quot;;mso-bidi-font-weight:boldfont-family:&amp;quot;;"&gt;Los alumnos de tercero y cuarto de diversificación seguimos realizando un proyecto meteorológico en nuestro Instituto. Los objetivos de este trabajo &lt;/span&gt;son:&lt;/p&gt;  &lt;p style="margin: 5pt -24.8pt 5pt -27pt; line-height: 150%;"&gt;-- aumentar la conciencia ambiental para conocer y mejorar el medio ambiente de nuestro planeta.&lt;span style="mso-spacerun:yes"&gt;    &lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="margin: 5pt -24.8pt 5pt -27pt; line-height: 150%;"&gt;-- incrementar nuestro conocimiento científico sobre la meteorología.&lt;/p&gt;&lt;p style="margin-top:5.0pt;margin-right:-24.8pt;margin-bottom:5.0pt;margin-left: -27.0pt;line-height:150%"&gt;&lt;span style="mso-spacerun:yes"&gt;    &lt;/span&gt;-- ayudar a mejorar nuestro rendimiento escolar en Ciencias&lt;span style="mso-bidi-font-weight:bold"&gt;.&lt;/span&gt;&lt;span style="font-family:Times; mso-bidi-Times New Roman&amp;quot;;mso-bidi-font-weight:boldfont-family:&amp;quot;;"&gt;&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:-25.45pt;margin-bottom: 0cm;margin-left:-9.0pt;margin-bottom:.0001pt;line-height:150%"&gt;&lt;span style="font-family:Times;mso-bidi-Times New Roman&amp;quot;;mso-bidi-font-weight: boldfont-family:&amp;quot;;"&gt;Aunque con bastante retraso, os presentamos los datos y gráficos del tercer trimestre del curso anterior (2010-2011). También añadimos un breve análisis de los resultados.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:-33.8pt;margin-bottom: 0cm;margin-left:-9.0pt;margin-bottom:.0001pt;line-height:150%"&gt;&lt;span style="font-family:Times;mso-bidi-Times New Roman&amp;quot;;mso-bidi-font-weight: boldfont-family:&amp;quot;;"&gt;Después de mucho esfuerzo y superando las inclemencias meteorológicas hemos conseguido de nuestra “caseta”, perdón, SUPERESTACIÓN METEOROLÓGICA”&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;datos de:&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:-25.45pt;margin-bottom: 0cm;margin-left:74.0pt;margin-bottom:.0001pt;text-align:justify;text-indent: -18.0pt;line-height:150%;mso-list:l0 level1 lfo1;tab-stops:list 74.0pt"&gt;&lt;span style="font-family:Times;mso-fareast-mso-bidi-font-weight: boldfont-family:Times;"&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-family:Times;mso-bidi-Times New Roman&amp;quot;;mso-bidi-font-weight:boldfont-family:&amp;quot;;"&gt;tipos de nubes&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:-25.45pt;margin-bottom: 0cm;margin-left:74.0pt;margin-bottom:.0001pt;text-align:justify;text-indent: -18.0pt;line-height:150%;mso-list:l0 level1 lfo1;tab-stops:list 74.0pt"&gt;&lt;span style="font-family:Times;mso-fareast-mso-bidi-font-weight: boldfont-family:Times;"&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-family:Times;mso-bidi-Times New Roman&amp;quot;;mso-bidi-font-weight:boldfont-family:&amp;quot;;"&gt;cobertura de nubes&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:-25.45pt;margin-bottom: 0cm;margin-left:74.0pt;margin-bottom:.0001pt;text-align:justify;text-indent: -18.0pt;line-height:150%;mso-list:l0 level1 lfo1;tab-stops:list 74.0pt"&gt;&lt;span style="font-family:Times;mso-fareast-mso-bidi-font-weight: boldfont-family:Times;"&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-family:Times;mso-bidi-Times New Roman&amp;quot;;mso-bidi-font-weight:boldfont-family:&amp;quot;;"&gt;presión atmosférica&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:-25.45pt;margin-bottom: 0cm;margin-left:74.0pt;margin-bottom:.0001pt;text-align:justify;text-indent: -18.0pt;line-height:150%;mso-list:l0 level1 lfo1;tab-stops:list 74.0pt"&gt;&lt;span style="font-family:Times;mso-fareast-mso-bidi-font-weight: boldfont-family:Times;"&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-family:Times;mso-bidi-Times New Roman&amp;quot;;mso-bidi-font-weight:boldfont-family:&amp;quot;;"&gt;precipitaciones&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:-25.45pt;margin-bottom: 0cm;margin-left:74.0pt;margin-bottom:.0001pt;text-align:justify;text-indent: -18.0pt;line-height:150%;mso-list:l0 level1 lfo1;tab-stops:list 74.0pt"&gt;&lt;span style="font-family:Times;mso-fareast-mso-bidi-font-weight: boldfont-family:Times;"&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-family:Times;mso-bidi-Times New Roman&amp;quot;;mso-bidi-font-weight:boldfont-family:&amp;quot;;"&gt;temperaturas:&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;actual, máxima y mínima&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:-25.45pt;margin-bottom: 0cm;margin-left:74.0pt;margin-bottom:.0001pt;text-align:justify;text-indent: -18.0pt;line-height:150%;mso-list:l0 level1 lfo1;tab-stops:list 74.0pt"&gt;&lt;span style="font-family:Times;mso-fareast-mso-bidi-font-weight: boldfont-family:Times;"&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-family:Times;mso-bidi-Times New Roman&amp;quot;;mso-bidi-font-weight:boldfont-family:&amp;quot;;"&gt;velocidad del viento&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-top:0cm;margin-right:-25.45pt;margin-bottom: 0cm;margin-left:74.0pt;margin-bottom:.0001pt;text-align:justify;text-indent: -18.0pt;line-height:150%;mso-list:l0 level1 lfo1;tab-stops:list 74.0pt"&gt;&lt;span style="font-family:Times;mso-fareast-mso-bidi-font-weight: boldfont-family:Times;"&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-family:Times;mso-bidi-Times New Roman&amp;quot;;mso-bidi-font-weight:boldfont-family:&amp;quot;;"&gt;humedad relativa del aire&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-right:-25.45pt;text-align:justify;line-height: 150%"&gt;&lt;span style="font-family:Times;mso-bidi-Times New Roman&amp;quot;; mso-bidi-font-weight:boldfont-family:&amp;quot;;"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-right:-25.45pt;text-align:justify;line-height: 150%"&gt;&lt;span style="font-family:Times;mso-bidi-Times New Roman&amp;quot;; mso-bidi-font-weight:boldfont-family:&amp;quot;;"&gt;ANÁLISIS DE RESULTADOS: ( tercer trimestre 2010- 2011)&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;TEMPERATURAS&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;&lt;u&gt;&lt;span style="text-decoration:none"&gt; &lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;Hemos tenido temperaturas bastante variables. Con un valor máximo de 31ºC el día 25 de mayo y la mínima fue el 25 abril con 4ºC. En los datos se observa que las temperaturas actual, mínima y máxima han aumentado a medida que avanzaban los meses.&lt;/p&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-_tt5zA-xbPI/TvHDnjHVGyI/AAAAAAAAACI/DdhEPhn48a8/s1600/temperaturas1.JPG"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 333px;" src="http://3.bp.blogspot.com/-_tt5zA-xbPI/TvHDnjHVGyI/AAAAAAAAACI/DdhEPhn48a8/s400/temperaturas1.JPG" alt="" id="BLOGGER_PHOTO_ID_5688542888553945890" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-_JmhMq-QJb4/TvHEHDqv-RI/AAAAAAAAACg/BD5hYN9Yx-c/s1600/temperaturas2.JPG"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 151px;" src="http://3.bp.blogspot.com/-_JmhMq-QJb4/TvHEHDqv-RI/AAAAAAAAACg/BD5hYN9Yx-c/s400/temperaturas2.JPG" alt="" id="BLOGGER_PHOTO_ID_5688543429868386578" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;p class="MsoNormal"&gt; &lt;/p&gt;  &lt;p class="MsoNormal"&gt;HUMEDAD RELATIVA&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;&lt;u&gt;&lt;span style="text-decoration:none"&gt; &lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;Ha ido en consonancia con los días que llovió, pero tuvimos días en los que la humedad era alta sin haber llovido y coincidía con altas temperaturas, esto lo justificamos por la mayor evaporación, ya que en el tercer trimestre es algo normal.&lt;/p&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-saN7QqcPjb8/TvHAQj-87pI/AAAAAAAAAAo/jpHCZU6vxeQ/s1600/humedad%2Brelativa.JPG"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 216px;" src="http://2.bp.blogspot.com/-saN7QqcPjb8/TvHAQj-87pI/AAAAAAAAAAo/jpHCZU6vxeQ/s400/humedad%2Brelativa.JPG" alt="" id="BLOGGER_PHOTO_ID_5688539195115368082" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class="MsoNormal"&gt; &lt;/p&gt;  &lt;p class="MsoNormal"&gt;VELOCIDAD DEL VIENTO&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;&lt;u&gt;&lt;span style="text-decoration:none"&gt; &lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;Ha sido muy variable con una velocidad máxima de 20   Km/h&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;en varios días.&lt;/p&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-iW0WwjoSYt8/TvHBm4J8mPI/AAAAAAAAABI/KhhkPRkWCMg/s1600/velocidad%2Bdel%2Bviento.bmp"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 219px;" src="http://3.bp.blogspot.com/-iW0WwjoSYt8/TvHBm4J8mPI/AAAAAAAAABI/KhhkPRkWCMg/s400/velocidad%2Bdel%2Bviento.bmp" alt="" id="BLOGGER_PHOTO_ID_5688540677998942450" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class="MsoNormal"&gt; &lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;&lt;u&gt;&lt;span style="text-decoration:none"&gt; &lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;&lt;u&gt;&lt;span style="text-decoration:none"&gt; &lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;TIPOS DE NUBES&lt;/p&gt;  &lt;p class="MsoNormal"&gt; &lt;/p&gt;  &lt;p class="MsoNormal"&gt;En el tercer trimestre del curo pasado 2010/11 predominaron los estratocúmulos y los cirrocúmulos.&lt;/p&gt;&lt;p style="text-align: center;" class="MsoNormal"&gt;&lt;a href="http://1.bp.blogspot.com/-HsWrSz6M300/TvHCdDTBJgI/AAAAAAAAABY/AnY9NWCXXd4/s1600/tipo%2Bde%2Bnubes.JPG"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 193px;" src="http://1.bp.blogspot.com/-HsWrSz6M300/TvHCdDTBJgI/AAAAAAAAABY/AnY9NWCXXd4/s400/tipo%2Bde%2Bnubes.JPG" alt="" id="BLOGGER_PHOTO_ID_5688541608702715394" border="0" /&gt;&lt;/a&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-tab-count:1"&gt;            &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;COBERTURA DE NUBES.&lt;/p&gt;  &lt;p class="MsoNormal"&gt; &lt;/p&gt;  &lt;p class="MsoNormal"&gt;Ha sido alternante, un día despejado y al día siguiente cubierto, esto se ha repetido con mucha frecuencia.&lt;/p&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-EiOGsJxY7KI/TvG_gGHOhrI/AAAAAAAAAAc/3Bw97c7649Y/s1600/fffffffffffffff.JPG"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 246px;" src="http://2.bp.blogspot.com/-EiOGsJxY7KI/TvG_gGHOhrI/AAAAAAAAAAc/3Bw97c7649Y/s400/fffffffffffffff.JPG" alt="" id="BLOGGER_PHOTO_ID_5688538362463291058" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class="MsoNormal"&gt; &lt;/p&gt;  &lt;p class="MsoNormal"&gt;PRESIÓN ATMOSFÉRICA&lt;/p&gt;  &lt;p class="MsoNormal"&gt; &lt;/p&gt;  &lt;p class="MsoNormal"&gt;A partir de los datos y las gráficas obtenidas, observamos que los días que bajaba la presión al día siguiente llovía o estaba nublado y las altas presiones coinciden con días despejados. La presión ha oscilado entre 957 mb y 969 mb de máxima.&lt;/p&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-npcJnM9RZm0/TvHBmwQ45LI/AAAAAAAAABA/HQmPIaRJDt4/s1600/presion.JPG"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 269px;" src="http://3.bp.blogspot.com/-npcJnM9RZm0/TvHBmwQ45LI/AAAAAAAAABA/HQmPIaRJDt4/s400/presion.JPG" alt="" id="BLOGGER_PHOTO_ID_5688540675880576178" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;&lt;u&gt;&lt;span style="text-decoration:none"&gt; &lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;PRECIPITACIONES&lt;/p&gt;  &lt;p class="MsoNormal"&gt; &lt;/p&gt;  &lt;p class="MsoNormal"&gt;A lo largo del trimestre cayeron un total de 91 litros por metro cuadrado, por lo que fue un tercer trimestre muy seco,&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;sólo se registraron precipitaciones en 7 días de los 30 días que tomamos datos.&lt;br /&gt;&lt;/p&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-HJ6kQ8T81pE/TvHEjZ6Ad0I/AAAAAAAAACs/Hn7RAcdwV1c/s1600/precipitaciones.JPG"&gt;&lt;img style="cursor:pointer; cursor:hand;width: 400px; height: 226px;" src="http://1.bp.blogspot.com/-HJ6kQ8T81pE/TvHEjZ6Ad0I/AAAAAAAAACs/Hn7RAcdwV1c/s400/precipitaciones.JPG" alt="" id="BLOGGER_PHOTO_ID_5688543916874299202" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;POR: Belén, &lt;span class="Apple-tab-span" style="white-space:pre"&gt; &lt;/span&gt;Jennifer, Héctor, Miguel (4º Div.)&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;p class="MsoNormal"&gt; &lt;/p&gt;  &lt;p class="MsoNormal"&gt; &lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-1555347490481884268?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/1555347490481884268/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=1555347490481884268' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/1555347490481884268'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/1555347490481884268'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/12/meteorologia-curso-201011.html' title='Meteorologia  curso 2010/11'/><author><name>belen</name><uri>http://www.blogger.com/profile/03554451303485794122</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/-_tt5zA-xbPI/TvHDnjHVGyI/AAAAAAAAACI/DdhEPhn48a8/s72-c/temperaturas1.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-1419260216380969274</id><published>2011-12-17T08:35:00.000+01:00</published><updated>2011-12-17T08:35:00.629+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='fotonovela'/><title type='text'>Pesadilla en el Instituto. Capítulo 3</title><content type='html'>&amp;nbsp;&lt;iframe frameborder="0" height="355" marginheight="0" marginwidth="0" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/10501819" width="425"&gt;&lt;/iframe&gt; &lt;br /&gt;&lt;div id="__ss_10501819" style="width: 425px;"&gt;&lt;div style="padding: 5px 0 12px;"&gt;&lt;a href="http://www.slideshare.net/angelbernalt" target="_blank"&gt;&lt;br /&gt;&lt;/a&gt; &lt;/div&gt;&lt;/div&gt;Si quieres ver los anteriores capítulos, los tienes aquí: &lt;a href="http://revistaactivatic.blogspot.com/2011/11/pesadilla-en-el-instituto.html" target="_blank"&gt;capítulo 1&lt;/a&gt;, &lt;a href="http://revistaactivatic.blogspot.com/2011/12/pesadilla-en-el-instituto-capitulo-2.htmlhttp://revistaactivatic.blogspot.com/2011/12/pesadilla-en-el-instituto-capitulo-2.html" target="_blank"&gt;capítulo 2.&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-1419260216380969274?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/1419260216380969274/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=1419260216380969274' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/1419260216380969274'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/1419260216380969274'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/12/pesadilla-en-el-instituto-capitulo-3.html' title='Pesadilla en el Instituto. Capítulo 3'/><author><name>Ángel Encinas Carazo</name><uri>http://www.blogger.com/profile/06424230165772178901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://photos1.blogger.com/blogger/3890/3929/320/yo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-5875121891302030134</id><published>2011-12-13T20:18:00.003+01:00</published><updated>2011-12-15T08:32:14.469+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='actos solidarios'/><title type='text'>CAMPAÑA DE RECOGIDA DE TAPONES PARA AITANA</title><content type='html'>&lt;div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-HGp4uwWoB6E/TuelSieLk3I/AAAAAAAAAAQ/6VNH3vr9oF0/s1600/IMGP2395_FOTO_TAPONES_A_TOPE.JPG"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5685694792488162162" src="http://3.bp.blogspot.com/-HGp4uwWoB6E/TuelSieLk3I/AAAAAAAAAAQ/6VNH3vr9oF0/s400/IMGP2395_FOTO_TAPONES_A_TOPE.JPG" style="height: 300px; width: 400px;" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;En el instituto estamos recogiendo tapones con un fin solidario, desde hace varias semanas. Como bien sabéis, este fin no es otro que ayudar a Aitana, una niña de Tarazona que necesita un doble trasplante de pulmón y de corazón. Esta intervención se llevará a cabo en Bostón. Dado el elevado coste de esta operación, cualquier gesto como recoger tapones puede ayudar a la pequeña Aitana.&lt;br /&gt;&lt;br /&gt;Quiero agradecer, a través de este blog y en nombre de Aitana y de toda su familia, a todos vosotros que ayudáis a Aitana, dejando tapones, contribuyendo a esta gran causa solidaria.&lt;br /&gt;&lt;br /&gt;Deciros también que el &lt;b&gt;próximo día 3 de enero&lt;/b&gt;, v&lt;b&gt;an a tener lugar en el Pabellón de la Alamedilla unos partidos solidarios&lt;/b&gt; a partir de las 20:00, con el fin de sacar fondos para donarlos a Aitana. El precio será de 2 euros adultos y 1 euro niños (íntegros para Aitana).&lt;br /&gt;&lt;br /&gt;Al partido vendrá &lt;b&gt;Aitana &lt;/b&gt;(dará el saque de honor) y su familia. Este fin de semana (del 17 de diciembre), la tendremos también en Salamanca en el partido del Avenida.&lt;br /&gt;&lt;br /&gt;Nada más... Simplemente agradeceros nuevamente vuestra muy valiosa colaboración y remitiros a la página web de Aitana &lt;a href="http://www.unasonrisaparaaitana.org/"&gt;http://www.unasonrisaparaaitana.org/&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-5875121891302030134?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/5875121891302030134/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=5875121891302030134' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/5875121891302030134'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/5875121891302030134'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/12/campana-de-recogida-de-tapones-para.html' title='CAMPAÑA DE RECOGIDA DE TAPONES PARA AITANA'/><author><name>valérie</name><uri>http://www.blogger.com/profile/13082950315554988240</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/-HGp4uwWoB6E/TuelSieLk3I/AAAAAAAAAAQ/6VNH3vr9oF0/s72-c/IMGP2395_FOTO_TAPONES_A_TOPE.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-7292276326409249869</id><published>2011-12-07T11:30:00.000+01:00</published><updated>2011-12-15T08:34:14.646+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='fotonovela'/><title type='text'>Pesadilla en el Instituto. Capítulo 2</title><content type='html'>&amp;nbsp;&lt;iframe frameborder="0" height="355" marginheight="0" marginwidth="0" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/10169607" width="425"&gt;&lt;/iframe&gt; &lt;br /&gt;&lt;div id="__ss_10169607" style="width: 425px;"&gt;&lt;div style="padding: 5px 0 12px;"&gt;Si quieres repasar el &lt;a href="http://revistaactivatic.blogspot.com/2011/11/pesadilla-en-el-instituto.html" target="_blank"&gt;capítulo 1, lo tienes en esta entrada&lt;/a&gt;.&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-7292276326409249869?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/7292276326409249869/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=7292276326409249869' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/7292276326409249869'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/7292276326409249869'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/12/pesadilla-en-el-instituto-capitulo-2.html' title='Pesadilla en el Instituto. Capítulo 2'/><author><name>Ángel Encinas Carazo</name><uri>http://www.blogger.com/profile/06424230165772178901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://photos1.blogger.com/blogger/3890/3929/320/yo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-7330927889452778060</id><published>2011-12-05T02:18:00.008+01:00</published><updated>2011-12-06T03:20:11.337+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Comenius'/><category scheme='http://www.blogger.com/atom/ns#' term='photopeach'/><category scheme='http://www.blogger.com/atom/ns#' term='actividades culturales'/><title type='text'>THREE EUROPEAN SCHOOLS IN A COMENIUS PROJECT</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-Na8HKIupfko/TtwcsFjsoBI/AAAAAAAABoA/SD6xV6FXMQo/s1600/The%2BFLAGS.JPG"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 400px; height: 267px;" src="http://3.bp.blogspot.com/-Na8HKIupfko/TtwcsFjsoBI/AAAAAAAABoA/SD6xV6FXMQo/s400/The%2BFLAGS.JPG" border="0" alt=""id="BLOGGER_PHOTO_ID_5682448373566447634" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Como muchos de vosotros ya sabéis, el Instituto &lt;em&gt;Federico García Bernalt&lt;/em&gt; está embarcado en un nuevo proyecto internacional. &lt;br /&gt;Los programas Comenius son una ambiciosa iniciativa que la Unión Europea estableció en 1995 para fomentar el aprendizaje de idiomas, la educación medio-ambiental y científica y las asociaciones entre centros escolares. Una de las secciones de los programas Comenius, en concreto la llamada &lt;em&gt;Comenius School Partnerships&lt;/em&gt;, es la que permite que alumnos y profesores de distintos centros educativos europeos trabajen juntos y compartan experiencias en proyectos comunes. &lt;br /&gt;El proyecto en cuestión - que fue aprobado este verano y se va a realizar a lo largo de dos cursos escolares- se llama &lt;span style="font-style:italic;"&gt;Ladies and Gentlemen, Our Historical Heritage&lt;/span&gt; y se trata de investigar y elaborar un trabajo, para exponerlo  finalmente, sobre la vida y obra de hombres y mujeres que hayan tenido especial importancia en nuestra historia local. El idioma común en que se realizan todos los contactos y exposiciones es el inglés, aunque como veis en la pancarta de la foto adjunta, el proyecto también fomenta el uso de otros idiomas europeos. &lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-cEXDkzC-_i0/TtwcdEh_McI/AAAAAAAABn0/7--WcanqEko/s1600/Benvenutti.JPG"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 400px; height: 290px;" src="http://2.bp.blogspot.com/-cEXDkzC-_i0/TtwcdEh_McI/AAAAAAAABn0/7--WcanqEko/s400/Benvenutti.JPG" border="0" alt=""id="BLOGGER_PHOTO_ID_5682448115592802754" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Los tres centros involucrados en este proyecto son el &lt;span style="font-style:italic;"&gt;Federico García Bernalt&lt;/span&gt; de Salamanca, el &lt;em&gt;Oskar von Miller Gymnasium de Münich&lt;/em&gt;, Alemania y el &lt;em&gt;Liceo C. Salutati &lt;/em&gt; de Montecatini Terme en Italia.&lt;br /&gt;El proyecto incluye en su realización varias visitas de alumnos y profesores a los otros centros. A nosotros nos correspondió ser los primeros anfitriones. De modo que entre el 16 y el 20 de Noviembre los alumnos y profesores italianos y alemanes conocieron nuestro Instituto, visitaron lo más representativo de Salamanca y disfrutaron de la hospitalidad de las familias que los acogieron. &lt;br /&gt;Ahora los 17 alumnos de 1º de Bachillerato del Bernalt participantes en este proyecto tienen que seguir con el trabajo en grupo pero ya sueñan con volver a encontrarse con estos nuevos amigos en la próxima visita que será en febrero a Alemania y en marzo a Italia. &lt;br /&gt;Aquí os dejo un Photopeach con una colección de fotos que resume la visita de los grupos alemán e italiano al IES García Bernalt.&lt;br /&gt;Germany, Italy and Spain: Three Schools in a European Comenius Project on PhotoPeach&lt;br /&gt;&lt;br /&gt;&lt;object width="445" height="296"&gt;&lt;param name="movie" value="http://photopeach.com/public/swf/story.swf"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"/&gt;&lt;param name="allowfullscreen" value="true"/&gt;&lt;param name="flashvars" value="photos=http://photopeach.com%2Fapi%2Fgetphotos%3Falbum_id%3Ddhvylt&amp;autoplay=0&amp;embed=1"/&gt;&lt;embed src="http://photopeach.com/public/swf/story.swf" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="445" height="296" flashvars="photos=http://photopeach.com%2Fapi%2Fgetphotos%3Falbum_id%3Ddhvylt&amp;autoplay=0&amp;embed=1"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-7330927889452778060?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/7330927889452778060/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=7330927889452778060' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/7330927889452778060'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/7330927889452778060'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/12/three-european-schools-in-same-project.html' title='THREE EUROPEAN SCHOOLS IN A COMENIUS PROJECT'/><author><name>Alice in Wonderland</name><uri>http://www.blogger.com/profile/10104925585248739609</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='22' src='http://1.bp.blogspot.com/_NXiWI2p3-EM/TNiqdT9JnlI/AAAAAAAABlY/032QOqPAU2w/S220/School%2BBUS.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-Na8HKIupfko/TtwcsFjsoBI/AAAAAAAABoA/SD6xV6FXMQo/s72-c/The%2BFLAGS.JPG' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-8716056454512303666</id><published>2011-11-25T15:02:00.005+01:00</published><updated>2011-11-30T13:22:28.620+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='circunscripciones electorales'/><category scheme='http://www.blogger.com/atom/ns#' term='política'/><category scheme='http://www.blogger.com/atom/ns#' term='20-N'/><category scheme='http://www.blogger.com/atom/ns#' term='elecciones generales 2011'/><title type='text'>El parlamento sin circunscripciones electorales.</title><content type='html'>&lt;h3 class="post-title entry-title" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: white; font: normal normal bold 110%/normal Verdana, sans-serif; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 2px; padding-right: 0px; padding-top: 2px; text-align: left;"&gt;&lt;span class="Apple-style-span" style="   font-weight: normal; text-decoration: none;font-family:'Trebuchet MS', Trebuchet, Verdana, sans-serif;font-size:14px;color:black;"   &gt;&lt;a href="http://1.bp.blogspot.com/-MT7vC5FLA3s/Tsu87p8RQ_I/AAAAAAAABKw/djQ-KxdJLzU/s1600/Resultados%2Belectorales.gif" style="text-decoration: none;"&gt;&lt;span class="Apple-style-span"&gt;Hoy hago esta entrada porque he encontrado una foto muy interesante sobre&lt;/span&gt;&lt;/a&gt; &lt;/span&gt;&lt;a href="http://1.bp.blogspot.com/-MT7vC5FLA3s/Tsu87p8RQ_I/AAAAAAAABKw/djQ-KxdJLzU/s1600/Resultados%2Belectorales.gif" style="color: #cc0000; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; font-size: 14px; font-weight: normal; text-decoration: none;"&gt;&lt;b style="color: black;"&gt;los resultados que realmente hubieran quedado para el Parlamento&lt;/b&gt;&lt;span class="Apple-style-span"  style="color:black;"&gt; &lt;/span&gt;&lt;b style="color: black;"&gt;con un sistema sin circunscripciones electorales.&lt;/b&gt;&lt;/a&gt;&lt;/h3&gt;&lt;div class="post-body entry-content" id="post-body-6445579111603314998" style="background-color: white; font-family: 'Trebuchet MS', Trebuchet, Verdana, sans-serif; font-size: 14px; margin-bottom: 0px; margin-left: 5px; margin-right: 6px; margin-top: 0px; text-align: -webkit-auto;"&gt;&lt;a href="http://1.bp.blogspot.com/-MT7vC5FLA3s/Tsu87p8RQ_I/AAAAAAAABKw/djQ-KxdJLzU/s1600/Resultados%2Belectorales.gif" style="text-decoration: none;"&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="border- border-style: initial;color:initial;" &gt;&lt;img alt="" id="BLOGGER_PHOTO_ID_5677839488287589362" src="http://1.bp.blogspot.com/-MT7vC5FLA3s/Tsu87p8RQ_I/AAAAAAAABKw/djQ-KxdJLzU/s320/Resultados%2Belectorales.gif" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; cursor: pointer; float: right; height: 320px; margin-bottom: 10px; margin-left: 10px; margin-right: 0px; margin-top: 0px; width: 286px;" border="0" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;div&gt;Wikipedia apunta, según la definición de circunscripciones electorales: "Es el conjunto de electores a partir de la cual se procede, según la distribución de los votos emitidos en las elecciones, a la distribución de los escaños asignados." Esto quiere decir que si no hubiera circunscripciones electorales, ni se aplicara la ley d`Hondt, los dos partidos más votados (PP y PSOE)&lt;b&gt; perderían entre los dos un total de 33 escaños. &lt;/b&gt;Lo que significa que el Partido Popular de&lt;b&gt; Mariano Rajoy no alcanzaría la mayoría absoluta,&lt;/b&gt; ya que se quedaría con 160 escaños y la mayoría absoluta se alcanza a los 176 escaños.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Como podemos ver en la imagen, los partidos minoritarios ganarían una mayor influencia, como por ejemplo&lt;b&gt; IU, que alcanzaría los 25 escaños, y UPyD, que finalizaría con 17&lt;/b&gt;. CIU y Amaiur se verían afectados si de verdad valieran lo que deberían valer nuestros votos.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Si se hubiera llevado a cabo esto que explicaba antes&lt;b&gt; entrarían en el Congreso partidos como, por ejemplo, EQUO, PACMA, Eb, Partido Andalucista...&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Mi reflexión final es que si de verdad queremos una democracía con &lt;b&gt;votos válidos&lt;/b&gt; se deberían cambiar las circunscripciones así como la ley d'Hondt, que no benefician nada a los partidos minoritarios. Esta es mi reflexión y opinión.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;La información la he sacado de &lt;i&gt;wikipedia&lt;/i&gt; y de la página web&lt;i&gt;lainformacion.com &lt;/i&gt;así como la imgen que ha sido lo que me ha animado a realizar la entrada.&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-8716056454512303666?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/8716056454512303666/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=8716056454512303666' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/8716056454512303666'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/8716056454512303666'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/11/el-parlamento-sin-circunscripciones.html' title='El parlamento sin circunscripciones electorales.'/><author><name>Adrián</name><uri>http://www.blogger.com/profile/09511926090777559921</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/-MT7vC5FLA3s/Tsu87p8RQ_I/AAAAAAAABKw/djQ-KxdJLzU/s72-c/Resultados%2Belectorales.gif' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-1701715834118300864</id><published>2011-11-24T22:04:00.002+01:00</published><updated>2011-12-05T19:02:33.024+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='premios'/><category scheme='http://www.blogger.com/atom/ns#' term='música'/><category scheme='http://www.blogger.com/atom/ns#' term='medios de comunicación'/><title type='text'>Un gran intérprete en nuestro instituto</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-fF2Y1SFr4mk/Ts6vp5DQxJI/AAAAAAAAFJ0/3Whn4KNF8XY/s1600/RECORTE+DE+GACETA+IVAN.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://4.bp.blogspot.com/-fF2Y1SFr4mk/Ts6vp5DQxJI/AAAAAAAAFJ0/3Whn4KNF8XY/s640/RECORTE+DE+GACETA+IVAN.jpg" width="372" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;b&gt;Iván Bragado&lt;/b&gt; estudia 1ºHSB en nuestro instituto. Nuestra enhorabuena más afectuosa. Esperamos disfrutar de su arte con el arpa en alguna de las funciones que organiza el departamento de Música.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/Uzvy0paPQUw" width="540"&gt;&lt;/iframe&gt; &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-1701715834118300864?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/1701715834118300864/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=1701715834118300864' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/1701715834118300864'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/1701715834118300864'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/11/un-gran-artista-en-nuestro-instituto.html' title='Un gran intérprete en nuestro instituto'/><author><name>Ángel Encinas Carazo</name><uri>http://www.blogger.com/profile/06424230165772178901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://photos1.blogger.com/blogger/3890/3929/320/yo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-fF2Y1SFr4mk/Ts6vp5DQxJI/AAAAAAAAFJ0/3Whn4KNF8XY/s72-c/RECORTE+DE+GACETA+IVAN.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-600182336741614632</id><published>2011-11-21T11:58:00.004+01:00</published><updated>2011-11-22T13:19:24.263+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='salidas y visitas'/><category scheme='http://www.blogger.com/atom/ns#' term='Comenius'/><title type='text'>PROYECTO COMENIUS</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-NywH0ON6PTg/Tso17uzdZ4I/AAAAAAAAAAQ/uh7-yHewmws/s1600/la%2Bfoto.JPG"&gt;&lt;img style="cursor: pointer; width: 400px; height: 299px;" src="http://4.bp.blogspot.com/-NywH0ON6PTg/Tso17uzdZ4I/AAAAAAAAAAQ/uh7-yHewmws/s400/la%2Bfoto.JPG" alt="" id="BLOGGER_PHOTO_ID_5677409580546353026" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Esta semana han venido al Instituto unos alumnos  italianos y alemanes de intercambio y se notaba en el centro un cierto ambientillo. Las profesoras que los acompañaban pasaron por nuestra clase y nos saludaron en inglés y en español. Unos cuantos profesores, entre ellos  Paco, les han enseñado  Salamanca y el Instituto.&lt;br /&gt;&lt;br /&gt;El jueves los invitaron a comer en el centro y  los alumnos de 1ºA les preparamos la mesa para comer y lo hicimos encantados. Los italianos y alemanes lo pasaron genial y nos han dicho que la comida estaba riquísima y quisieran volver otra vez.&lt;br /&gt;&lt;br /&gt;A primeros de marzo del próximo año los alumnos de 1º de bachillerato que están en este proyecto se irán a Italia o Alemania para visitarlos, seguir trabajando juntos y pasarlo bien.&lt;br /&gt;&lt;br /&gt;Esperemos que los reciban como nosotros lo hemos hecho o mejor.&lt;br /&gt;&lt;br /&gt;Andrea del Río Sánchez y Soukaina Akkrir de 1ºA y 1ºB&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/1662380133260018727-600182336741614632?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/600182336741614632/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=600182336741614632' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/600182336741614632'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/600182336741614632'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/11/wwwwwwww.html' title='PROYECTO COMENIUS'/><author><name>Julián</name><uri>http://www.blogger.com/profile/15671552081416023998</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/-NywH0ON6PTg/Tso17uzdZ4I/AAAAAAAAAAQ/uh7-yHewmws/s72-c/la%2Bfoto.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-7608759108513914188</id><published>2011-11-18T22:11:00.001+01:00</published><updated>2011-11-22T18:20:45.316+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='elecciones 20N'/><title type='text'>Simulacro Elecciones Generales 20n en el IES García Bernalt</title><content type='html'>&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/Y6d9lJMhVZg?rel=0&amp;amp;hd=1" width="540"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;object height="296" width="445"&gt;&lt;param name="movie" value="http://photopeach.com/public/swf/story.swf"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"/&gt;&lt;param name="allowfullscreen" value="true"/&gt;&lt;param name="flashvars" value="photos=http://photopeach.com%2Fapi%2Fgetphotos%3Falbum_id%3D16su6p4&amp;amp;autoplay=0&amp;amp;embed=1"/&gt;&lt;embed src="http://photopeach.com/public/swf/story.swf" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="445" height="296" flashvars="photos=http://photopeach.com%2Fapi%2Fgetphotos%3Falbum_id%3D16su6p4&amp;amp;autoplay=0&amp;amp;embed=1"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-21baXqJ9n7c/TsbNYc7_qMI/AAAAAAAAEU4/HnhtIR_tuOU/s1600/gaceta_salamanca-1.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://4.bp.blogspot.com/-21baXqJ9n7c/TsbNYc7_qMI/AAAAAAAAEU4/HnhtIR_tuOU/s640/gaceta_salamanca-1.jpeg" width="451" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-g5rLihre0uY/TsbS50Wzq2I/AAAAAAAAEVA/qGgfxlc1PlE/s1600/IMG_3404.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="298" src="http://4.bp.blogspot.com/-g5rLihre0uY/TsbS50Wzq2I/AAAAAAAAEVA/qGgfxlc1PlE/s400/IMG_3404.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-VDFIg-z9_nw/TsbS8waWxXI/AAAAAAAAEVI/SJ87hHPtVHk/s1600/IMG_3403.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="311" src="http://3.bp.blogspot.com/-VDFIg-z9_nw/TsbS8waWxXI/AAAAAAAAEVI/SJ87hHPtVHk/s400/IMG_3403.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-7608759108513914188?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/7608759108513914188/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=7608759108513914188' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/7608759108513914188'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/7608759108513914188'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/11/simulacro-elecciones-generales-20n-en.html' title='Simulacro Elecciones Generales 20n en el IES García Bernalt'/><author><name>Ángel Encinas Carazo</name><uri>http://www.blogger.com/profile/06424230165772178901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://photos1.blogger.com/blogger/3890/3929/320/yo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/Y6d9lJMhVZg/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-5411158328304162745</id><published>2011-11-16T11:17:00.002+01:00</published><updated>2011-11-18T20:57:16.843+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='vivencias personales'/><category scheme='http://www.blogger.com/atom/ns#' term='música'/><category scheme='http://www.blogger.com/atom/ns#' term='vídeo'/><title type='text'>Al-aur, el secreto de una guitarra...</title><content type='html'>&lt;iframe src="http://www.youtube.com/embed/Z8I11v1WV78" allowfullscreen="" width="540" frameborder="0" height="315"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;Esto es lo que me contó una guitarra que estuvo conmigo durante dos días y medio...&lt;div&gt;Se llama Al-aur...&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-5411158328304162745?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/5411158328304162745/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=5411158328304162745' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/5411158328304162745'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/5411158328304162745'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/11/httpyoutubez8i11v1wv78.html' title='Al-aur, el secreto de una guitarra...'/><author><name>Jesús Ángel Martínez</name><uri>http://www.blogger.com/profile/05917068237341169242</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='http://4.bp.blogspot.com/_ZgJQFACvU9M/SsgqSh8LBYI/AAAAAAAAAAM/qhVpGwgtCYw/S220/IMGP0488.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/Z8I11v1WV78/default.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-1948498427159290167</id><published>2011-11-15T13:33:00.002+01:00</published><updated>2011-11-18T21:45:07.744+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='elecciones 20N'/><category scheme='http://www.blogger.com/atom/ns#' term='DU'/><title type='text'>Invitación a participar en las elecciones en el Instituto</title><content type='html'>&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;div style="text-align: center;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="425" src="http://www.youtube.com/embed/uySYNqpGiwo?rel=0&amp;amp;hd=1" width="525"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Los alumnos de 3º y  4º de diversificación hemos decidido organizar un partido político para las elecciones del día 16 de noviembre como habéis podido comprobar en la campaña electoral de los días anteriores a esta fecha. Al ser alumnos de Diversificación los dos grupos decidimos que el nombre de nuestro partido fuera &lt;b&gt;Diversificación Unida&lt;/b&gt; (DU). ¡DIVERSIFICACIÓN UNIDA, JAMÁS SERÁ VENCIDA!&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;A continuación veréis las propuestas que ofrecemos:&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;/div&gt;&lt;blockquote class="tr_bq"&gt;-Hacer más excursiones.&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;-Poder salir del recinto del instituto a los 16 años.&amp;nbsp;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;-Subir la calefacción en la época de invierno.&amp;nbsp;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;-Bajar los precios de cafetería.&amp;nbsp;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;-Organizar fiestas de fin de trimestre.&amp;nbsp;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;-Tener más material para realizar los trabajos mandados en el instituto.&amp;nbsp;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;-Nos proponemos ayudar con cualquier problema que tenga cualquier&amp;nbsp;estudiante, profesor o personal del centro.&lt;/blockquote&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Intentaremos que estas propuestas se cumplan ya que, si nos habéis votado, es porque ponéis vuestra confianza en que llevaremos el instituto de una manera mejor.&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-8DzDTn5nwk8/Tsa76DlnfpI/AAAAAAAAEUw/W73csTHOCgw/s1600/IMG_3269.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="298" src="http://1.bp.blogspot.com/-8DzDTn5nwk8/Tsa76DlnfpI/AAAAAAAAEUw/W73csTHOCgw/s400/IMG_3269.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;div style="text-align: center;"&gt;Mañana 16-N hablaran las urnas. &lt;/div&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;Recuerda:&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-size: x-large;"&gt;vota DU&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-1948498427159290167?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/1948498427159290167/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=1948498427159290167' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/1948498427159290167'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/1948498427159290167'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/11/invitacion-elecciones-instituto-g.html' title='Invitación a participar en las elecciones en el Instituto'/><author><name>belen</name><uri>http://www.blogger.com/profile/03554451303485794122</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://img.youtube.com/vi/uySYNqpGiwo/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-8159175759030437171</id><published>2011-11-15T11:15:00.004+01:00</published><updated>2011-11-16T15:39:01.024+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ley electoral'/><category scheme='http://www.blogger.com/atom/ns#' term='elecciones 20N'/><category scheme='http://www.blogger.com/atom/ns#' term='ley d&apos;hont'/><title type='text'>La Ley D'Hont en las elecciones españolas</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-KyeEwHMBmY0/TsFqN4deoOI/AAAAAAAAACY/2tzwX70oym8/s1600/descarga.jpg"&gt;&lt;img alt="" id="BLOGGER_PHOTO_ID_5674933792190406882" src="http://1.bp.blogspot.com/-KyeEwHMBmY0/TsFqN4deoOI/AAAAAAAAACY/2tzwX70oym8/s1600/descarga.jpg" style="display: block; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: center;" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-size:x-small;"&gt;&lt;span class="Apple-style-span" style="background-;color:white;"&gt;                                                                          &lt;/span&gt;&lt;span class="Apple-style-span" style="background-color: white;   line-height: 15px; white-space: nowrap;font-family:arial, sans-serif;color:#009933;"&gt;todotutoriales.es&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;Me  he propuesto hacer esta entrada entre las actividades que estamos  realizando sobre las elecciones generales. Ante la cercanía de las  elecciones y las discusiones sobre la ley electoral, voy a intentar  explicaros esta ley tan confusa&lt;b&gt; &lt;/b&gt;denominada &lt;b&gt;Ley D´Hont&lt;/b&gt;.&lt;br /&gt;&lt;br /&gt;Ésta ley fue creada por el matemático y jurista&lt;b&gt; Víctor D'Hont&lt;/b&gt; en 1878. Es el sistema vigente para la atribución de escaños en España y muchos países.&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;El  método consiste en ordenar todos los votos de mayor a menor. En España  se cuentan los votos a partir de un 3% del voto escrutado. En nuestro  país los escaños se dividen por circunscripciones. Cada circunscripción  tiene un número diferente de escaños. Los escaños están proporcionados  al número de habitantes de cada circunscripción.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;En  cada circunscripción se toma el número total de votos de cada partido y  se va dividiendo entre el número de escaños totales a repartir. Cuando  están divididos se toman los primeros números más altos hasta completar  los escaños asignados.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Por poner un &lt;b&gt;ejemplo,  en Salamanca &lt;/b&gt;se  reparten cuatro escaños para el Congreso. En las últimas elecciones el  resultado fue de 2 escaños para el PP y dos escaños para el PSOE.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;¿Cómo se hizo el reparto? .El proceso es sencillo:&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;- PP: 125.139&lt;/div&gt;&lt;div&gt;- PSOE: 89.647&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;(No se toman los datos de otros partidos porque no superan el 5% requerido)&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;A continuación se dividen estos números entre 4:&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;PP                                                                                                                                                                                  PSO&lt;/b&gt;&lt;b&gt;E&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-size:medium;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;1&lt;/span&gt;: &lt;/span&gt;&lt;span class="Apple-style-span" style="font-size:small;"&gt;125.139                                                                                                                                                                       &lt;b&gt;1: &lt;/b&gt;89.647&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-size:small;"&gt;&lt;b&gt;2: &lt;/b&gt;62.569                                                                                                                                                                           &lt;b&gt;2: &lt;/b&gt;44.823&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-size:small;"&gt;&lt;b&gt;3: &lt;/b&gt;41.713                                                                                                                                                               &lt;b&gt;3: &lt;/b&gt;29.882&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" style="font-size:small;"&gt;&lt;b&gt;4: &lt;/b&gt;31.284                                                                                                                                                                             &lt;b&gt;4:  &lt;/b&gt;22.411&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Ahora cogemos los cuatro mayores números que nos han dado:&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Estos son los resultados:&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;PP: 2 escaños.&lt;/div&gt;&lt;div&gt;PSOE: 2 escaños&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;En  mi opinión, esta ley es injusta porque favorece a los partidos  mayoritarios y perjudica a los minoritarios. Los partidos minoritarios  están intentado cambiarla, pero ante la negativa de los partidos con más  votos, se ha quedado en nada. Creo que habría que cambiar el sistema y  eliminar las circunscripciones, metiéndolo todo a una urna.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Para saber más podéis visitar la página:&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;www.microsiervos.es/archivo/mundoreal/como-funciona-la-ley-d-hont.html&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-8159175759030437171?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/8159175759030437171/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=8159175759030437171' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/8159175759030437171'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/8159175759030437171'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/11/la-ley-dhont-en-las-elecciones.html' title='La Ley D&apos;Hont en las elecciones españolas'/><author><name>Pablo Guillén</name><uri>http://www.blogger.com/profile/00152739186623954845</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/-KyeEwHMBmY0/TsFqN4deoOI/AAAAAAAAACY/2tzwX70oym8/s72-c/descarga.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-107129231019292466</id><published>2011-11-15T10:24:00.004+01:00</published><updated>2011-11-18T22:45:56.861+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='elecciones 20N'/><category scheme='http://www.blogger.com/atom/ns#' term='mesa redonda'/><title type='text'>MESA REDONDA EN EL IES FEDERICO GARCÍA BERNALT.</title><content type='html'>&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;a href="http://2.bp.blogspot.com/-6rh702IhkPw/TsIx9BT94dI/AAAAAAAAAAg/JTmSVDeXwg8/s1600/mesa%2Bredonda.JPG"&gt;&lt;img alt="" border="0" height="298" id="BLOGGER_PHOTO_ID_5675153404834210258" src="http://2.bp.blogspot.com/-6rh702IhkPw/TsIx9BT94dI/AAAAAAAAAAg/JTmSVDeXwg8/s400/mesa%2Bredonda.JPG" style="display: block; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: center;" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Todo empezó cuando el profesor nos preguntó a la clase de 4ESO A  si nos apetecía la idea de hacer un simulacro de las elecciones generales del 20-N. A todos nos pareció una buena idea a pesar de que era un tanto peculiar. Se podía haber dado el caso de que en vez de involucrarnos en el tema de este modo, nos hubiera pedido que le presentáramos una redacción de dos páginas...&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Cuando quedaba un mes para el 20N nos pusimos manos a la obra, creamos un equipo de coordinación de cinco personas, y  tras varias reuniones planeamos las actividades que íbamos a hacer. Creamos una página web específica en la que cada tema se lo asignamos a un compañero tanto de nuestra clase como a los chic@s de 4ESO D. Los de 2ºESO A harían carteles sobre el funcionamiento del Estado democrático, y los alumnos de Plástica de Ana Díaz eslóganes para ponerlos en el pasillo. &lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="color: red;"&gt; &lt;/span&gt;También planeamos las dos actividades principales que serian&lt;b&gt; la mesa redonda&lt;/b&gt; y el &lt;b&gt;simulacro de elecciones&lt;/b&gt;. &lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Para la &lt;span style="font-weight: bold;"&gt;mesa redonda&lt;/span&gt;, el equipo coordinador nos encargamos de contactar personalmente con todos los partidos y con la prensa. A pesar de las prisas con que tuvimos que hacer todo, el miércoles por la mañana estaba todo listo.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Habíamos quedado con nuestros invitados a las 11:30 en cafetería, donde concretamos con ellos los últimos detalles. Hubo algunas cosas que tuvimos que cambiar en el último momento porque no nos cuadraban. Queríamos que todo fuera bien. &lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Adrián&lt;/b&gt; se encargó de las fotos, &lt;b&gt;Alejandro&lt;/b&gt; del vídeo y &lt;b&gt;Mario&lt;/b&gt; de la grabadora.     &lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Sobre las doce menos diez nos vinieron a avisar para que nos acercáramos al aula 50. Cuando todos estaban callados empezamos hablando&lt;b&gt; Pablo&lt;/b&gt; y yo hicimos la presentación que tenéis arriba. Después siguieron los representantes de cada partido hablando durante 6 minutos más o menos cada uno. &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Los nervios también estuvieron presentes, en unos más que en otros,  pero por suerte no nos jugaron una mala pasada. &lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;En la segunda parte los alumnos hicieron preguntas, algunas muy raras, pero otras muy interesantes y curiosas, y, según decían, mucha gente se quedó sin preguntar porque no sabían cómo hacerlo.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Después de la actividad, que nos duro dos horas de clase, fuimos con algunos invitados a la cafetería, donde estuvimos hablando de la iniciativa y del resultado de la actividad. &lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;Lo mejor de todo esto es que hemos aprendido muchas cosas, y algunos ya no tenemos tanto miedo a hablar en público. También te alegra mucho cuando te dicen que ha salido todo muy bien y te felicitan. Mi &lt;b&gt;conclusión&lt;/b&gt; es que ha sido una experiencia muy positiva y que no podríamos haber elegido otra forma de hacerlo mejor. &lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Ahora solo nos quedan las elecciones del día 16 y terminar de completar la página web. Espero que nos salga tan bien como esto.&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/ApGanVCADUU" width="530"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;Presentaciós de los partidos, en la mesa redonda.&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-107129231019292466?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/107129231019292466/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=107129231019292466' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/107129231019292466'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/107129231019292466'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/11/9-de-noviembre-mesa-redonda-en-el-ies.html' title='MESA REDONDA EN EL IES FEDERICO GARCÍA BERNALT.'/><author><name>María Andrés del Rey</name><uri>http://www.blogger.com/profile/03516376883719119830</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/-6rh702IhkPw/TsIx9BT94dI/AAAAAAAAAAg/JTmSVDeXwg8/s72-c/mesa%2Bredonda.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-2709146819654193197</id><published>2011-11-14T21:59:00.001+01:00</published><updated>2011-11-14T22:06:39.347+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='elecciones 20N'/><title type='text'>Elecciones Generales en nuestro instituto.</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: justify;"&gt;Estas fotografías recogen el ambiente visual en los pasillos del instituto, a la espera de que el nuevo partido Diversificación Unida nos exponga su programa invitándonos al voto en las elecciones de mañana.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-aNT75eKqtr8/TsGBhk0X6rI/AAAAAAAAEUI/o_ub3oMmX2A/s1600/IMG_3263.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="298" src="http://4.bp.blogspot.com/-aNT75eKqtr8/TsGBhk0X6rI/AAAAAAAAEUI/o_ub3oMmX2A/s400/IMG_3263.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-kiI68hokh1A/TsGBoyY8hZI/AAAAAAAAEUQ/ck2zuRgvtzY/s1600/IMG_3264.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="298" src="http://1.bp.blogspot.com/-kiI68hokh1A/TsGBoyY8hZI/AAAAAAAAEUQ/ck2zuRgvtzY/s400/IMG_3264.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-lwLDztYOD7I/TsGBwYzgWfI/AAAAAAAAEUY/JfTIzPrF_sQ/s1600/IMG_3265.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://2.bp.blogspot.com/-lwLDztYOD7I/TsGBwYzgWfI/AAAAAAAAEUY/JfTIzPrF_sQ/s400/IMG_3265.JPG" width="298" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-GK1ehnz8OSo/TsGB34WtCfI/AAAAAAAAEUg/Ymn5FwPWrzk/s1600/IMG_3266.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="298" src="http://1.bp.blogspot.com/-GK1ehnz8OSo/TsGB34WtCfI/AAAAAAAAEUg/Ymn5FwPWrzk/s400/IMG_3266.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-2709146819654193197?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/2709146819654193197/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=2709146819654193197' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/2709146819654193197'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/2709146819654193197'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/11/elecciones-generales-en-nuestro.html' title='Elecciones Generales en nuestro instituto.'/><author><name>Ángel Encinas Carazo</name><uri>http://www.blogger.com/profile/06424230165772178901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://photos1.blogger.com/blogger/3890/3929/320/yo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-aNT75eKqtr8/TsGBhk0X6rI/AAAAAAAAEUI/o_ub3oMmX2A/s72-c/IMG_3263.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-8870127659261359947</id><published>2011-11-14T18:20:00.010+01:00</published><updated>2011-11-14T22:19:03.559+01:00</updated><title type='text'>Valoración de la encuesta online de las elecciones</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;Los alumnos de 4º ESO A hemos realizado una encuesta online con nuestro profesor de historia Ángel Encinas, en la que han participado diferentes cursos de la ESO.&lt;br /&gt;&lt;br /&gt;Lo primero de todo daros las gracias por colaborar realizando dich&lt;span class="Apple-style-span" style="text-align: left;"&gt;a encuesta.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="text-align: left;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;Ha habido un total de &lt;b&gt;186 respuestas&lt;/b&gt; en los que a 92 personas le interesan la política y al resto de los participantes de la encuesta le es indiferente o no le interesa. Los resultados indican que hay más personas a las que le interesa la política durante el periodo de la campaña electoral, pero sólo dos votos por debajo.&lt;br /&gt;&lt;br /&gt;Hay también muchas personas a las que le interesa la política durante la legislatura completa. Como vemos en el gráfico los resultados de esta pregunta son muy igualados:&lt;/div&gt;&lt;div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5674908721598803186" src="http://3.bp.blogspot.com/-fzeFS4rFJe0/TsFTalOprPI/AAAAAAAABJw/8axezI0xrTw/s320/Edit%2Bform%2B%2B%2B%2B%2BEncuesta%2Bpol%25C3%25ADtica%2BElecciones%2Bgenerales%2B2011%2B%2B%2B%2B%2BGoogle%2BDocs.png" style="cursor: pointer; display: block; height: 158px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: left; width: 320px;" /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;A la mayoría de los participantes les gustaría que hubieran &lt;b&gt;listas abiertas&lt;/b&gt;.&lt;br /&gt;&lt;br /&gt;La gente piensa rotundamente, con un 73% de votos, que los políticos solo hacen caso a los votantes en los periodos de elecciones. También muchos están de acuerdo en que una campaña electoral ayuda a decidir un voto informado y consecuente. En cambio, con la pregunta que más de acuerdo está la gente es con la de &lt;b&gt;limitar los privilegios de los políticos,&lt;/b&gt; con alrededor de un 76% de votos, y también con la pregunta de ser &lt;b&gt;más duros con los corruptos.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5674911910044980834" src="http://1.bp.blogspot.com/-Ak9unuvd8QY/TsFWULHdVmI/AAAAAAAABJ8/hrGyYPlk9g0/s320/Edit%2Bform%2B%2B%2B%2B%2BEncuesta%2Bpol%25C3%25ADtica%2BElecciones%2Bgenerales%2B2011.png" style="display: block; height: 224px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: center; width: 320px;" /&gt;&lt;/div&gt;&lt;div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div style="text-align: left;"&gt;En este gráfico podéis observar cómo todos nosotros valoramos mucho la economía. Esto me supongo que es porque España está en crisis y lo que ocurre es que la gente quiero que esto cambie. También podéis ver cómo dejamos muy de lado los &lt;b&gt;problemas medioambientales. &lt;/b&gt;Parece que&lt;b&gt;&amp;nbsp;&lt;/b&gt;no nos preocupa el medio ambiente y es de lo que mas nos deberíamos preocupar en este momento.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;A la pregunta &lt;b&gt;&lt;i&gt;¿Qué nota le pondrías a la gestión del gobierno en la crisis económica? &lt;/i&gt;&lt;/b&gt;Un aprobado le da un 25% de personas; y un suspenso, alrededor de un 75% de personas. Lo podéis ver en lel siguiente gráfico:&lt;/div&gt;&lt;div&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5674915808119335314" src="http://3.bp.blogspot.com/-B842RP45GkI/TsFZ3EkzqZI/AAAAAAAABKI/Th7oLW1vPbQ/s320/Encuesta%2Bpol%25C3%25ADtica%2BElecciones%2Bgenerales.png" style="cursor: pointer; display: block; height: 294px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: center; width: 320px;" /&gt;&lt;br /&gt;&lt;div&gt;&lt;div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;Los encuestados no aprueban la &lt;b&gt;gestión que ha tenido José Luis Rodriguez Zapatero&lt;/b&gt; como presidente del gobierno. Todo lo contrario para &lt;b&gt;Mariano Rajoy &lt;/b&gt;(PP) al que aprueban como principal líder de la oposición. A&amp;nbsp;éste también es al político que más valoran los encuestados, seguido de Alfredo Pérez Rubalcaba (PSOE) y Rosa Díez (UPyD).&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;div&gt;&lt;div&gt;&lt;div&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5674920857171587298" src="http://1.bp.blogspot.com/-W2SKALXJ2c4/TsFec9wq8OI/AAAAAAAABKU/honuczpC1Sc/s320/partidos.png" style="color: #0000ee; cursor: pointer; display: block; height: 277px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: center; text-decoration: underline; width: 320px;" /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;Como podemos observar en esta tabla, los dos partidos más importantes, como siempre PP y PSOE, son los que más votos reciben por parte de las personas encuestadas. Lo sorprendente de esta tabla en que hay muchos votos en blanco, lo que significa que la gente está descontenta y no se decide por ningún partido. También cabe la posibilidad que las personas que votan en blanco no están informadas y no pueden votar.&lt;br /&gt;Sobre ETA, el grupo terrorista, se formulaba la siguiente pregunta: &lt;b&gt;&lt;i&gt;¿Crees que el anuncio de ETA puede afectar a los resultados de las elecciones? &lt;/i&gt;&lt;/b&gt;81 personas votaron que no y 72 personas que si.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;Por último, &amp;nbsp;mi valoración de esta experiencia es muy positiva, porque, gracias a todo lo que hemos organizado mis compañeros y yo, nos hemos formado un poquito más como ciudadanos. Nos sentimos orgullosos del trabajo que hemos realizado.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: right;"&gt;Adrián Blanco&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-8870127659261359947?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/8870127659261359947/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=8870127659261359947' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/8870127659261359947'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/8870127659261359947'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/11/valoracion-de-la-encuesta-online-de-las.html' title='Valoración de la encuesta online de las elecciones'/><author><name>Adrián</name><uri>http://www.blogger.com/profile/09511926090777559921</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/-fzeFS4rFJe0/TsFTalOprPI/AAAAAAAABJw/8axezI0xrTw/s72-c/Edit%2Bform%2B%2B%2B%2B%2BEncuesta%2Bpol%25C3%25ADtica%2BElecciones%2Bgenerales%2B2011%2B%2B%2B%2B%2BGoogle%2BDocs.png' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-6329305290529244920</id><published>2011-11-14T08:51:00.003+01:00</published><updated>2011-11-14T08:58:48.662+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='pobreza'/><category scheme='http://www.blogger.com/atom/ns#' term='Norte/Sur'/><title type='text'>la pobreza SÍ tiene solución</title><content type='html'>&lt;div class="MsoNormal"&gt;&lt;div style="text-align: center;"&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span"  style="font-size:19px;"&gt;&lt;span style="font-size:85%;"&gt;&lt;a href="http://www.pobrezamundial.com/la-desnutricion-un-problema-serio/"&gt;procedencia de la imagen&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span"  style="font-size:19px;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;span class="Apple-style-span"  style="font-size:19px;"&gt;&lt;br /&gt;La&lt;b&gt; pobreza&lt;/b&gt;  es la falta de medios para alcanzar unos recursos, para satisfacer las  necesidades físicas y psicológicas humanas, como pueden ser la  alimentación, la vivienda, la educación, la asistencia sanitaria o el  acceso a agua potable. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span class="Apple-style-span"  style="font-size:19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span class="Apple-style-span"  style="font-size:19px;"&gt;La situación permanente de pobreza se denomina &lt;b&gt;pauperismo&lt;/b&gt;. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span class="Apple-style-span"  style="font-size:19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span class="Apple-style-span"  style="font-size:19px;"&gt;La pobreza esta fijada por el Banco Mundial en &lt;b&gt;&lt;i&gt;$2 &lt;/i&gt;per. Cápita&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size:14pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt;Hay dos tipos de pobreza:&lt;/span&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;&lt;span class="Apple-style-span"  style="font-size:19px;"&gt;La &lt;b&gt;pobreza extrema&lt;/b&gt;: Esta viene fijada por el Banco Mundial en  &lt;i&gt;$&lt;/i&gt;1.25 que equivale a 0.94 € por persona diarios. &lt;/span&gt;&lt;span class="Apple-style-span"  style="font-size:19px;"&gt;Más de 1000 millones de personas viven en pobreza extrema.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;b&gt;&lt;span style="font-size:14pt;"&gt;Pobreza relativa&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:14pt;"&gt;: que es cuando no se tiene el nivel de ingresos necesarios para satisfacer todas o parte de las necesidades básicas.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt;&lt;b&gt;En el mundo millones  de personas mueren de  hambre cada día. E&lt;/b&gt;so es un reflejo de la pobreza  por la que pasan algunas personas, un numero muy grande para el siglo en que vivimos.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt;Esto esta &lt;b&gt;relacionado&lt;/b&gt;  directamente con la situación política los países. La mayoría de estos  casos se ven en África, donde hay países débiles, siempre en conflictos  armados con otros,  lo que trae miseria, hambre y enfermedades. Esto es  la &lt;b&gt;pobreza extrema&lt;/b&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt;La  pobreza extrema viene acompañada de otros problemas, como el de la  seguridad. Muchas de estas personas roban al que tiene, y todos quedan  en la miseria; no hay ningún tipo de autoridad, como policías firmes que  estén para evitarlo.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt;Sin embargo en otros países más desarrollados, con &lt;b&gt;un sistema político&lt;/b&gt; &lt;b&gt;firme&lt;/b&gt; y una buena gestión administrativa, casi nadie o &lt;b&gt;nadie mure de&lt;/b&gt; &lt;b&gt;hambre&lt;/b&gt;, y aunque también pasan necesidades, el Estado les ayuda con comedores sociales y les dan ropa.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt;Por eso pienso que &lt;b&gt;la pobreza sí tiene solución&lt;/b&gt;,  con la ayuda económica y administrativa  de las demás potencias  mundiales, ya que si les dan dinero, la mayor parte de él se lo que dan  uno pocos y casi nada llega a la población, porque &lt;b&gt;hay una gran corrupción&lt;/b&gt;. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt;Lo que me lleva a pensar que unos de los grandes &lt;b&gt;problemas de la pobreza se debe a las autoridades políticas de los países que la padecen.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;span style="font-size:14pt;"&gt;रेफेरेंसिअस दे ला फोटो:&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:14pt;"&gt;&lt;a href="http://www.pobrezamundial.com/la-desnutricion-un-problema-serio/"&gt;&lt;span&gt;पोब्रेज़ा&lt;/span&gt; &lt;span&gt;मुन्दिअल&lt;/span&gt;.&lt;span&gt;कॉम&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size:14pt;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1662380133260018727-6329305290529244920?l=revistaactivatic.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://revistaactivatic.blogspot.com/feeds/6329305290529244920/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1662380133260018727&amp;postID=6329305290529244920' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/6329305290529244920'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1662380133260018727/posts/default/6329305290529244920'/><link rel='alternate' type='text/html' href='http://revistaactivatic.blogspot.com/2011/11/procedencia-de-la-imagen-la-pobreza-es.html' title='la pobreza SÍ tiene solución'/><author><name>Alejandro Martín Sánchez</name><uri>http://www.blogger.com/profile/11208055137147392972</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1662380133260018727.post-8072254775669599099</id><published>2011-11-10T18:26:00.002+01:00</published><updated>2011-12-19T23:37:50.804+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='animación a la lectura'/><category scheme='http://www.blogger.com/atom/ns#' term='biblioteca'/><title type='text'>HALLOWEEN EN LA BIBLIOTECA</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-_Ocd4zfbMTE/Tu91Erm1J6I/AAAAAAAAAB4/DCCg5di8Vjs/s1600/P1180347.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" oda="true" src="http://2.bp.blogspot.com/-_Ocd4zfbMTE/Tu91Erm1J6I/AAAAAAAAAB4/DCCg5di8Vjs/s400/P1180347.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"&gt;&lt;span style="font-size: 14pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"&gt;&lt;span style="font-size: 14pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; En la &lt;b&gt;biblioteca del IES "Federico García Bernalt"&lt;/b&gt;&amp;nbsp; realizamos una actividad relacionada con Halloween. Fuimos a la biblioteca del centro donde nos dieron un crucigrama y las preguntas. Para responderlas había que leerse los cuentos mencionados en el crucigrama que eran &lt;b&gt;&lt;i&gt;“El Loro”&lt;/i&gt;&lt;/b&gt; y &lt;b&gt;&lt;i&gt;“El Manga&lt;/i&gt;”&lt;/b&gt;, utilizar los ordenadores para buscar algunas preguntas y algunos trucos. Muchas preguntas estaban en ingles y otras muchas en francés. Algunas personas llevaron un diccionario.&lt;/span&gt;&lt;/div&gt;&lt;div clas
