<?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-3844832901729441377</id><updated>2012-01-25T00:04:33.205-08:00</updated><category term='células'/><category term='felicitación'/><category term='implantes'/><category term='actividades complementarias'/><category term='microscopio'/><category term='laboratorio'/><category term='repaso'/><category term='microfotografías'/><category term='soluciones'/><category term='Alimentación'/><category term='competencia digital'/><category term='orientación profesional'/><category term='capacidad pulmonar'/><category term='Enfermedades'/><category term='pulmones'/><category term='nutrición'/><category term='organos'/><category term='actividades extraescolares'/><category term='descripción'/><category term='programación'/><category term='Aparato Respiratorio'/><category term='biologia'/><category term='unidades didácticas'/><category term='tareas para casa'/><category term='Alimentos'/><category term='exámenes'/><category term='Aparato Digestivo'/><category term='evaluación'/><category term='Conservación de alimentos'/><category term='Experimentos'/><category term='aparato circulatorio'/><category term='metodología'/><category term='consumo'/><category term='pasatiempos'/><category term='Almidón'/><title type='text'>BLOG DEL ÁREA DE BIOLOGÍA Y GEOLOGÍA DE 3º</title><subtitle type='html'>Blog del área de Biología y Geologia de 3º de la ESO del IES Miguel Crespo.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://bg3esomcrespo.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://bg3esomcrespo.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>DEPARTAMENTO DE CIENCIAS. IES "MIGUEL CRESPO"</name><uri>http://www.blogger.com/profile/04404328347358188991</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>45</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3844832901729441377.post-5029949699255726432</id><published>2012-01-22T10:42:00.000-08:00</published><updated>2012-01-25T00:04:33.212-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='aparato circulatorio'/><title type='text'>El aparato circulatorio 11-12</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&amp;nbsp;&lt;a href="http://4.bp.blogspot.com/-_gKWUz617zo/TxxTQ6IdSjI/AAAAAAAACec/lld2BAzsgXw/s1600/Captura.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="396" src="http://4.bp.blogspot.com/-_gKWUz617zo/TxxTQ6IdSjI/AAAAAAAACec/lld2BAzsgXw/s640/Captura.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Animaciones: &lt;br /&gt;&lt;ul style="text-align: left;"&gt;&lt;li&gt;&lt;a href="http://premium.enciclonet.com/flash/corazon.swf" target="_blank"&gt;El Sistema Circulatorio Sanguíneo (Aparato circulatorio) &lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.craeljalon.com/programas/nutricion/contenidos/apa_cir/corazon.swf" target="_blank"&gt;Funcionamiento del corazón&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://recursos.cnice.mec.es/biosfera/profesor/animaciones/Latidos.gif" target="_blank"&gt;Latido: Apertura y cierre de válvulas &lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-FRN4KCsN6Xg/Tx-3N3pavDI/AAAAAAAACfU/5bSe59sEfqQ/s1600/Latidos.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://2.bp.blogspot.com/-FRN4KCsN6Xg/Tx-3N3pavDI/AAAAAAAACfU/5bSe59sEfqQ/s640/Latidos.gif" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp;Observa los movimientos del corazón y la apertura y cierre de las válvulas.&lt;br /&gt;&lt;ul style="text-align: left;"&gt;&lt;li&gt;&lt;a href="http://www.casimirobarbado.co.cc/presentaciones%20otros/circulacion%20mayor%20y%20menor.swf" target="_blank"&gt;Circulación mayor y menor&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://ntic.educacion.es/w3//eos/MaterialesEducativos/mem2003/todocorazon/" target="_blank"&gt;Todo corazón &lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://recursostic.educacion.es/secundaria/edad/3esobiologia/3quincena5/imagenes/constante.swf" target="_blank"&gt;Las constantes vitales: Pulso, temperatura, Presión arterial y Respiración&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.elmundo.es/elmundosalud/especiales/2005/05/analisis_sangre/index.html" target="_blank"&gt;Interpretar un análisis de sangre&lt;/a&gt;&lt;/li&gt;&lt;/ul&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/3844832901729441377-5029949699255726432?l=bg3esomcrespo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bg3esomcrespo.blogspot.com/feeds/5029949699255726432/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bg3esomcrespo.blogspot.com/2012/01/el-aparato-circulatorio-11-12.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/5029949699255726432'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/5029949699255726432'/><link rel='alternate' type='text/html' href='http://bg3esomcrespo.blogspot.com/2012/01/el-aparato-circulatorio-11-12.html' title='El aparato circulatorio 11-12'/><author><name>DEPARTAMENTO DE CIENCIAS. IES "MIGUEL CRESPO"</name><uri>http://www.blogger.com/profile/04404328347358188991</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/-_gKWUz617zo/TxxTQ6IdSjI/AAAAAAAACec/lld2BAzsgXw/s72-c/Captura.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3844832901729441377.post-7140306620511646283</id><published>2012-01-14T01:21:00.000-08:00</published><updated>2012-01-22T10:43:53.074-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Aparato Respiratorio'/><title type='text'>El aparato respiratorio 11-12</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-PuColdXkc9k/TxFH-nFU_1I/AAAAAAAACcw/QcMYRIJa2B4/s1600/Captura+ar.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="404" src="http://1.bp.blogspot.com/-PuColdXkc9k/TxFH-nFU_1I/AAAAAAAACcw/QcMYRIJa2B4/s640/Captura+ar.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;ul style="text-align: left;"&gt;&lt;li&gt;&lt;a href="http://www.juntadeandalucia.es/averroes/%7E29701428/ccnn/flash/aparespi.swf" target="_blank"&gt;Animación de la Ed. Santillana sobre la Anatomía y el funcionamiento del Aparato Respiratorio&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.casimirobarbado.co.cc/presentaciones%20otros/alveolos.swf" target="_blank"&gt;El intercambio de gases en los alvéolos (SM)&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.casimirobarbado.co.cc/presentaciones%20otros/human_respiration.swf" target="_blank"&gt;La ventilación pulmonar (iworx.com)&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.casimirobarbado.co.cc/presentaciones%20otros/enfermedadestabaco.swf" target="_blank"&gt;Enfermedades causadas por el tabaco (elmundo.es)&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.asma.com/asma/asma.swf" target="_blank"&gt;El asma &lt;/a&gt;&lt;/li&gt;&lt;li style="text-align: left;"&gt;Deglución: Para evitar el atragantamiento tenemos la epiglotis, que es un colgajo de cartílago localizado en la garganta detrás de la lengua y frente a la laringe. Generalmente está  derecha  en reposo permitiendo que el aire pase a la laringe y a los pulmones. Cuando una persona traga, la epiglotis se dobla hacia atrás para cubrir la entrada de la laringe, de tal manera que los alimentos sólidos y líquidos no ingresen a la tráquea y a los pulmones. Después de deglutir, la epiglotis retorna a su posición derecha original.&amp;nbsp;&lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: center;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="360" src="http://www.youtube.com/embed/Q9INaSvFNCc" width="480"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;a href="http://www.nlm.nih.gov/medlineplus/spanish/ency/images/ency/fullsize/19595.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;br /&gt;&lt;ul style="text-align: left;"&gt;&lt;li&gt;&lt;a href="http://youtu.be/jLJeBB3wXQg" target="_blank"&gt;Laringoscopia con cuerdas vocales en acción&lt;/a&gt;. Observa en la parte inferior, la epiglotis, siempre levantada para permitir el paso del aire y la producción de sonidos. &lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.nlm.nih.gov/medlineplus/spanish/ency/images/ency/fullsize/19595.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;iframe allowfullscreen="" frameborder="0" height="480" src="http://www.youtube.com/embed/jLJeBB3wXQg" width="640"&gt;&lt;/iframe&gt;&lt;/li&gt;&lt;/ul&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/3844832901729441377-7140306620511646283?l=bg3esomcrespo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bg3esomcrespo.blogspot.com/feeds/7140306620511646283/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bg3esomcrespo.blogspot.com/2012/01/el-aparato-respiratorio-11-12.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/7140306620511646283'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/7140306620511646283'/><link rel='alternate' type='text/html' href='http://bg3esomcrespo.blogspot.com/2012/01/el-aparato-respiratorio-11-12.html' title='El aparato respiratorio 11-12'/><author><name>DEPARTAMENTO DE CIENCIAS. IES "MIGUEL CRESPO"</name><uri>http://www.blogger.com/profile/04404328347358188991</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/-PuColdXkc9k/TxFH-nFU_1I/AAAAAAAACcw/QcMYRIJa2B4/s72-c/Captura+ar.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3844832901729441377.post-3787367516590029959</id><published>2012-01-11T19:41:00.000-08:00</published><updated>2012-01-11T19:43:09.038-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Almidón'/><category scheme='http://www.blogger.com/atom/ns#' term='Experimentos'/><title type='text'>Experimento para detectar el almidón en las hojas</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: justify;"&gt;MATERIALES:&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;-Hojas de geranio.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;-Un recipiente de cristal o vaso de precipitados.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;-Lugol.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;-Alcohol de 96º&lt;/div&gt;&lt;div style="text-align: justify;"&gt;-Un platillo.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;-Unas pinzas y una cucharilla.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;-Un hornillo o calefactor eléctrico.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;PROCEDIMIENTO:&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;embed flashvars="host=picasaweb.google.com&amp;amp;hl=es&amp;amp;feat=flashalbum&amp;amp;RGB=0x000000&amp;amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2F105902089660171473812%2Falbumid%2F5618391307543325697%3Falt%3Drss%26kind%3Dphoto%26hl%3Des" height="400" pluginspage="http://www.macromedia.com/go/getflashplayer" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" type="application/x-shockwave-flash" width="600"&gt;&lt;/embed&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;En primer lugar, llena el vaso de precipitado a la mitad con alcohol. Seguidamente echa en su interior las hojas de geranio. Durante un tiempo observarás como las hojas van perdiendo su natural coloración. En cuanto esto ocurra, apaga el hornillo y con la cuchara saca las hojas, extendiéndolas cuidadosamente sobre el platillo. Lávalas con agua corriente y fría. Escúrrelas y sobre ellas vierte una cierta cantidad de lugol, dejando que actúe sobre las hojas durante unos minutos. Vuelve a escurrir el lugol y lava otra vez las hojas con agua corriente y fría. Por último, lava bien el platillo.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;OBSERVACIÓN:&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Al meter las hojas en el alcohol caliente se decoloran tomando un tinte grisáceo o casi incoloro, pero por la acción del lugol la hoja se tiñe de un color violeta negruzco intenso. El alcohol en en el cual las hojas han sido sumergidas se vuelve verde intenso.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Al hervir las hojas en alcohol, la clorofila que contienen se disuelve y desaparece de las mismas. Ya sabes que la clorofila es la sustancia que interviene en la producción de sustancias nutritivas en las plantas verdes. Al tratar las hojas decoloradas por el lugol, se pone de manifiesto la presencia de &lt;b&gt;almidón&lt;/b&gt;, ya que esta sustancia se tiñe de azul oscuro en presencia del lugol.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Realizado durante el curso 10-11 por:&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Clara Campaña Yuste.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Carmen Mª Cosano Ariza.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Carmen Rojas Gallego.&lt;br /&gt;Alumnas de 4º B &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/3844832901729441377-3787367516590029959?l=bg3esomcrespo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bg3esomcrespo.blogspot.com/feeds/3787367516590029959/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bg3esomcrespo.blogspot.com/2012/01/experimento-para-detectar-el-almidon-en.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/3787367516590029959'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/3787367516590029959'/><link rel='alternate' type='text/html' href='http://bg3esomcrespo.blogspot.com/2012/01/experimento-para-detectar-el-almidon-en.html' title='Experimento para detectar el almidón en las hojas'/><author><name>DEPARTAMENTO DE CIENCIAS. IES "MIGUEL CRESPO"</name><uri>http://www.blogger.com/profile/04404328347358188991</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-3844832901729441377.post-7840117698291824828</id><published>2012-01-01T02:38:00.001-08:00</published><updated>2012-01-01T02:38:53.298-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='felicitación'/><title type='text'>felicitación 2012</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;Del blog &lt;a href="http://www.hominidos.net/2011/12/os-felicito-el-ano-con-un-recorrido-por.html?utm_source=feedburner&amp;amp;utm_medium=email&amp;amp;utm_campaign=Feed%3A+hominidos+%28hominidos%29" target="_blank"&gt;Homínidos&lt;/a&gt;, por Ismael Pérez Fernández.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;Os felicito el año con un recorrido por un año en la Tierra. La música es el tema Alpha de Vangelis. &lt;/div&gt;&lt;br /&gt;&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="360" src="http://www.youtube.com/embed/qnzIi3DzUcE" width="640"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;/div&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/3844832901729441377-7840117698291824828?l=bg3esomcrespo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bg3esomcrespo.blogspot.com/feeds/7840117698291824828/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bg3esomcrespo.blogspot.com/2012/01/felicitacion-2012.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/7840117698291824828'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/7840117698291824828'/><link rel='alternate' type='text/html' href='http://bg3esomcrespo.blogspot.com/2012/01/felicitacion-2012.html' title='felicitación 2012'/><author><name>DEPARTAMENTO DE CIENCIAS. IES "MIGUEL CRESPO"</name><uri>http://www.blogger.com/profile/04404328347358188991</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/qnzIi3DzUcE/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3844832901729441377.post-4264082471335255369</id><published>2011-12-23T01:10:00.000-08:00</published><updated>2011-12-23T01:10:27.131-08:00</updated><title type='text'>Primer Trimestre 2011-2012: Encuesta sobre la asignatura</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.encuestas.com.pe/wp-content/uploads/2010/04/encuesta1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://www.encuestas.com.pe/wp-content/uploads/2010/04/encuesta1.png" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;A través de la plataforma Helvia hemos enviado un enlace para responder a una e-encuesta sobre BG de 3º . Es totalmente anónima y a través de ella podrás valorar la utilidad de esta asignatura y el trabajo del&amp;nbsp; profesor.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Muchas gracias y felices fiestas.&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/3844832901729441377-4264082471335255369?l=bg3esomcrespo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bg3esomcrespo.blogspot.com/feeds/4264082471335255369/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/12/primer-trimestre-2011-2012-encuesta.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/4264082471335255369'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/4264082471335255369'/><link rel='alternate' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/12/primer-trimestre-2011-2012-encuesta.html' title='Primer Trimestre 2011-2012: Encuesta sobre la asignatura'/><author><name>DEPARTAMENTO DE CIENCIAS. IES "MIGUEL CRESPO"</name><uri>http://www.blogger.com/profile/04404328347358188991</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-3844832901729441377.post-6717951424122472912</id><published>2011-12-18T02:21:00.000-08:00</published><updated>2011-12-18T02:28:37.786-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='tareas para casa'/><title type='text'>Repaso de los Cinco Reinos</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;Necesitarás esta presentación digital y buscar información en tu cuaderno y en internet para realizar la actividad que te proponemos para estas vacaciones. Tienes que cumplimentar la fotocopia que te vamos a entregar el próximo día.&lt;br /&gt;&lt;br /&gt;Recuerda que la fecha de devolución es el jueves 12 de enero (3º C) y el viernes 13 (3º A y B). Será la primera nota del 2º Trimestre.&lt;br /&gt;&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;div id="__ss_9287218" style="width: 595px;"&gt;&lt;b style="display: block; margin: 12px 0pt 4px;"&gt;&lt;a href="http://www.slideshare.net/cjbl1958/unidad-y-diversidad-2011-bg3-9287218" target="_blank" title="Unidad y diversidad 2011 bg3"&gt;Unidad y diversidad 2011 bg3&lt;/a&gt;&lt;/b&gt; &lt;iframe frameborder="0" height="497" marginheight="0" marginwidth="0" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/9287218" width="595"&gt;&lt;/iframe&gt; &lt;br /&gt;&lt;div style="padding: 5px 0pt 12px;"&gt;View more &lt;a href="http://www.slideshare.net/" target="_blank"&gt;presentations&lt;/a&gt; from &lt;a href="http://www.slideshare.net/cjbl1958" target="_blank"&gt;Casimiro Barbado&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&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/3844832901729441377-6717951424122472912?l=bg3esomcrespo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bg3esomcrespo.blogspot.com/feeds/6717951424122472912/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/12/repaso-de-los-cinco-reinos.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/6717951424122472912'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/6717951424122472912'/><link rel='alternate' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/12/repaso-de-los-cinco-reinos.html' title='Repaso de los Cinco Reinos'/><author><name>DEPARTAMENTO DE CIENCIAS. IES "MIGUEL CRESPO"</name><uri>http://www.blogger.com/profile/04404328347358188991</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-3844832901729441377.post-5681967876707277484</id><published>2011-12-17T02:41:00.001-08:00</published><updated>2011-12-17T02:43:25.663-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='evaluación'/><title type='text'>Criterios de evaluación y calificación</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: justify;"&gt;Parece un lío, pero no lo es. Según la Consejería de Educación hay que trabajar y evaluar las competencias básicas. Por eso hemos adaptado la normativa al área de BG de 3º en el departamento de CCNN de este instituto. Obviamente, hay profesores/as y profesoras que lo hacen de otra forma. Pero es cuestión de tiempo.&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;Los criterios de evaluación y calificación se presentaron el primer día y los&amp;nbsp; tenéis en vuestro cuaderno (son las dos primeras fotocopias que os entregué). En este &lt;a href="http://www.casimirobarbado.co.cc/DOCUMENTOS/1112/Presentacionbg41112.pdf" target="_blank"&gt;enlace&amp;nbsp; &lt;/a&gt;podéis descargarlas de nuevo. No obstante, como puede resultar aún difícil de entender para vosotros/as y para vuestras familias, voy a contarlo otra vez mediante esta presentación digital que ya puse en este mismo blog.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div id="__ss_9214175" style="width: 595px;"&gt;&lt;b style="display: block; margin: 12px 0 4px;"&gt;&lt;a href="http://www.slideshare.net/cienciasmcrespo/presentacion-bg-3-1112" target="_blank" title="Presentacion bg 3 1112"&gt;Presentacion bg 3 1112&lt;/a&gt;&lt;/b&gt; &lt;iframe frameborder="0" height="497" marginheight="0" marginwidth="0" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/9214175" width="595"&gt;&lt;/iframe&gt; &lt;br /&gt;&lt;div style="padding: 5px 0 12px;"&gt;View more &lt;a href="http://www.slideshare.net/" target="_blank"&gt;presentations&lt;/a&gt; from &lt;a href="http://www.slideshare.net/cienciasmcrespo" target="_blank"&gt;Departamento de Ciencias IES Miguel Crespo&lt;/a&gt; &lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level2 lfo1; text-indent: -18.0pt;"&gt;&lt;b&gt; EN RESUMEN:&amp;nbsp;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;¿CÓMO LO HAREMOS?  &lt;/b&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-size: 9pt;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;&lt;ul style="text-align: justify;"&gt;&lt;li&gt;La evaluación se realizará mediante o&lt;b&gt;bservación, registro y realización de pruebas&lt;/b&gt; de cada una de las competencias, según la calificación asignada a cada una de ellas en la tabla inferior. Salvo excepciones, cada uno de los indicadores se calificará con &lt;b&gt;5 puntos&lt;/b&gt;. &lt;/li&gt;&lt;li&gt;La valoración de las &lt;b&gt;actitudes &lt;/b&gt;se hará  dentro de las competencias correspondientes. Se prestará especial atención al &lt;b&gt;interés&lt;/b&gt;, la &lt;b&gt;participación&lt;/b&gt;, el &lt;b&gt;trabajo en grupo&lt;/b&gt; y las &lt;b&gt;actividades prácticas&lt;/b&gt;. &lt;/li&gt;&lt;li&gt;Las faltas de ortografía y la expresión incorrecta descontarán &lt;b&gt;0,5 P&lt;/b&gt; en la competencia lingüística. &lt;/li&gt;&lt;li&gt;&amp;nbsp;Se realizarán &lt;b&gt;cinco  pruebas quincenales&lt;/b&gt; o “miniexámenes”   (5*2=10 P) y &lt;b&gt;dos pruebas trimestrales&lt;/b&gt; sobre conceptos científicos y sus aplicaciones (2*10= 20 P). Habrá pruebas  trimestrales sobre competencias matemáticas. &lt;/li&gt;&lt;li&gt;Se llevará un registro de &lt;b&gt;tareas semanales&lt;/b&gt; (autonomía e iniciativa personal). &lt;/li&gt;&lt;li&gt;Las &lt;b&gt;colaboraciones voluntarias&lt;/b&gt; en las webs del departamento (Imágenes Científicas, Preguntas Raras, blogs, etc.), la participación en las actividades extraescolares (excursiones y Paseo por la Ciencia) y  los trabajos voluntarios suben la calificación por encima de la nota máxima, hasta un máximo de 5 puntos (en el apartado autonomía e iniciativa personal y otras competencias). &lt;/li&gt;&lt;li&gt;Las faltas de asistencia y de puntualidad sin justificar descuentan 0,5 y 0,2 P respectivamente, en la competencia social y ciudadana. &lt;/li&gt;&lt;li&gt;Se realizará &lt;b&gt;una recuperación por cada unidad didáctica&lt;/b&gt;, después de las evaluaciones correspondientes. En junio habrá una &lt;b&gt;recuperación final&lt;/b&gt; de cada una de las  unidades didácticas. &lt;/li&gt;&lt;li&gt;Para aprobar la segunda evaluación y la evaluación final habrá que aprobar la recuperación de las unidades didácticas de las  evaluaciones anteriores. El aprobado en una determinada evaluación supone la recuperación de la evaluación o evaluaciones anteriores. &lt;/li&gt;&lt;li&gt;En junio se entregará un &lt;b&gt;Informe de Evaluación&lt;/b&gt; y actividades de recuperación a aquellos alumnos/as que tengan que realizar la evaluación Extraordinaria de septiembre. &lt;/li&gt;&lt;li&gt;El sistema de enseñanza del profesor se valorará mediante un cuestionario individual informatizado y/o  debate en clase.&lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="margin-left: 36pt; text-align: left; text-indent: -18pt;"&gt;&lt;b&gt;¿CÓMO LO EXPRESAREMOS? &lt;/b&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-size: 9pt;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 21.3pt;"&gt;&lt;/div&gt;&lt;ul style="text-align: left;"&gt;&lt;li&gt;La calificación máxima será de 100 P. El peso de cada una de las competencias en la calificación global (nota trimestral y final) figura en la tabla inferior. Para aprobar hay que obtener &lt;b&gt;45 puntos o más&lt;/b&gt;, de los que  al menos &lt;b&gt;13,5&lt;/b&gt; tienen que corresponder  al conocimiento y aplicación de los conceptos (mini-exámenes y exámenes trimestrales/ 30 P). &lt;/li&gt;&lt;li&gt;La Calificación Global (NOTA) se calculará aplicando la fórmula:  CAL= Suma de competencias dividido entre 10.&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;TABLA DE COMPETENCIAS Y SU PESO EN LA EVALUACIÓN&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: medium none; margin-left: 4.8pt; margin-right: 4.8pt; text-align: left; width: 619px;"&gt; &lt;tbody&gt;&lt;tr align="center" style="height: 19.05pt; page-break-inside: avoid;"&gt;  &lt;td style="border: 1.5pt solid windowtext; height: 19.05pt; padding: 0cm 5.4pt; width: 226.85pt;" width="302"&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;COMPETENCIA&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style="border-color: windowtext windowtext windowtext -moz-use-text-color; border-style: solid solid solid none; border-width: 1.5pt 1pt 1.5pt medium; height: 19.05pt; padding: 0cm 5.4pt; width: 32.1pt;" width="43"&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;CAL&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style="border: 1.5pt solid windowtext; height: 19.05pt; padding: 0cm 5.4pt; width: 205.55pt;" width="274"&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;INDICADORES&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr align="center" style="height: 12.8pt; page-break-inside: avoid;"&gt;  &lt;td rowspan="2" style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1.5pt 1.5pt; height: 12.8pt; padding: 0cm 5.4pt; width: 226.85pt;" width="302"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;LINGÜÍSTICA&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td rowspan="2" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1.5pt medium; height: 12.8pt; padding: 0cm 5.4pt; width: 32.1pt;" width="43"&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;10&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1.5pt 1pt medium; height: 12.8pt; padding: 0cm 5.4pt; width: 205.55pt;" width="274"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;Comprende textos  científicos.&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr align="center" style="height: 13.4pt; page-break-inside: avoid;"&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1.5pt 1.5pt medium; height: 13.4pt; padding: 0cm 5.4pt; width: 205.55pt;" width="274"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;Comunica con  corrección,&amp;nbsp; claridad y precisión.&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr align="center" style="height: 11pt; page-break-inside: avoid;"&gt;  &lt;td rowspan="2" style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt 1.5pt; height: 11pt; padding: 0cm 5.4pt; width: 226.85pt;" width="302"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;MATEMÁTICA&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td rowspan="2" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 11pt; padding: 0cm 5.4pt; width: 32.1pt;" width="43"&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;20&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1.5pt 1pt medium; height: 11pt; padding: 0cm 5.4pt; width: 205.55pt;" width="274"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;Plantea y resuelve  problemas.&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr align="center" style="height: 10.75pt; page-break-inside: avoid;"&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1.5pt 1pt medium; height: 10.75pt; padding: 0cm 5.4pt; width: 205.55pt;" width="274"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;Utiliza tablas,  gráficos, fórmulas y magnitudes.&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr align="center" style="height: 22.1pt; page-break-inside: avoid;"&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt 1.5pt; height: 22.1pt; padding: 0cm 5.4pt; width: 226.85pt;" width="302"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;CIENTÍFICA Y TECNOLÓGICA: METODOLOGÍA CIENTÍFICA&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td rowspan="3" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1.5pt medium; height: 22.1pt; padding: 0cm 5.4pt; width: 32.1pt;" width="43"&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;10&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;&amp;nbsp;30 &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1.5pt 1pt medium; height: 22.1pt; padding: 0cm 5.4pt; width: 205.55pt;" width="274"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;Utiliza Metodología  Científica.&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr align="center" style="height: 27.7pt; page-break-inside: avoid;"&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt 1.5pt; height: 27.7pt; padding: 0cm 5.4pt; width: 226.85pt;" width="302"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;CIENTÍFICA Y TECNOLÓGICA: INTERACCIONES CTSA&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1.5pt 1pt medium; height: 27.7pt; padding: 0cm 5.4pt; width: 205.55pt;" width="274"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;Identifica hábitos  de consumo racional.&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr align="center" style="height: 10.9pt; page-break-inside: avoid;"&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1.5pt 1.5pt; height: 10.9pt; padding: 0cm 5.4pt; width: 226.85pt;" width="302"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;CIENTÍFICA Y TECNOLÓGICA: CONOCIMIENTOS CIENTÍFICOS&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1.5pt 1.5pt medium; height: 10.9pt; padding: 0cm 5.4pt; width: 205.55pt;" width="274"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;Conoce y aplica  conceptos (pruebas escritas)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr align="center" style="height: 12.65pt; page-break-inside: avoid;"&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt 1.5pt; height: 12.65pt; padding: 0cm 5.4pt; width: 226.85pt;" width="302"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;SOCIAL Y CIUDADANA GLOBAL&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td rowspan="3" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1.5pt medium; height: 12.65pt; padding: 0cm 5.4pt; width: 32.1pt;" width="43"&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;10&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1.5pt 1pt medium; height: 12.65pt; padding: 0cm 5.4pt; width: 205.55pt;" width="274"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;Valora las  relaciones CTSA. &lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr align="center" style="height: 12.9pt; page-break-inside: avoid;"&gt;  &lt;td rowspan="2" style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1.5pt 1.5pt; height: 12.9pt; padding: 0cm 5.4pt; width: 226.85pt;" width="302"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;SOCIAL Y CIUDADANA EN EL CENTRO&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1.5pt 1pt medium; height: 12.9pt; padding: 0cm 5.4pt; width: 205.55pt;" width="274"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;Participa, respeta y  cuida el material.&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr align="center" style="height: 14.05pt; page-break-inside: avoid;"&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1.5pt 1.5pt medium; height: 14.05pt; padding: 0cm 5.4pt; width: 205.55pt;" width="274"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;Asiste a clase y es  puntual.&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr align="center" style="height: 12.1pt; page-break-inside: avoid;"&gt;  &lt;td rowspan="3" style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1.5pt 1.5pt; height: 12.1pt; padding: 0cm 3.5pt; width: 226.85pt;" width="302"&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;DIGITAL Y TRATAMIENTO DE LA INFORMACIÓN&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td rowspan="3" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1.5pt medium; height: 12.1pt; padding: 0cm 3.5pt; width: 32.1pt;" width="43"&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;10&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1.5pt 1pt medium; height: 12.1pt; padding: 0cm 3.5pt; width: 205.55pt;" width="274"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;Usa el ordenador.&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr align="center" style="height: 11.4pt; page-break-inside: avoid;"&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1.5pt 1pt medium; height: 11.4pt; padding: 0cm 3.5pt; width: 205.55pt;" width="274"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;Busca y comunica la&amp;nbsp; información.&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr align="center" style="height: 12pt; page-break-inside: avoid;"&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1.5pt 1.5pt medium; height: 12pt; padding: 0cm 3.5pt; width: 205.55pt;" width="274"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;Presenta el cuaderno.&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr align="center" style="height: 7.3pt; page-break-inside: avoid;"&gt;  &lt;td rowspan="3" style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1.5pt 1.5pt; height: 7.3pt; padding: 0cm 3.5pt; width: 226.85pt;" width="302"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;APRENDIZAJE AUTÓNOMO&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td rowspan="3" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1.5pt medium; height: 7.3pt; padding: 0cm 3.5pt; width: 32.1pt;" width="43"&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;5&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1.5pt 1pt medium; height: 7.3pt; padding: 0cm 3.5pt; width: 205.55pt;" width="274"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;Utiliza Técnicas de Trabajo Intelectual.&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr align="center" style="height: 7.3pt; page-break-inside: avoid;"&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1.5pt 1pt medium; height: 7.3pt; padding: 0cm 3.5pt; width: 205.55pt;" width="274"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;Está motivado.&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr align="center" style="height: 5.75pt; page-break-inside: avoid;"&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1.5pt 1.5pt medium; height: 5.75pt; padding: 0cm 3.5pt; width: 205.55pt;" width="274"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;Relaciona conocimientos.&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr align="center" style="height: 13.05pt; page-break-inside: avoid;"&gt;  &lt;td rowspan="3" style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1.5pt 1.5pt; height: 13.05pt; padding: 0cm 3.5pt; width: 226.85pt;" width="302"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;AUTONOMÍA E INICIATIVA PERSONAL&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td rowspan="3" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1.5pt medium; height: 13.05pt; padding: 0cm 3.5pt; width: 32.1pt;" width="43"&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;5&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1.5pt 1pt medium; height: 13.05pt; padding: 0cm 3.5pt; width: 205.55pt;" width="274"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;Es autónomo. Lleva el material.&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr align="center" style="height: 13.15pt; page-break-inside: avoid;"&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1.5pt 1pt medium; height: 13.15pt; padding: 0cm 3.5pt; width: 205.55pt;" width="274"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;Hace las tareas y estudia regularmente. &lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr style="height: 9.8pt; page-break-inside: avoid;"&gt;  &lt;td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1.5pt 1.5pt medium; height: 9.8pt; padding: 0cm 3.5pt; text-align: center; width: 205.55pt;" width="274"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8pt;"&gt;Personaliza sus trabajos.&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3844832901729441377-5681967876707277484?l=bg3esomcrespo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bg3esomcrespo.blogspot.com/feeds/5681967876707277484/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/12/parece-un-lio-pero-no-lo-es.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/5681967876707277484'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/5681967876707277484'/><link rel='alternate' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/12/parece-un-lio-pero-no-lo-es.html' title='Criterios de evaluación y calificación'/><author><name>DEPARTAMENTO DE CIENCIAS. IES "MIGUEL CRESPO"</name><uri>http://www.blogger.com/profile/04404328347358188991</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-3844832901729441377.post-8235209274281657601</id><published>2011-12-06T10:18:00.001-08:00</published><updated>2011-12-06T10:26:33.794-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='soluciones'/><category scheme='http://www.blogger.com/atom/ns#' term='Alimentación'/><category scheme='http://www.blogger.com/atom/ns#' term='nutrición'/><title type='text'>Soluciones al problema de la pechuga de pollo</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: justify;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.grupomotta.com/fotos/2011-06-28_1309275562_filet_pechuga.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://www.grupomotta.com/fotos/2011-06-28_1309275562_filet_pechuga.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;div style="text-align: center;"&gt;COMPETENCIA MATEMÁTICA, DIGITAL Y&amp;nbsp; BÚSQUEDA DE INFORMACIÓN&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: center;"&gt;(CON PUNTUACIÓN PARA EL TRIMESTRE)&lt;/div&gt;&lt;br /&gt;Para practicar un poco en la web, busca cuánta energía en KJ y qué cantidad de hierro,&amp;nbsp; proteinas, lípidos (grasas) y glúcidos&amp;nbsp; nos proporcionan 150 g de pechuga de pollo (sin cocinar, obviamente).&lt;br /&gt;En esta web podéis mirar la composicion nutricional de los alimentos. Recuerda que los datos que nos dan son por cada 100 g de alimento.&lt;br /&gt;&lt;br /&gt;Por otra parte, todos/as hemos estudiado que los alimentos reguladores son las frutas y las verduras, porque tienen vitaminas y minerales. Pero, ¿y el pollo? ¿tiene vitaminas y minerales? ¿Cuáles? &lt;/div&gt;Pincha en este enlace para buscar el alimento: &lt;br /&gt;&lt;a href="http://www.bedca.net/bdpub/index.php"&gt;http://www.bedca.net/bdpub/index.php&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;RESULTADOS:&lt;br /&gt;&lt;br /&gt;Energía 437*150/ 100= 655 kJ&lt;br /&gt;Proteínas 23,5*150/ 100=35,3 g&lt;br /&gt;Grasas 1,2*150/ 100=1,8 g&lt;br /&gt;Hierro 1,5*150/ 100= 2,25 g&lt;br /&gt;Glúcidos 0&lt;br /&gt;&lt;br /&gt;El pollo tiene vitaminas y minerales diferentes. Por ejemplo: Vit A, B3, B5, B1, B2, B12, así como calcio, hierro, potasio, magnesio, fósforo, cobre. etc. &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/3844832901729441377-8235209274281657601?l=bg3esomcrespo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bg3esomcrespo.blogspot.com/feeds/8235209274281657601/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/12/soluciones-al-problema-de-la-pechuga-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/8235209274281657601'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/8235209274281657601'/><link rel='alternate' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/12/soluciones-al-problema-de-la-pechuga-de.html' title='Soluciones al problema de la pechuga de pollo'/><author><name>DEPARTAMENTO DE CIENCIAS. IES "MIGUEL CRESPO"</name><uri>http://www.blogger.com/profile/04404328347358188991</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-3844832901729441377.post-3373628888908397628</id><published>2011-12-02T01:18:00.001-08:00</published><updated>2011-12-02T04:11:46.936-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='repaso'/><category scheme='http://www.blogger.com/atom/ns#' term='evaluación'/><title type='text'>Repasa el aparato digestivo con animaciones</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://blog.educastur.es/ciclo2/files/2007/09/aparato_digestivo.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://blog.educastur.es/ciclo2/files/2007/09/aparato_digestivo.gif" width="253" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;Puedes repasar los contenidos de la UD 2.2 con las siguientes animaciones: &lt;br /&gt;&lt;ul style="text-align: left;"&gt;&lt;li&gt;&lt;a href="http://www.casimirobarbado.co.cc/presentaciones%20otros/sdg%20sm.swf"&gt;Aparato digestivo (Editorial SM/ librosvivos.net)&lt;/a&gt;&lt;a href="http://www.casimirobarbado.co.cc/presentaciones%20otros/sdg%20sm.swf"&gt; &lt;/a&gt;&amp;nbsp;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.casimirobarbado.co.cc/presentaciones%20otros/absorcion%20sm.swf"&gt;Absorción intestinal &lt;/a&gt; &lt;a href="http://www.casimirobarbado.co.cc/presentaciones%20otros/absorcion%20sm.swf"&gt; (Editorial SM/ librosvivos.net)&amp;nbsp;&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://averroes.ced.junta-andalucia.es/%7Ecepco3/escuelatic2.0/MATERIAL/FLASH/Conocimiento%20del%20Medio/El%20Sistema%20Digestivo%202.swf" target="_blank"&gt;Órganos Aparato Digestivo (averroes.juntadeandalucia)&lt;/a&gt;&amp;nbsp;&lt;/li&gt;&lt;/ul&gt;&amp;nbsp; Y por supuesto, la animación principal del tema:&lt;br /&gt;&lt;br /&gt;&lt;div id="__ss_10268532" style="width: 595px;"&gt; &lt;strong style="display: block; margin: 12px 0 4px;"&gt;&lt;a href="http://www.slideshare.net/cjbl1958/problemas-sdg-simplificado-1112-web" target="_blank" title="Problemas sdg simplificado 1112 web"&gt;Problemas sdg simplificado 1112 web&lt;/a&gt;&lt;/strong&gt; &lt;iframe frameborder="0" height="497" marginheight="0" marginwidth="0" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/10268532" width="595"&gt;&lt;/iframe&gt; &lt;div style="padding: 5px 0 12px;"&gt; View more &lt;a href="http://www.slideshare.net/" target="_blank"&gt;presentations&lt;/a&gt; from &lt;a href="http://www.slideshare.net/cjbl1958" target="_blank"&gt;Casimiro Barbado&lt;/a&gt; &lt;/div&gt;&lt;/div&gt;&lt;br /&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/3844832901729441377-3373628888908397628?l=bg3esomcrespo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bg3esomcrespo.blogspot.com/feeds/3373628888908397628/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/12/repasa-el-aparato-digestivo-con.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/3373628888908397628'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/3373628888908397628'/><link rel='alternate' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/12/repasa-el-aparato-digestivo-con.html' title='Repasa el aparato digestivo con animaciones'/><author><name>DEPARTAMENTO DE CIENCIAS. IES "MIGUEL CRESPO"</name><uri>http://www.blogger.com/profile/04404328347358188991</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-3844832901729441377.post-4131184157487831685</id><published>2011-11-30T00:48:00.001-08:00</published><updated>2011-11-30T00:51:04.137-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='exámenes'/><category scheme='http://www.blogger.com/atom/ns#' term='evaluación'/><title type='text'>Examen trimestral UD 2.1 y 2.2</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div dir="ltr" style="text-align: left;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.iestiernogalvan.com/departamentos/musica/wp-content/la_petite_examen.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="340" src="http://www.iestiernogalvan.com/departamentos/musica/wp-content/la_petite_examen.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;Os recuerdo que el examen&amp;nbsp; trimestral incluirá lo siguiente:&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;Comunica   con corrección,&amp;nbsp; claridad y precisión. 5 P&lt;/li&gt;&lt;li&gt;Conoce   y aplica conceptos. 10 P (de los 30 que entran en juego este trimestre. Para aprobar, hay que obtener al menos &lt;b&gt;13,5 P&lt;/b&gt; de los 30).&lt;/li&gt;&lt;li&gt;Valora   la salud. 5 P&lt;/li&gt;&lt;li&gt;Plantea   y resuelve problemas. 5 P&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Extrae información de &lt;b&gt;tablas &lt;/b&gt;y gráficas. 5 P&lt;/li&gt;&lt;/ul&gt;&amp;nbsp;Además: &lt;br /&gt;&lt;ul&gt;&lt;li&gt;Presenta   el cuaderno. 5 P&lt;/li&gt;&lt;li&gt;Utiliza   Técnicas de Trabajo Intelectual (TTI): Mapas conceptuales y esquemas. 5 P&lt;/li&gt;&lt;/ul&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/3844832901729441377-4131184157487831685?l=bg3esomcrespo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bg3esomcrespo.blogspot.com/feeds/4131184157487831685/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/11/examen-trimestral-ud-21-y-22.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/4131184157487831685'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/4131184157487831685'/><link rel='alternate' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/11/examen-trimestral-ud-21-y-22.html' title='Examen trimestral UD 2.1 y 2.2'/><author><name>DEPARTAMENTO DE CIENCIAS. IES "MIGUEL CRESPO"</name><uri>http://www.blogger.com/profile/04404328347358188991</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-3844832901729441377.post-8774041946124421137</id><published>2011-11-23T10:20:00.001-08:00</published><updated>2011-11-23T10:33:34.847-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Conservación de alimentos'/><category scheme='http://www.blogger.com/atom/ns#' term='consumo'/><title type='text'>Soluciones a la actividad sobre conservación de alimentos 11-12</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="http://www.casimirobarbado.co.cc/presentaciones%20otros/sistemas%20conservacion.swf" target="_blank"&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;/a&gt;&lt;br /&gt;a)     ­­­­­­­­­­­­­ REFRIGERACIÓN.- Enfriamiento entre 0 y 10 ºC para evitar que crezcan los microorganismos. ­ YOGUR&lt;br /&gt;b)     CONCENTRACIÓN.-Eliminación parcial del agua de los alimentos. LECHE CONDENSADA&lt;br /&gt;c)     IRRADIACIÓN.-Proceso que consiste en someter al alimento a radiaciones ionizantes para destruir parásitos o inhibir la germinación de las semillas. CEBOLLAS&lt;br /&gt;d)     UPERIZACIÓN.- Calentamiento a 135-140 ºC durante unos segundos para eliminar todas las bacterias. LECHE UHT (brick)&lt;br /&gt;e)     CONGELACIÓN.-Enfriamiento por debajo de 0º C para desactivar las enzimas que deterioran los alimentos y los microorganismos. MERLUZA&lt;br /&gt;f)      ADITIVOS.-Sustancias que alargan la vida de los alimentos, además de darles color, sabor, etc. BACALAO (salazón)&lt;br /&gt;g)     DESHIDRATACIÓN (DESECACIÓN).-Procedimiento de eliminación del agua de los alimentos mediante calentamiento, para evitar el crecimiento de los microorganismos. DÁTILES&lt;br /&gt;h)     PASTEURIZACIÓN.-Calentamiento por debajo de 100 ºC y enfriamiento rápido para destruir las bacterias patógenas. ZUMO REFRIGERADO&lt;br /&gt;i)      ESTERILIZACIÓN.-Calentamiento entre 115-135 ºC durante varios minutos para destruir todas las bacterias. LATAS DE CONSERVAS&lt;br /&gt;j)      LIOFILIZACIÓN.-Eliminación total del agua de los alimentos, mediante congelación y sublimación posterior (de hielo a gas). SOPA INSTANTÁNEA&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/3844832901729441377-8774041946124421137?l=bg3esomcrespo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bg3esomcrespo.blogspot.com/feeds/8774041946124421137/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/11/soluciones-la-actividad-sobre.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/8774041946124421137'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/8774041946124421137'/><link rel='alternate' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/11/soluciones-la-actividad-sobre.html' title='Soluciones a la actividad sobre conservación de alimentos 11-12'/><author><name>DEPARTAMENTO DE CIENCIAS. IES "MIGUEL CRESPO"</name><uri>http://www.blogger.com/profile/04404328347358188991</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-3844832901729441377.post-8164699814233548655</id><published>2011-11-23T10:00:00.001-08:00</published><updated>2011-11-23T10:05:41.236-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Enfermedades'/><title type='text'>Anorexia nerviosa y bulimia</title><content type='html'>&lt;div style="text-align: justify;"&gt;La Anorexia Nerviosa y la Bulimia son trastornos del comportamiento alimentario (TCA) que tienenen común la obsesiva importancia dada al peso y a la imagen corporal en la sociedad occidental.&lt;br /&gt; La Anorexia Nerviosa (AN) se caracteriza por una pérdida significativa del peso corporal (superior al 15%), producida por voluntad propia ante la insatisfacción producida por la propia imagen corporal. La adolescencia es fundamentalmente la etapa en la que se producen estos trastornos, destacándose su prevalencia en el sexo femenino (proporción hombre/mujer de 1/10).&lt;br /&gt;&lt;br /&gt; La Bulimia Nerviosa es un trastorno por el que la persona afectada ingiere cantidades de alimentos cuantitativamente superiores a lo que sería normal ingerir en circunstancias similares, acompañada de una clara sensación de pérdida de control, que provoca al paciente la necesidad de compensarlo a través del vómito autoinducido, toma incontrolada de laxantes, diuréticos...&lt;br /&gt;&lt;br /&gt; Ambos procesos tienen en común la obsesión por el peso y la imagen corporal, lo que conlleva muy habitualmente la transición entre ambos fenómenos. De hecho, más de la mitad de los pacientes anoréxicos padecen episodios de bulimia nerviosa.&lt;br /&gt;&lt;br /&gt; Existe un porcentaje muy importante de población en riesgo, que presenta varios síntomas relacionados, aunque sin llegar a constituir un caso, que se sitúa entorno a un 8% de las mujeres adolescentes. Hablamos por tanto de una enfermedad de extraordinaria importancia, que puede llegar a ser grave, dado que la mortalidad en estos pacientes se sitúa entre el 8 al 10%, elevándose dicha tasa de mortalidad al 18% en pacientes con más de 30 años de evolución de la enfermedad.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Este vídeo solo dura 4 minutos y medio. Míralo de forma reflexiva y coméntalo con tus compañeros/as de clase y con tu familia. Si te ves reflejada en él, pide ayuda..&lt;/div&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="480" src="http://www.youtube.com/embed/ABlzEDPeqXo" width="640"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3844832901729441377-8164699814233548655?l=bg3esomcrespo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bg3esomcrespo.blogspot.com/feeds/8164699814233548655/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/11/anorexia-nerviosa-y-bulimia.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/8164699814233548655'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/8164699814233548655'/><link rel='alternate' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/11/anorexia-nerviosa-y-bulimia.html' title='Anorexia nerviosa y bulimia'/><author><name>DEPARTAMENTO DE CIENCIAS. IES "MIGUEL CRESPO"</name><uri>http://www.blogger.com/profile/04404328347358188991</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/ABlzEDPeqXo/default.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3844832901729441377.post-8276697901264478484</id><published>2011-11-22T09:52:00.001-08:00</published><updated>2011-11-23T10:30:50.392-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Alimentación'/><title type='text'>Calcula tu IMC</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;a href="http://www.blogger.com/blogger.g?blogID=3844832901729441377" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;La obesidad puede ser evaluada en términos de magnitudpor el&amp;nbsp;índice de masa corporal, pero también términos dedistribución&amp;nbsp;de la grasa a través del perímetro de la cintura.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;La forma más fácil, práctica y rápida de conocer siexiste&amp;nbsp;obesidad es el calculo del índice de masa corporal o IMC.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Con esta calculadora podrás obtener el &lt;b&gt;índice deQuetelet o Índice de Masa Corporal&lt;/b&gt; (IMC), que permite detectar posiblessituaciones de malnutrición, y en particular la obesidad.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;También puedes hacerlo manualmente dividiendo tupeso en kg entre tu altura en metros, al cuadrado. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&amp;nbsp;&lt;span style="color: blue;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;a href="http://www.cun.es/area-salud/herramientas/indice-masa-corporal" target="_blank"&gt;&lt;span style="color: blue;"&gt;http://www.cun.es/area-salud/herramientas/indice-masa-corporal&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: center;"&gt;&lt;img alt="" height="250" 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" width="400" /&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;span style="color: blue;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt;"&gt;Interpretación del índice de masacorporal IMC:&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;De acuerdo con la tabla 1, propuesta por laOrganización Mundial de la Salud, en adultos se suele establecer que un &lt;b&gt;índicede masa corporal IMC comprendido en el intervalo de 18,5 a 25 corresponde a unasituación saludable&lt;/b&gt;. Un IMC por debajo de 18,5 indica malnutrición o algúnproblema de salud, mientras que un IMC de 25 o superior indica sobrepeso. Apartir de 30 hay obesidad leve, y a partir de 40 hay obesidad mórbida, quepuede requerir una operación quirúrgica. Los IMC se agrupan, según estainterpretación, en las categorías reflejadas en la tabla 1.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Tabla 1. Clasificación según la OMS delinfrapeso, sobrepeso y obesidad en adultos, de acuerdo con los valores quepuede tomar el IMC.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://www.blogger.com/blogger.g?blogID=3844832901729441377" style="margin-left: auto; margin-right: auto;"&gt;&lt;img alt="" border="0" 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" 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" style="margin-left: auto; margin-right: auto;" width="640" /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;"Normal" en chicas : Entre 18,5 y 25&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;img alt="" height="458" 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" style="margin-left: auto; margin-right: auto;" width="640" /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;"Normal" en chicos: Entre 19,5 y 25,5&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;img alt="" 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" /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&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/3844832901729441377-8276697901264478484?l=bg3esomcrespo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bg3esomcrespo.blogspot.com/feeds/8276697901264478484/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/11/blog-post.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/8276697901264478484'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/8276697901264478484'/><link rel='alternate' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/11/blog-post.html' title='Calcula tu IMC'/><author><name>DEPARTAMENTO DE CIENCIAS. IES "MIGUEL CRESPO"</name><uri>http://www.blogger.com/profile/04404328347358188991</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>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3844832901729441377.post-90794205083756737</id><published>2011-11-22T02:12:00.001-08:00</published><updated>2011-11-22T02:32:05.454-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Aparato Digestivo'/><title type='text'>D.1 de la UD 2.2: Los problemas que tiene que resolver el aparato digestivo humano</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;Con esta presentación digital y la fotocopia que te hemos dado podrás comprender perfectamente cómo funciona el Aparato Digestivo.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div id="__ss_10268532" style="width: 595px;"&gt; &lt;strong style="display: block; margin: 12px 0pt 4px;"&gt;&lt;a href="http://www.slideshare.net/cjbl1958/problemas-sdg-simplificado-1112-web" target="_blank" title="Problemas sdg simplificado 1112 web"&gt;Problemas sdg simplificado 1112 web&lt;/a&gt;&lt;/strong&gt; &lt;iframe frameborder="0" height="497" marginheight="0" marginwidth="0" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/10268532" width="595"&gt;&lt;/iframe&gt; &lt;div style="padding: 5px 0pt 12px;"&gt; View more &lt;a href="http://www.slideshare.net/" target="_blank"&gt;presentations&lt;/a&gt; from &lt;a href="http://www.slideshare.net/cjbl1958" target="_blank"&gt;Casimiro Barbado&lt;/a&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/3844832901729441377-90794205083756737?l=bg3esomcrespo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bg3esomcrespo.blogspot.com/feeds/90794205083756737/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/11/d1-de-la-ud-22-los-problemas-que-tiene.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/90794205083756737'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/90794205083756737'/><link rel='alternate' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/11/d1-de-la-ud-22-los-problemas-que-tiene.html' title='D.1 de la UD 2.2: Los problemas que tiene que resolver el aparato digestivo humano'/><author><name>DEPARTAMENTO DE CIENCIAS. IES "MIGUEL CRESPO"</name><uri>http://www.blogger.com/profile/04404328347358188991</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-3844832901729441377.post-2680603479110532656</id><published>2011-11-18T09:00:00.001-08:00</published><updated>2011-11-18T09:06:51.228-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Alimentos'/><title type='text'>Infografía: Métodos industriales de conservación</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.casimirobarbado.co.cc/presentaciones%20otros/sistemas%20conservacion.swf" target="_blank"&gt;&lt;img border="0" height="416" src="http://2.bp.blogspot.com/-eAQbkqxpOu8/TsaQP194DoI/AAAAAAAACQg/rZ6lB2oq4nE/s640/Captura.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Para cumplimentar la tabla que te hemos facilitado en clase, lee en tu libro y mira esta presentación: &lt;br /&gt;&lt;a href="http://www.casimirobarbado.co.cc/presentaciones%20otros/sistemas%20conservacion.swf"&gt;http://www.casimirobarbado.co.cc/presentaciones%20otros/sistemas%20conservacion.swf&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;La misma en la web original: &lt;a href="http://www.consumer.es/seguridad-alimentaria/ciencia-y-tecnologia/2004/05/20/20135.php"&gt;http://www.consumer.es/seguridad-alimentaria/ciencia-y-tecnologia/2004/05/20/20135.php&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Otras:&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.consumer.es/seguridad-alimentaria/sociedad-y-consumo/2005/06/29/20099.php" target="_blank"&gt;El procesado de la leche&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.consumer.es/seguridad-alimentaria/sociedad-y-consumo/2004/07/26/20119.php" target="_blank"&gt;Cómo conservar los alimentos en frío&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3844832901729441377-2680603479110532656?l=bg3esomcrespo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bg3esomcrespo.blogspot.com/feeds/2680603479110532656/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/11/infografia-metodos-industriales-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/2680603479110532656'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/2680603479110532656'/><link rel='alternate' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/11/infografia-metodos-industriales-de.html' title='Infografía: Métodos industriales de conservación'/><author><name>DEPARTAMENTO DE CIENCIAS. IES "MIGUEL CRESPO"</name><uri>http://www.blogger.com/profile/04404328347358188991</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/-eAQbkqxpOu8/TsaQP194DoI/AAAAAAAACQg/rZ6lB2oq4nE/s72-c/Captura.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3844832901729441377.post-6410409101744514540</id><published>2011-11-15T09:12:00.001-08:00</published><updated>2011-11-16T11:07:34.640-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='nutrición'/><category scheme='http://www.blogger.com/atom/ns#' term='competencia digital'/><title type='text'>Busca información nutricional</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&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://www.grupomotta.com/fotos/2011-06-28_1309275562_filet_pechuga.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://www.grupomotta.com/fotos/2011-06-28_1309275562_filet_pechuga.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;div style="text-align: center;"&gt;COMPETENCIA MATEMÁTICA, DIGITAL Y&amp;nbsp; BÚSQUEDA DE INFORMACIÓN&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: center;"&gt;(CON PUNTUACIÓN PARA EL TRIMESTRE)&lt;/div&gt;&lt;br /&gt;Para practicar un poco en la web, busca cuánta energía en KJ y qué cantidad de hierro,&amp;nbsp; proteinas, lípidos (grasas) y glúcidos&amp;nbsp; nos proporcionan 150 g de pechuga de pollo (sin cocinar, obviamente).&lt;br /&gt;En esta web podéis mirar la composicion nutricional de los alimentos. Recuerda que los datos que nos dan son por cada 100 g de alimento.&lt;br /&gt;&lt;br /&gt;Por otra parte, todos/as hemos estudiado que los alimentos reguladores son las frutas y las verduras, porque tienen vitaminas y minerales. Pero, ¿y el pollo? ¿tiene vitaminas y minerales? ¿Cuáles? &lt;/div&gt;&lt;div style="text-align: justify;"&gt;Pincha en este enlace para buscar el alimento: &lt;br /&gt;&lt;a href="http://www.bedca.net/bdpub/index.php"&gt;http://www.bedca.net/bdpub/index.php&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;La respuesta envíala por Helvia, de esta forma obtendrás una mayor puntuación en esta actividad.  PARA LA PRIMERA CLASE DE LA PRÓXIMA SEMANA.&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/3844832901729441377-6410409101744514540?l=bg3esomcrespo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bg3esomcrespo.blogspot.com/feeds/6410409101744514540/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/11/busca-informacion-nutricional.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/6410409101744514540'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/6410409101744514540'/><link rel='alternate' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/11/busca-informacion-nutricional.html' title='Busca información nutricional'/><author><name>DEPARTAMENTO DE CIENCIAS. IES "MIGUEL CRESPO"</name><uri>http://www.blogger.com/profile/04404328347358188991</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-3844832901729441377.post-6019449841345762225</id><published>2011-11-15T08:36:00.001-08:00</published><updated>2011-11-15T08:54:58.040-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='repaso'/><category scheme='http://www.blogger.com/atom/ns#' term='soluciones'/><title type='text'>Actividades de repaso: Soluciones</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: justify;"&gt;Corrige en tu cuaderno y repasa para la recuperación.&lt;br /&gt;&lt;br /&gt;1. DIFERENCIAS ENTRE CÉLULAS PROCARIOTAS Y EUCARIOTAS: Indica si se trata de una célula PROCARIOTA (P), EUCARIOTA (E) o de ambas (PE).&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://biologia.laguia2000.com/wp-content/uploads/2011/03/CELULA-EUCARIOTA.jpg"&gt;&lt;img border="0" src="http://biologia.laguia2000.com/wp-content/uploads/2011/03/CELULA-EUCARIOTA.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/_bXiAT6MOo8E/S10IHJyDv-I/AAAAAAAACFM/laDetF605X8/s400/image003.jpg"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/_bXiAT6MOo8E/S10IHJyDv-I/AAAAAAAACFM/laDetF605X8/s400/image003.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Algunas poseen cloroplastos E (las vegetales)&lt;br /&gt;Fabrican proteínas P E &lt;br /&gt;Poseen Aparato de Golgi&amp;nbsp; E &lt;br /&gt;Algunas de ellas poseen pared celular P E (las células vegetales y las de los hongos) &lt;br /&gt;Se reproducen PE &lt;br /&gt;Poseen ADN empaquetado formando uno o más cromosomas PE (Las eucariotas tienen núcleo) &lt;br /&gt;Poseen membrana celular PE &lt;br /&gt;Contienen agua PE &lt;br /&gt;Se nutren PE &lt;br /&gt;Poseen mitocondrias&amp;nbsp; E &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;2. ¿SON SERES VIVOS LOS VIRUS? &lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://naturasaludonline.com/wp-content/uploads/2011/10/virus-gripe1.jpg"&gt;&lt;img border="0" src="http://naturasaludonline.com/wp-content/uploads/2011/10/virus-gripe1.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Los virus son seres que poseen una cubierta de proteínas y en su interior, una molécula de ADN o ARN, con información Genética. Se reproducen introduciéndose en una célula animal o vegetal, por ejemplo, y fabrican copias de sí mismos, mediante la energía y los orgánulos celulares de la célula que infecta o parasita. No cumplen con todas las características de los seres vivos. Pon SI o NO para indicar si las cumplen o no:&lt;/div&gt;&lt;br /&gt;a) Son unicelulares (están formados por una célula). NOson células, no tienen estructura celular.&lt;br /&gt;b) Están formados por biomoléculas. SÍ &lt;br /&gt;c) Obtienen energía por sí mismos. NO&lt;br /&gt;d) Fabrican sus propios componentes orgánicos por sí mismos. NO (lo hacen en células)&amp;nbsp; &lt;br /&gt;e) Se nutren. NO.&amp;nbsp; Es decir, no introducen nutrientes ni fabrican energía. Las biomoléculas que sirven para formar los nuevos virus se fabrican dentro de las células que parasitan.&amp;nbsp;  &lt;br /&gt;f) Se reproducen SÍ, pero dentro de células animales, vegetales o bacterias. &lt;br /&gt;g) Se relacionan con el medio y otros seres vivos. SÍ &lt;br /&gt;h) Están formados por átomos de bioelementos. SÍ&lt;br /&gt;&amp;nbsp; &lt;br /&gt;Por lo tanto, los virus no cumplen con todas las características de los seres vivos, no están formados por células y no se ntren. Están en la frontera entre lo vivo y lo no vivo.&lt;br /&gt;&lt;br /&gt;Creo que podrá ser interesante que veas esta animación en flash sobre el ataque de un virus parecido al de la gripe humana&amp;nbsp; a una célula. &lt;a href="http://www.casimirobarbado.co.cc/presentaciones%20otros/gripeaviar.swf"&gt;http://www.casimirobarbado.co.cc/presentaciones%20otros/gripeaviar.swf&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-I22ZkmU3p2Y/TsKYfo-MeAI/AAAAAAAACQU/TWXvrWjh2ck/s1600/Captura.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="417" src="http://3.bp.blogspot.com/-I22ZkmU3p2Y/TsKYfo-MeAI/AAAAAAAACQU/TWXvrWjh2ck/s640/Captura.JPG" width="640" /&gt;&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/3844832901729441377-6019449841345762225?l=bg3esomcrespo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bg3esomcrespo.blogspot.com/feeds/6019449841345762225/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/11/actividades-de-repaso-soluciones.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/6019449841345762225'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/6019449841345762225'/><link rel='alternate' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/11/actividades-de-repaso-soluciones.html' title='Actividades de repaso: Soluciones'/><author><name>DEPARTAMENTO DE CIENCIAS. IES "MIGUEL CRESPO"</name><uri>http://www.blogger.com/profile/04404328347358188991</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/_bXiAT6MOo8E/S10IHJyDv-I/AAAAAAAACFM/laDetF605X8/s72-c/image003.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3844832901729441377.post-6870625682617040124</id><published>2011-11-04T10:39:00.000-07:00</published><updated>2011-11-04T10:39:35.479-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='células'/><category scheme='http://www.blogger.com/atom/ns#' term='microscopio'/><title type='text'>Observación de células epiteliales de la boca (3º B) Curso 11-12</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.edu.xunta.es/centros/iesbreamo/galeria/albums/iesbreamo/userpics/10001/2_b__epitelio_simple_mucosa_bucal.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="249" src="http://www.edu.xunta.es/centros/iesbreamo/galeria/albums/iesbreamo/userpics/10001/2_b__epitelio_simple_mucosa_bucal.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;1. Usando una espátula rasca cuidadosamente un poco del revestimiento interior del carrillo.&lt;br /&gt;2. Extiende la muestra extraída sobre el porta.&lt;br /&gt;3. Coloca el porta haciendo “puente” sobre la cajita y añade una gota de azul de metileno, procurando que&lt;br /&gt;no se derrame.&lt;br /&gt;4. Espera dos minutos mientras actúa el colorante y coloca el cubre. Si es necesario, absorbe el exceso&lt;br /&gt;de azul de metileno con un trozo de papel de filtro&lt;br /&gt;5. Observa al microscopio con el objetivo rojo y, después, con el amarillo.&lt;br /&gt;6. Dibuja el campo visual a 400 aumentos (objetivo azul). Señala las partes de la célula.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/_GHsTNnO9Mng/SuGNV9fDi4I/AAAAAAAAAV8/fYMZlmpK9_A/s320/C%C3%89LULAS+MUCOSA+BUCAL.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/_GHsTNnO9Mng/SuGNV9fDi4I/AAAAAAAAAV8/fYMZlmpK9_A/s320/C%C3%89LULAS+MUCOSA+BUCAL.jpg" /&gt;&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/3844832901729441377-6870625682617040124?l=bg3esomcrespo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bg3esomcrespo.blogspot.com/feeds/6870625682617040124/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/11/observacion-de-celulas-epiteliales-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/6870625682617040124'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3844832901729441377/posts/default/6870625682617040124'/><link rel='alternate' type='text/html' href='http://bg3esomcrespo.blogspot.com/2011/11/observacion-de-celulas-epiteliales-de.html' title='Observación de células epiteliales de la boca (3º B) Curso 11-12'/><author><name>DEPARTAMENTO DE CIENCIAS. IES "MIGUEL CRESPO"</name><uri>http://www.blogger.com/profile/04404328347358188991</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/_GHsTNnO9Mng/SuGNV9fDi4I/AAAAAAAAAV8/fYMZlmpK9_A/s72-c/C%C3%89LULAS+MUCOSA+BUCAL.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3844832901729441377.post-4255622810340113626</id><published>2011-11-02T12:50:00.000-07:00</published><updated>2011-11-02T13:06:34.958-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Alimentación'/><category scheme='http://www.blogger.com/atom/ns#' term='nutrición'/><title type='text'>La rueda de los alimentos</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.nutricion.org/img/Rueda_Alimentos_SEDCA.jpg" target="_blank"&gt;&lt;img alt="" src="data:image/png;base64,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
