<?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:blogger='http://schemas.google.com/blogger/2008' 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-8157843222142230098</id><updated>2024-08-28T01:35:31.109-07:00</updated><category term="NOTICIAS"/><title type='text'>ConoSer     </title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default?start-index=26&amp;max-results=25'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>28</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-5264847338707226601</id><published>2017-11-14T03:41:00.001-08:00</published><updated>2017-11-14T03:41:41.516-08:00</updated><title type='text'>intensivo para Navidad</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-Ry-xMJo8pkXXINFMkir-4jtxPKBHFDrDAdAFkim1B2A6czgfwEZLd6KhMxJwYGOLHBEYSCM1JY8x9P2Lghc84Nl4N1ZNYWrt59VI-vz8-23yLAoa2F5HtJ_73lr55GZN0M5_eAOO42k/s1600/intensivo+ingles.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;562&quot; data-original-width=&quot;397&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-Ry-xMJo8pkXXINFMkir-4jtxPKBHFDrDAdAFkim1B2A6czgfwEZLd6KhMxJwYGOLHBEYSCM1JY8x9P2Lghc84Nl4N1ZNYWrt59VI-vz8-23yLAoa2F5HtJ_73lr55GZN0M5_eAOO42k/s1600/intensivo+ingles.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/5264847338707226601/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2017/11/intensivo-para-navidad.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/5264847338707226601'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/5264847338707226601'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2017/11/intensivo-para-navidad.html' title='intensivo para Navidad'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-Ry-xMJo8pkXXINFMkir-4jtxPKBHFDrDAdAFkim1B2A6czgfwEZLd6KhMxJwYGOLHBEYSCM1JY8x9P2Lghc84Nl4N1ZNYWrt59VI-vz8-23yLAoa2F5HtJ_73lr55GZN0M5_eAOO42k/s72-c/intensivo+ingles.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-2219511662239442372</id><published>2016-09-29T02:01:00.001-07:00</published><updated>2016-09-29T02:14:13.763-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="NOTICIAS"/><title type='text'>Lanzamos nuestra WEB de academia ConoSer</title><content type='html'>&lt;br /&gt;
&amp;nbsp;Hoy es un día importante, os dejamos el enlace a nuestra nueva web.&lt;br /&gt;
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&lt;a href=&quot;http://www.academiaconoser.es/&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot; Enlace a Academia ConoSer&quot; border=&quot;0&quot; height=&quot;432&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi466aBCP8MDfzEkPoGm1nqOkQGl__tA86HfMfAys-gJH2LnUiCH-lYnTcCv_5B9MGWP3cfgW8daf8dPhnUEYogO1mCC-kG6929pGAClpgGgOQwVhr1fKSrHHV18x6GryhrSkviKog6h0g/s640/web+conoser.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/2219511662239442372/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/09/lanzamos-nuestra-web-de-academia-conoser.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/2219511662239442372'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/2219511662239442372'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/09/lanzamos-nuestra-web-de-academia-conoser.html' title='Lanzamos nuestra WEB de academia ConoSer'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi466aBCP8MDfzEkPoGm1nqOkQGl__tA86HfMfAys-gJH2LnUiCH-lYnTcCv_5B9MGWP3cfgW8daf8dPhnUEYogO1mCC-kG6929pGAClpgGgOQwVhr1fKSrHHV18x6GryhrSkviKog6h0g/s72-c/web+conoser.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-2253333672359505742</id><published>2016-06-27T09:19:00.004-07:00</published><updated>2016-06-27T09:22:03.326-07:00</updated><title type='text'>Academia ConoSer con el deporte</title><content type='html'>&lt;span style=&quot;background-color: white; color: #1d2129; font-family: &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif; font-size: 14px; line-height: 19.32px;&quot;&gt;Academia ConoSer en su compromiso con los jóvenes por la Educación y el Deporte, tiene la suerte de poder patrocinar a la joven sevillana, Carola Martínez.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #1d2129; font-family: &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif; font-size: 14px; line-height: 19.32px;&quot;&gt;Promesa del Windsurf que con tan solo 15 años, ya ha quedado 3 regional.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #1d2129; font-family: &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif; font-size: 14px; line-height: 19.32px;&quot;&gt;Carola mucho ánimo, tu afán de superación y lucha, así como tu capacidad para disfrutar de este deporte más allá de la competición te hace un modelo para muchos jóvenes.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #1d2129; font-family: &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif; font-size: 14px; line-height: 19.32px;&quot;&gt;¡GRACIAS! y adelante&amp;nbsp;&lt;/span&gt;&lt;i class=&quot;_lew&quot; style=&quot;background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;&quot; title=&quot;Emoticono smile&quot;&gt;&lt;i aria-hidden=&quot;true&quot; class=&quot;_4-k1 img sp_fM-mz8spZ1b sx_5371b4&quot; style=&quot;background-image: url(&amp;quot;/rsrc.php/v2/yx/r/pimRBh7B6ER.png&amp;quot;); background-position: 0px -340px; background-repeat: no-repeat; background-size: auto; display: inline-block; height: 16px; vertical-align: -3px; width: 16px;&quot;&gt;&lt;/i&gt;&lt;span aria-hidden=&quot;true&quot; class=&quot;_4mcd&quot; style=&quot;font-family: inherit; font-size: 0px;&quot;&gt;:-)&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;i class=&quot;_lew&quot; style=&quot;background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;&quot; title=&quot;Emoticono smile&quot;&gt;&lt;span aria-hidden=&quot;true&quot; class=&quot;_4mcd&quot; style=&quot;font-family: inherit; font-size: 0px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgecdOZibJlWUNaoaFeSmC7Vpc-L5cP-cGdk0z1NIITSxaSDRcAK8rjD_i_4PkEiMcrB5fb5AO_ieWOeQ7oDo6ckSzNNMTkLcKG1JG07-IVW2FS5P6mJvQl_K6i-4TmOhOIHlaFOgEtQWw/s1600/IMG-20160627-WA0000.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;425&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgecdOZibJlWUNaoaFeSmC7Vpc-L5cP-cGdk0z1NIITSxaSDRcAK8rjD_i_4PkEiMcrB5fb5AO_ieWOeQ7oDo6ckSzNNMTkLcKG1JG07-IVW2FS5P6mJvQl_K6i-4TmOhOIHlaFOgEtQWw/s640/IMG-20160627-WA0000.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmz4UIXdpT3EapzD1rhyphenhyphenbWkKweYRo8mwz3V9t0cLNlnOcuwd8-4EPqWyqgFY9YGtY-mWjyEO5ItzslMzQee-TjZte2fumsWmb66ucsBRbisHwFbXku_h_PZO-Mrgtfdd4M5WAMvQjzX2E/s1600/3+en+nacional.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;456&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmz4UIXdpT3EapzD1rhyphenhyphenbWkKweYRo8mwz3V9t0cLNlnOcuwd8-4EPqWyqgFY9YGtY-mWjyEO5ItzslMzQee-TjZte2fumsWmb66ucsBRbisHwFbXku_h_PZO-Mrgtfdd4M5WAMvQjzX2E/s640/3+en+nacional.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKYXlY-RDGmtGvZlPyBNCkwA-Sdll967rO_SGjIxAWOJ3MY4gvwLbx01W682k20ot4KUQ0yKUGoE-H6hyyneiaj5tf265fGLogDEAXQwRsse01BWitntbE6HZ5z_4hURDjG1Wu1HLYQp8/s1600/IMG-20160627-WA0001.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;426&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKYXlY-RDGmtGvZlPyBNCkwA-Sdll967rO_SGjIxAWOJ3MY4gvwLbx01W682k20ot4KUQ0yKUGoE-H6hyyneiaj5tf265fGLogDEAXQwRsse01BWitntbE6HZ5z_4hURDjG1Wu1HLYQp8/s640/IMG-20160627-WA0001.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;i class=&quot;_lew&quot; style=&quot;background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;&quot; title=&quot;Emoticono smile&quot;&gt;&lt;span aria-hidden=&quot;true&quot; class=&quot;_4mcd&quot; style=&quot;font-family: inherit; font-size: 0px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;
&lt;i class=&quot;_lew&quot; style=&quot;background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;&quot; title=&quot;Emoticono smile&quot;&gt;&lt;span aria-hidden=&quot;true&quot; class=&quot;_4mcd&quot; style=&quot;font-family: inherit; font-size: 0px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/2253333672359505742/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/06/academia-conoser-con-el-deporte.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/2253333672359505742'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/2253333672359505742'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/06/academia-conoser-con-el-deporte.html' title='Academia ConoSer con el deporte'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgecdOZibJlWUNaoaFeSmC7Vpc-L5cP-cGdk0z1NIITSxaSDRcAK8rjD_i_4PkEiMcrB5fb5AO_ieWOeQ7oDo6ckSzNNMTkLcKG1JG07-IVW2FS5P6mJvQl_K6i-4TmOhOIHlaFOgEtQWw/s72-c/IMG-20160627-WA0000.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-2904062165590831949</id><published>2016-06-06T04:35:00.000-07:00</published><updated>2016-06-06T04:35:02.364-07:00</updated><title type='text'>Taller vacacional  del 23 de junio al 1 de julio.</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2L308oT-6x56MDCOodufwY2kmeD45LbjxPwaJ2r-slV65dYoUe_vF9eUWQvgXf9XsubZQBbI-AVVC16AB6E4KSzN3hv7ZbkZFN6d90zklkss3VzMKiaNuWkiiPtOfdO-KNTSWQJsjwrQ/s1600/FIN+DE+JUNIO..png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;153&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2L308oT-6x56MDCOodufwY2kmeD45LbjxPwaJ2r-slV65dYoUe_vF9eUWQvgXf9XsubZQBbI-AVVC16AB6E4KSzN3hv7ZbkZFN6d90zklkss3VzMKiaNuWkiiPtOfdO-KNTSWQJsjwrQ/s640/FIN+DE+JUNIO..png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp; TALLER DEL 23 DE JUNIO AL 1 DE JULIO AMBOS INCLUIDOS.&lt;br /&gt;
&amp;nbsp; REALIZAREMOS: taller de papiroflexia, teatro, Scratch, Inteligencia emocional, introducción al mindfulness &amp;nbsp;y muchas cosas más pensadas para los pequeños de la casa.&lt;br /&gt;
&lt;br /&gt;
Plazas limitadas, grupo de no más de 12 niños. Llama sin compromiso e infórmate. &lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/2904062165590831949/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/06/taller-vacacional-del-23-de-junio-al-1.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/2904062165590831949'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/2904062165590831949'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/06/taller-vacacional-del-23-de-junio-al-1.html' title='Taller vacacional  del 23 de junio al 1 de julio.'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2L308oT-6x56MDCOodufwY2kmeD45LbjxPwaJ2r-slV65dYoUe_vF9eUWQvgXf9XsubZQBbI-AVVC16AB6E4KSzN3hv7ZbkZFN6d90zklkss3VzMKiaNuWkiiPtOfdO-KNTSWQJsjwrQ/s72-c/FIN+DE+JUNIO..png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-4274063912631943124</id><published>2016-03-16T11:24:00.000-07:00</published><updated>2016-03-16T11:24:25.245-07:00</updated><title type='text'>SORTEO DE PLAZA GRATIS </title><content type='html'>&lt;div style=&quot;background-color: white; color: #141823; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px; margin-bottom: 6px;&quot;&gt;
Hoy, tras un mes de nuestra apertura, ya tenemos funcionando los grupos de 1ºESO, 2ºESO, 4ºESO, 1ºBACHILLERATO y PREPARACIÓN DE LA E.S.A.&lt;/div&gt;
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Para celebrar nuestro pequeño avance, entre todos aquellos que os hagáis seguidores de la página y dejéis un comentario en esta entrada, el próximo lunes 28 de Marzo de 2016 sortearemos un mes de academia y matrícula GRATIS o si lo prefieres una plaza GRATIS para nuestro próximo taller el día 2 de Abril. ¡Anímate!&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhowF_nIO7tHFHoB1yE0XkEojqyxbXBq857bmnKsRXCuOX81scBexaX-UGFBT2v8rlJ955FkY1hJprVTQV0uG_Df0fuHBO5bk6PVIuuxybrNs0mwBghXAJk5RpKi9-x01mvAqUWS5tJyrQ/s1600/FIESTA.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;114&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhowF_nIO7tHFHoB1yE0XkEojqyxbXBq857bmnKsRXCuOX81scBexaX-UGFBT2v8rlJ955FkY1hJprVTQV0uG_Df0fuHBO5bk6PVIuuxybrNs0mwBghXAJk5RpKi9-x01mvAqUWS5tJyrQ/s320/FIESTA.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/4274063912631943124/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/03/sorteo-de-plaza-gratis.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/4274063912631943124'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/4274063912631943124'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/03/sorteo-de-plaza-gratis.html' title='SORTEO DE PLAZA GRATIS '/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhowF_nIO7tHFHoB1yE0XkEojqyxbXBq857bmnKsRXCuOX81scBexaX-UGFBT2v8rlJ955FkY1hJprVTQV0uG_Df0fuHBO5bk6PVIuuxybrNs0mwBghXAJk5RpKi9-x01mvAqUWS5tJyrQ/s72-c/FIESTA.png" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-1902380290986535722</id><published>2016-03-09T08:49:00.003-08:00</published><updated>2016-03-14T02:25:22.832-07:00</updated><title type='text'>Próximo Taller: ¿Quieres dar un cambio en tu vida?</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/1902380290986535722/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/03/proximo-taller-quieres-dar-un-cambio-en.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/1902380290986535722'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/1902380290986535722'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/03/proximo-taller-quieres-dar-un-cambio-en.html' title='Próximo Taller: ¿Quieres dar un cambio en tu vida?'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh35p60icOkNsDcTR9CVQnas4KHwhA0HW6foe-La6PgqIOsSyDg7rK084M6d2XzxqjCyaNzynkLfEjvPlZNKKmcqj1TOb08Q24tsV3zY1YrQHFusa49B_Wj9GVC7ZJnhWYreYQEbOsz_IE/s72-c/publicidad+coching+2+abril.gif" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-7802673764151629443</id><published>2016-03-01T11:16:00.002-08:00</published><updated>2016-03-01T11:16:18.259-08:00</updated><title type='text'>CURSO: PRUEBA DE ACCESO A LA UNIVERSIDAD PARA MAYORES DE 25 AÑOS.</title><content type='html'>PRUEBA DE ACCESO A LA UNIVERSIDAD PARA MAYORES DE 25 AÑOS.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;En este curso de preparación para la prueba de acceso a la universidad para mayores de 25 años, se prepara al alumno/a con los conocimientos necesarios, para afrontar la prueba con garantías de éxito.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;Fecha de la Prueba de Acceso para mayores de 25 años: Aún por determinar. &amp;nbsp;Normalmente entorno a las del año anterior, 22 y 23 de abril de 2016.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;Matrícula en la Junta de Andalucía para la prueba: aún por determinar este año han sido del 1 al 18 de Marzo de 2016&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;El curso de preparación dura 7 meses, empezará el día 3 de octubre de 2016 - hasta el día de antes de la prueba de abril de 2017.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;&lt;u&gt;HORARIO:&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;Serían de lunes a jueves en horario de mañana de 9:00- 14:30 según el número de asignaturas de las que se esté matriculado.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;9:00-10:00 Comentario de texto&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;10:00-11:00 Lengua Castellana&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;11:00-12:00 Lengua Extranjera&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;12:30-13:30 1º Asignatura específica&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;13:30-14:30 1º Asignatura específica&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;Grupos de no más de 12 alumnos por asignaturas.&amp;nbsp;&lt;b&gt;&lt;u&gt;RESERVA TU PLAZA YA&lt;/u&gt;&lt;/b&gt;. La plaza se reserva con el pago de los 15€ de matrícula.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;background-color: white; font-family: verdana; font-size: 12px; margin-bottom: 10px; margin-top: 5px;&quot;&gt;
&lt;strong&gt;Fase General:&lt;/strong&gt;&amp;nbsp;Tiene por objetivo apreciar la madurez e idoneidad de los candidatos para seguir con éxito estudios universitarios, así como su capacidad de razonamiento y de expresión escrita.. Esta fase consta de 3 ejercicios:&lt;/div&gt;
&lt;ul style=&quot;background-color: white; font-family: verdana; font-size: 12px;&quot;&gt;
&lt;li&gt;&lt;u&gt;El primer ejercicio&lt;/u&gt;&amp;nbsp;Comentario de texto o desarrollo de un tema general de actualidad.&lt;/li&gt;
&lt;li&gt;&lt;u&gt;El segundo ejercicio&lt;/u&gt;&amp;nbsp;Lengua Castellana.&lt;/li&gt;
&lt;li&gt;&lt;u&gt;El tercer ejercicio&lt;/u&gt;&amp;nbsp;Lengua extranjera. Traducción de un texto en lengua extranjera a elegir entre Alemán, Francés, Inglés, Italiano o Portugués.&lt;/li&gt;
&lt;/ul&gt;
&lt;strong style=&quot;background-color: white; font-family: verdana; font-size: 12px;&quot;&gt;Fase Específica:&lt;/strong&gt;&lt;span style=&quot;background-color: white; font-family: &amp;quot;verdana&amp;quot;; font-size: 12px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: &amp;quot;verdana&amp;quot;; font-size: 12px;&quot;&gt;Tiene por finalidad valorar las habilidades, capacidades y aptitudes de los candidatos para cursar con éxito las diferentes enseñanzas universitarias vinculadas a cada una de las remas de conocimiento en torno a las cuales se organizan los títulos universitarios oficiales de Grado.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; font-family: &amp;quot;verdana&amp;quot;; font-size: 12px;&quot;&gt;El candidato deberá elegir, al menos, una de las cinco ramas de conocimiento, y dentro de ella, dos de&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;las materias que le pertenecen, si bien al menos una de las materias escogidas deberá ser de entre las que se encuentran resaltadas en color azul, tal como se indica a continuación:&lt;/span&gt;&lt;br /&gt;
&lt;ol&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;&lt;u&gt;Artes y Humanidades&lt;/u&gt;: Dibujo técnico;&amp;nbsp;&lt;span style=&quot;color: #5858fa;&quot;&gt;&lt;strong&gt;Dibujo artístico; Geografía; Historia general y del arte; Historia de la música y de la danza;&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;Latín y Literatura universal.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;&lt;u&gt;Ciencias: Biología&lt;/u&gt;;&amp;nbsp;&lt;span style=&quot;color: #5858fa;&quot;&gt;&lt;strong&gt;Física; Matemáticas&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;y Química.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;&lt;u&gt;Ciencias de la Salud: Física&lt;/u&gt;; Matemáticas;&lt;span style=&quot;color: #5858fa;&quot;&gt;&lt;strong&gt;&amp;nbsp;Biología y Química&lt;/strong&gt;&lt;/span&gt;.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;&lt;u&gt;Ciencias Sociales y Jurídicas&lt;/u&gt;:&amp;nbsp;&lt;span style=&quot;color: #5858fa;&quot;&gt;&lt;strong&gt;Economía de la empresa; Geografía; Latín y Matemáticas aplicadas a las ciencias sociales.&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;&lt;u&gt;Ingeniería y Arquitectura&lt;/u&gt;:&amp;nbsp;&lt;span style=&quot;color: #5858fa;&quot;&gt;&lt;strong&gt;Dibujo técnico; Matemáticas;&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;Física y Tecnología industrial.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div style=&quot;background-color: white; font-family: verdana; font-size: 12px; margin-bottom: 10px; margin-top: 5px;&quot;&gt;
&lt;strong&gt;NOTA DE ADMISIÓN:&lt;/strong&gt;&lt;/div&gt;
&lt;span style=&quot;background-color: white; font-family: &amp;quot;verdana&amp;quot;; font-size: 12px;&quot;&gt;La nota de admisión se calcula con la siguiente formula: NOTA DE ADMISIÓN = (CFG + CFE) / 2&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;background-color: white; font-family: verdana; font-size: 12px; margin-bottom: 10px; margin-top: 5px;&quot;&gt;
Donde&lt;/div&gt;
&lt;ol style=&quot;background-color: white; font-family: verdana; font-size: 12px;&quot;&gt;
&lt;li&gt;CFG: La media aritmética de las Calificaciones de los 3 ejercicios de la Fase General, calculadas con 3 cifras decimales exactos.&lt;/li&gt;
&lt;li&gt;CFE: La media aritmética de las Calificaciones de los 2 ejercicios de la Fase Específica, calculadas con 3 cifras decimales exactos.&lt;/li&gt;
&lt;li&gt;Se supera la prueba si la nota de admisión es superior o igual a 5 puntos, expresada con 3 cifras decimales exactas, debiendo ser CFG y CFE, ambas, superiores o igual a 4 puntos.&lt;/li&gt;
&lt;/ol&gt;
&lt;b&gt;&lt;u&gt;PRECIOS INMEJORABLES.&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
1 asignatura &amp;nbsp; &amp;nbsp; &amp;nbsp; 60 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;la asignatura sale a &amp;nbsp;60€ &amp;nbsp; 16 horas al mes, sale a 3,75 la hora&lt;br /&gt;
2 asignaturas &amp;nbsp; &amp;nbsp;100 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;la asignatura sale a 50€ &amp;nbsp; &amp;nbsp;16 horas al mes, sale a 3,125 la hora&lt;br /&gt;
3 asiganturas &amp;nbsp; &amp;nbsp;135 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;la asignatura sale a 45€ &amp;nbsp; &amp;nbsp;16 horas al mes, sale a 2,81 la hora&lt;br /&gt;
4 asignaturas &amp;nbsp; &amp;nbsp;170 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;la asignatura sale a 45€&amp;nbsp; &amp;nbsp; 16 horas al mes, sale a 2,81 la hora&lt;br /&gt;
5 asignatruas &amp;nbsp; &amp;nbsp;215 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;la asignatura sale a 45€ &amp;nbsp; &amp;nbsp;16 horas al mes, sale a 2,81 la hora</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/7802673764151629443/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/03/curso-prueba-de-acceso-la-universidad.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/7802673764151629443'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/7802673764151629443'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/03/curso-prueba-de-acceso-la-universidad.html' title='CURSO: PRUEBA DE ACCESO A LA UNIVERSIDAD PARA MAYORES DE 25 AÑOS.'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-75754434066805237</id><published>2016-03-01T05:31:00.002-08:00</published><updated>2016-03-01T05:31:18.170-08:00</updated><title type='text'>Ya estamos en TWITTER</title><content type='html'>&lt;div class=&quot;&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Ya nos puedes seguir también en Twitter.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Iremos informando de cursos, charlas, talleres y todo sobre temas relacionados con Educación.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0LfRgFtuHuz4R5siryIFtzlRUyARcz30Gb5k4uHDbyDJcDVYf7l_u40lZ-CQTSEPtZ96TBUqgct8xa6sL-ST7d4a4gsXpVKahYdcQi8seltCf_TznZgnuCJBFLki18ElOb2_70X_O8nw/s1600/IMG-20160301-WA0032.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0LfRgFtuHuz4R5siryIFtzlRUyARcz30Gb5k4uHDbyDJcDVYf7l_u40lZ-CQTSEPtZ96TBUqgct8xa6sL-ST7d4a4gsXpVKahYdcQi8seltCf_TznZgnuCJBFLki18ElOb2_70X_O8nw/s400/IMG-20160301-WA0032.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/75754434066805237/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/03/ya-estamos-en-twitter.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/75754434066805237'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/75754434066805237'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/03/ya-estamos-en-twitter.html' title='Ya estamos en TWITTER'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0LfRgFtuHuz4R5siryIFtzlRUyARcz30Gb5k4uHDbyDJcDVYf7l_u40lZ-CQTSEPtZ96TBUqgct8xa6sL-ST7d4a4gsXpVKahYdcQi8seltCf_TznZgnuCJBFLki18ElOb2_70X_O8nw/s72-c/IMG-20160301-WA0032.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-5626082802497925205</id><published>2016-02-26T03:44:00.000-08:00</published><updated>2016-02-26T03:44:50.182-08:00</updated><title type='text'>Intensivo selectividad Junio 2016 </title><content type='html'>&lt;span style=&quot;color: blue; font-size: large;&quot;&gt;&lt;u&gt;Fechas de exámenes de Selectividad Junio 2016: 14,15,16 de Junio.&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Curso intensivo del &lt;b&gt;lunes 30 de mayo al lunes 13 de junio.&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Serán todos los días de lunes a sábado en horario de mañana 9:00 - 15:00 &amp;nbsp;y durante ese tiempo cada alumno entrará a recibir las clases de aquellas asignaturas de las que se haya matriculado, si no está matriculado podrá permanecer con estudio personal en la academia, si así lo desea, sin coste adicional alguno.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;El precio será de: 1 asignatura &amp;nbsp; 60€&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;2 asignaturas &amp;nbsp;110€&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;3 asignaturas &amp;nbsp;150€&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;4 asignaturas &amp;nbsp;185€&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;5 asignaturas &amp;nbsp; 215€&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;6 asignaturas &amp;nbsp; 245€&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;No lo dejes más, ven y deja ya reservada tu plaza. Pago por adelantado un 10% de descuento, en caso de no superar bachillerato se le devuelve el dinero&amp;nbsp;íntegramente.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; academiaconoser@gmail.com &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 955186684 / 663767434&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/5626082802497925205/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/intensivo-selectividad-junio-2016.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/5626082802497925205'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/5626082802497925205'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/intensivo-selectividad-junio-2016.html' title='Intensivo selectividad Junio 2016 '/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-5557882480056573225</id><published>2016-02-25T02:02:00.000-08:00</published><updated>2016-02-25T02:02:05.723-08:00</updated><title type='text'>ACCESO A UNIVERSIDAD MAYORES DE 25 AÑOS.</title><content type='html'>&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;Si te estás pensando presentarte a la prueba no lo dejes más, en Academia ConoSer te ayudamos con la preparación. &amp;nbsp;Pide información sin compromiso.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: verdana;&quot;&gt;&lt;span style=&quot;background-color: white; font-size: 12px;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;
&lt;table align=&quot;center&quot; border=&quot;1&quot; bordercolor=&quot;#0000ff&quot; cellpadding=&quot;3&quot; cellspacing=&quot;2&quot; style=&quot;background-color: white; font-family: verdana; width: 70%px;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;center&quot;&gt;&lt;b&gt;Presentación solicitudes&lt;/b&gt;&lt;/td&gt;&lt;td align=&quot;center&quot;&gt;&lt;b&gt;Calendario de la prueba&lt;/b&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td align=&quot;center&quot;&gt;Del 1 al 18 de marzo de 2016&lt;/td&gt;&lt;td align=&quot;center&quot;&gt;22 y 23 de abril de 2016&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;b style=&quot;background-color: white; font-family: verdana; font-size: 12px;&quot;&gt;REQUISITOS:&lt;/b&gt;&lt;span style=&quot;background-color: white; font-family: verdana; font-size: 12px;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;background-color: white; font-family: verdana; font-size: 12px; margin-bottom: 10px; margin-top: 5px;&quot;&gt;
Podrán participar en la Prueba de Acceso para Mayores de veinticinco años quienes tengan cumplidos, o cumplan en el año natural en que se presenten a esta Prueba de Acceso, los 25 años de edad y que no estén en alguna de las siguientes situaciones:&lt;/div&gt;
&lt;ul style=&quot;background-color: white; font-family: verdana; font-size: 12px;&quot;&gt;
&lt;li&gt;Tener superada la Prueba de Acceso a la Universidad habiendo superado el bachillerato o el Curso de Orientación Universitaria.&lt;/li&gt;
&lt;li&gt;Estar en posesión de un título de Técnico Superior de Formación Profesional o equivalente.&lt;/li&gt;
&lt;li&gt;Estar en posesión de un título universitario de carácter oficial.&lt;/li&gt;
&lt;li&gt;Haber superado el Curso de Orientación Universitaria con anterioridad al curso 74/75.&lt;/li&gt;
&lt;li&gt;Haber superado el curso Preuniversitario y las Pruebas de Madurez.&lt;/li&gt;
&lt;li&gt;Estar en posesión de título de bachillerato conforme a planes de estudios anteriores a 1953.&lt;/li&gt;
&lt;li&gt;Haber superado cualquier otros estudios que, por homologación o equivalencia, otorguen acceso a la Universidad (militares, eclesiásticos, etc).&lt;/li&gt;
&lt;/ul&gt;
&lt;span style=&quot;background-color: white; font-family: verdana; font-size: 12px;&quot;&gt;No obstante, se podrán presentar nuevamente a la prueba para mejorar la nota, quienes habiéndola superado con anterioridad, no reúnen alguna de las situaciones excluyentes anteriores.&lt;/span&gt;&lt;br /&gt;
&lt;div align=&quot;left&quot; style=&quot;background-color: white; font-family: verdana; font-size: 12px; margin-bottom: 10px; margin-top: 5px;&quot;&gt;
&lt;strong&gt;ESTRUCTURA DE LA PRUEBA:&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; font-family: verdana; font-size: 12px; margin-bottom: 10px; margin-top: 5px;&quot;&gt;
La prueba consta de dos fases: General y Específica, ambas obligatorias.&lt;/div&gt;
&lt;blockquote style=&quot;background-color: white; font-family: verdana; font-size: 12px;&quot;&gt;
&lt;div style=&quot;margin-bottom: 10px; margin-top: 5px;&quot;&gt;
&lt;strong&gt;Fase General:&lt;/strong&gt;&amp;nbsp;Tiene por objetivo apreciar la madurez e idoneidad de los candidatos para seguir con éxito estudios universitarios, así como su capacidad de razonamiento y de expresión escrita.. Esta fase consta de 3 ejercicios:&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;u&gt;El primer ejercicio&lt;/u&gt;&amp;nbsp;Comentario de texto o desarrollo de un tema general de actualidad.&lt;/li&gt;
&lt;li&gt;&lt;u&gt;El segundo ejercicio&lt;/u&gt;&amp;nbsp;Lengua Castellana.&lt;/li&gt;
&lt;li&gt;&lt;u&gt;El tercer ejercicio&lt;/u&gt;&amp;nbsp;Lengua extranjera. Traducción de un texto en lengua extranjera a elegir entre Alemán, Francés, Inglés, Italiano o Portugués.&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;margin-bottom: 10px; margin-top: 5px;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 10px; margin-top: 5px;&quot;&gt;
La duración de cada uno de los ejercicios de la Fase General será de una hora. Entre el final de un ejercicio y el comienzo del siguiente habrá un descanso de 30 minutos.&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;margin-bottom: 10px; margin-top: 5px;&quot;&gt;
&lt;strong&gt;Fase Específica:&lt;/strong&gt;&amp;nbsp;Tiene por finalidad valorar las habilidades, capacidades y aptitudes de los candidatos para cursar con éxito las diferentes enseñanzas universitarias vinculadas a cada una de las remas de conocimiento en torno a las cuales se organizan los títulos universitarios oficiales de Grado.&lt;/div&gt;
El candidato deberá elegir una de las cinco ramas de conocimiento, y dentro de ella, dos de las materias que le pertenecen, si bien al menos una de las materias escogidas deberá ser de entre las que se encuentran resaltadas en color azul, tal como se indica a continuación:&lt;ol&gt;
&lt;li&gt;Artes y Humanidades: Dibujo técnico;&amp;nbsp;&lt;span style=&quot;color: #5858fa;&quot;&gt;&lt;strong&gt;Dibujo artístico; Geografía; Historia general y del arte; Historia de la música y de la danza;&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;Latín y Literatura universal.&lt;/li&gt;
&lt;li&gt;Ciencias: Biología;&amp;nbsp;&lt;span style=&quot;color: #5858fa;&quot;&gt;&lt;strong&gt;Física; Matemáticas&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;y Química.&lt;/li&gt;
&lt;li&gt;Ciencias de la Salud: Física; Matemáticas;&lt;span style=&quot;color: #5858fa;&quot;&gt;&lt;strong&gt;&amp;nbsp;Biología y Química&lt;/strong&gt;&lt;/span&gt;.&lt;/li&gt;
&lt;li&gt;Ciencias Sociales y Jurídicas:&amp;nbsp;&lt;span style=&quot;color: #5858fa;&quot;&gt;&lt;strong&gt;Economía de la empresa; Geografía; Latín y Matemáticas aplicadas a las ciencias sociales.&lt;/strong&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;Ingeniería y Arquitectura:&amp;nbsp;&lt;span style=&quot;color: #5858fa;&quot;&gt;&lt;strong&gt;Dibujo técnico; Matemáticas;&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;Física y Tecnología industrial.&lt;/li&gt;
&lt;/ol&gt;
&lt;div style=&quot;margin-bottom: 10px; margin-top: 5px;&quot;&gt;
La duración de esta Fase Específica será de tres horas continuadas para responder a los dos ejercicios que la componen, dejando a criterio del candidato la distribución de dicho horario.&lt;/div&gt;
&lt;/blockquote&gt;
&lt;div style=&quot;background-color: white; font-family: verdana; font-size: 12px; margin-bottom: 10px; margin-top: 5px;&quot;&gt;
&lt;strong&gt;NOTA DE ADMISIÓN:&lt;/strong&gt;&lt;/div&gt;
&lt;span style=&quot;background-color: white; font-family: verdana; font-size: 12px;&quot;&gt;La nota de admisión se calcula con la siguiente formula: NOTA DE ADMISIÓN = (CFG + CFE) / 2&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;background-color: white; font-family: verdana; font-size: 12px; margin-bottom: 10px; margin-top: 5px;&quot;&gt;
Donde&lt;/div&gt;
&lt;ol style=&quot;background-color: white; font-family: verdana; font-size: 12px;&quot;&gt;
&lt;li&gt;CFG: La media aritmética de las Calificaciones de los 3 ejercicios de la Fase General, calculadas con 3 cifras decimales exactos.&lt;/li&gt;
&lt;li&gt;CFE: La media aritmética de las Calificaciones de los 2 ejercicios de la Fase Específica, calculadas con 3 cifras decimales exactos.&lt;/li&gt;
&lt;li&gt;Se supera la prueba si la nota de admisión es superior o igual a 5 puntos, expresada con 3 cifras decimales exactas, debiendo ser CFG y CFE, ambas, superiores o igual a 4 puntos.&lt;/li&gt;
&lt;/ol&gt;
&lt;br /&gt;&lt;span style=&quot;background-color: white; color: #5858fa; font-family: verdana; font-size: 12px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/5557882480056573225/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/acceso-universidad-mayores-de-25-anos.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/5557882480056573225'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/5557882480056573225'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/acceso-universidad-mayores-de-25-anos.html' title='ACCESO A UNIVERSIDAD MAYORES DE 25 AÑOS.'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR-Tvc1wR6fnEBxpotkJxXT2juLiqIXazvkM6S74rU0xzHGA1PSv_hlWAfF4mU36237VNTjkh-0Y5J-VVZkeY3c-L9lWy3U07FuleOEdX1Szt9krhMsMtRWe-lW41PS4T60iZ_84MGz_8/s72-c/fechas+mayores+de+25+a%25C3%25B1os.bmp" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-7496448680962178561</id><published>2016-02-23T05:04:00.000-08:00</published><updated>2016-02-23T05:04:01.963-08:00</updated><title type='text'>CLASES: 6ºPrimaria - matemáticas avanzadas y comprensión </title><content type='html'>&lt;span style=&quot;background-color: white; color: #141823; font-family: &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif; font-size: 14px; line-height: 19.32px;&quot;&gt;Desde primaria los alumn@s pueden estudiar unas matemáticas diferentes; hagamos que piensen, que comprendan en lugar de que memoricen, siempre que sea posible.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #141823; font-family: &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif; font-size: 14px; line-height: 19.32px;&quot;&gt;En Academia ConoSer, vamos a montar un grupo de matemáticas para 6°Primaria con dos objetivos: que reciban esta asignatura con un enfoque científico y mayor comprensión al ser impartida por Licenciado en matemáticas y por otro lado; que el salto a 1°ESO sea menor, es en este momento en el que muchos alumn@s entran en inseguridad o rechazo a esta materia y en mucho casos, esta situación llega hasta bachiller.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #141823; font-family: &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif; font-size: 14px; line-height: 19.32px;&quot;&gt;Va dirigido a TOD@S los alumo@s que cursen 6°Primaria y quieran mejorar en comprensión.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #141823; font-family: &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif; font-size: 14px; line-height: 19.32px;&quot;&gt;En Marzo comenzarán las clases.&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir_fiFb945AyRvRit_XsXOKjtk8bqgmote6lW3KOu3z998ete8v-wccfpg2OZr6Lbjdkj5ietWcI5XD7PG__KidvN1WomCYXat0eKWTLgr7Ll5Q6R-nVtLIrfLrKlbYpKxmPmRERnLmDs/s1600/EEEE.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;463&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir_fiFb945AyRvRit_XsXOKjtk8bqgmote6lW3KOu3z998ete8v-wccfpg2OZr6Lbjdkj5ietWcI5XD7PG__KidvN1WomCYXat0eKWTLgr7Ll5Q6R-nVtLIrfLrKlbYpKxmPmRERnLmDs/s640/EEEE.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;background-color: white; color: #141823; font-family: &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif; font-size: 14px; line-height: 19.32px;&quot;&gt;&lt;span id=&quot;goog_1587384915&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_1587384916&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/7496448680962178561/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/clases-6primaria-matematicas-avanzadas.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/7496448680962178561'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/7496448680962178561'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/clases-6primaria-matematicas-avanzadas.html' title='CLASES: 6ºPrimaria - matemáticas avanzadas y comprensión '/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir_fiFb945AyRvRit_XsXOKjtk8bqgmote6lW3KOu3z998ete8v-wccfpg2OZr6Lbjdkj5ietWcI5XD7PG__KidvN1WomCYXat0eKWTLgr7Ll5Q6R-nVtLIrfLrKlbYpKxmPmRERnLmDs/s72-c/EEEE.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-8655908896279694820</id><published>2016-02-17T09:37:00.002-08:00</published><updated>2016-02-17T09:37:35.903-08:00</updated><title type='text'>ABIERTO PLAZO DE MATRÍCULA PARA CURSO DE MINECRAFTEDU Y COMPUTERMINECRAFT</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; box-sizing: border-box; color: #333333; font-family: proxima-nova, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px;&quot;&gt;
&lt;span style=&quot;font-size: 30px; line-height: 1.1;&quot;&gt;¿Cómo calcular tu nota de Selectividad?&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; box-sizing: border-box; color: #333333; font-family: proxima-nova, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px;&quot;&gt;
Como sabes, la Selectividad se divide en dos Fases:&lt;/div&gt;
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Fase General&lt;/h3&gt;
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Con 4 exámenes (Lengua Castellana y Literatura, Historia o Filosofía, Lengua extranjera y materia de modalidad de 2º de bachillerato). Además, puede haber un 5º ejercicio si se trata de una Comunidad Autónoma con otra lengua cooficial.&lt;/div&gt;
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Cada uno de estos ejercicios se puntúa de 0 a 10, con dos cifras decimales. La nota de esta Fase General será la media aritmética de las calificaciones de todos estos ejercicios, redondeada a la milésima más próxima.&lt;/div&gt;
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&lt;strong style=&quot;box-sizing: border-box;&quot;&gt;Ejemplo:&lt;/strong&gt;&lt;/div&gt;
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Primer ejercicio: 7,30&lt;/div&gt;
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Segundo ejercicio: 4,20&lt;/div&gt;
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Tercer ejercicio: 5,90&lt;/div&gt;
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Cuarto ejercicio: 6,10&lt;/div&gt;
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Nota de esta Fase General: 7,30 + 4,20 + 5,90 + 6,10 = 23,50/4 = 5,875&lt;/div&gt;
&lt;h3 style=&quot;background-color: white; box-sizing: border-box; color: #333333; font-family: proxima-nova, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 24px; font-weight: 500; line-height: 1.1; margin-bottom: 10px; margin-top: 20px;&quot;&gt;
Fase Específica&lt;/h3&gt;
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Las calificaciones de los exámenes de esta Fase Específica irán de 0 a 10, con dos cifras decimales,&amp;nbsp;y para que cuenten es necesario sacar como mínimo un 5. La nota que sacas en cada materia de esta fase se multiplica por 0,2 si la universidad ha designado la materia como prioritaria para la titulación a la que&amp;nbsp;quieres acceder ó 0,1 si no. Si decides examinarte de más de 2 materias, sólo se tendrán en cuenta las 2 mejores notas.&lt;/div&gt;
&lt;div style=&quot;background-color: white; box-sizing: border-box; margin-bottom: 10px;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: , &amp;quot;helvetica neue&amp;quot; , &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 14px; line-height: 20px;&quot;&gt;En este enlace de la Junta de Andalucía puedes ver la ponderación de materias para cada titulación.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; box-sizing: border-box; margin-bottom: 10px;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: , &amp;quot;helvetica neue&amp;quot; , &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 14px; line-height: 20px;&quot;&gt;&lt;a href=&quot;http://www.juntadeandalucia.es/economiainnovacionyciencia/sguit/g_b_parametros_top.php#lista_buscador&quot;&gt;http://www.juntadeandalucia.es/economiainnovacionyciencia/sguit/g_b_parametros_top.php#lista_buscador&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; box-sizing: border-box; color: #333333; font-family: proxima-nova, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px;&quot;&gt;
Estos resultados luego se suman y se añaden a tu nota de acceso. En el mejor caso, si te examinas de 2 materias calificadas como prioritarias para la titulación que quieres estudiar, y sacas un 10 en ambas, sumarás 4 puntos adicionales directamente a tu nota de acceso. Se calcula así: (10 * 0,2) + (10 * 0,2) = 4.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;background-color: white; box-sizing: border-box; color: #333333; font-family: proxima-nova, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px;&quot;&gt;
La nota de admisión incorporará las calificaciones de las materias de la Fase Específica sólo en el caso de que dichas materias estén adscritas a la rama de conocimiento del título en el que se quiera ser admitido.&lt;/div&gt;
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&lt;strong style=&quot;box-sizing: border-box;&quot;&gt;Vamos a ver un ejemplo:&lt;/strong&gt;&lt;/div&gt;
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Nota Bachillerato: 7,80&lt;/div&gt;
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Nota Fase General: 7,20&lt;/div&gt;
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Nota de acceso (antes de realizar la Fase Especifica): (0,60 * 7,80) + (0,40 *7,20) = 7,56&lt;/div&gt;
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Fase Específica:&lt;/div&gt;
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Materia 1 (Clasificada como prioritaria): 9,20&lt;/div&gt;
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Materia 2 (Clasificada como no prioritaria): 8,40&lt;/div&gt;
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Puntos adicionales: (9,20 * 0,2) + (8,40 *0,1) = 2,68&lt;/div&gt;
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Nota de&amp;nbsp;admisión: 7,56 + 2,68 = 10,24&lt;/div&gt;
&lt;h2 style=&quot;background-color: white; box-sizing: border-box; color: #333333; font-family: proxima-nova, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 30px; font-weight: 500; line-height: 1.1; margin-bottom: 10px; margin-top: 20px;&quot;&gt;
¿Cómo saber si has superado la prueba de acceso a la Universidad?&lt;/h2&gt;
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Se considerará que un estudiante ha superado la prueba cuando haya obtenido una nota igual o mayor a 5 puntos en la media ponderada&amp;nbsp;entre la nota de Bachillerato (que cuenta un 60%) y la calificación obtenida&amp;nbsp;en la Fase General de la Selectividad (que cuenta un 40%), siempre que haya obtenido un mínimo de 4 puntos en la calificación de la Fase General.&lt;/div&gt;
&lt;div style=&quot;background-color: white; box-sizing: border-box; color: #333333; font-family: proxima-nova, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px;&quot;&gt;
En concreto, con tal de que tengas al menos un 5.67 en Bachillerato, apruebas Selectividad con un 4. El cálculo es así: (5.67 * 0,60) + (4 * 0,40) =&amp;nbsp; 5.&amp;nbsp; Si tienes menos de un 5.67 en Bachillerato, necesitas sacar más de 4 en Selectividad para que la media ponderada&amp;nbsp;sea al menos el 5 necesario para aprobar.&amp;nbsp;&lt;/div&gt;
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Tu Nota de Admisión es el único criterio empleado por las universidades públicas para aceptar o denegar tu entrada en una determinada titulación. Las universidades privadas también quieren saber tu Nota de Admisión, pero suelen usar otros criterios que ellas mismas definen. Así que para acceder a una universidad privada, la Nota de Admisión es importante, pero no tanto.&lt;/div&gt;
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Nota de admisión: 0,6*NMB + 0,4*CFG + a*M1 + b*M2&lt;/div&gt;
&lt;div style=&quot;background-color: white; box-sizing: border-box; color: #333333; font-family: proxima-nova, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px;&quot;&gt;
NMB= Nota media del Bachillerato&lt;/div&gt;
&lt;div style=&quot;background-color: white; box-sizing: border-box; color: #333333; font-family: proxima-nova, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px;&quot;&gt;
CFG= Calificación de la Fase General&lt;/div&gt;
&lt;div style=&quot;background-color: white; box-sizing: border-box; color: #333333; font-family: proxima-nova, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px;&quot;&gt;
M1, M2= Las calificaciones de un máximo de dos materias superadas de la fase específica que proporcionen mejor nota de admisión&lt;/div&gt;
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a,b= parámetros de ponderación (0,1 ó 0,2)&amp;nbsp;de las materias de la Fase Específica&amp;nbsp;&lt;/div&gt;
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Las calificaciones obtenidas en las materias de la Fase Específica sirven para subir tu nota de acceso. Es decir, ¡puedes llegar a tener una Nota de Admisión de 14! Sería el caso si tienes un 10 en Bachillerato y en la Fase General sacas también un 10, y luego sumas 4 puntos más con la Fase Específica.&lt;/div&gt;
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Diferentes Notas de Acceso&lt;/h2&gt;
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Con la nueva Selectividad, un estudiante tendrá diferentes notas de acceso en función de las materias que elige en la Fase Específica y las titulaciones en las que solicite admisión.&lt;/div&gt;
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Pongamos el ejemplo de un estudiante que tiene las siguientes notas y que quiere estudiar Medicina:&lt;/div&gt;
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- Nota Media Bachillerato:&amp;nbsp;9&lt;/div&gt;
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- Nota Fase General Selectividad:&amp;nbsp;8&lt;/div&gt;
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- Nota de acceso antes de realizar la Fase Específica: (0,60*9) + (0,40*8) = 8,6&lt;/div&gt;
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- Fase Específica:&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; - Materia 1: Química: 8,50&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; - Materia 2: Bilogía: 8,20. En la universidad que quiere estudiar Medicina le han dicho que tanto Química como Biología se consideran materias prioritarias y, por tanto, tienen multiplicador de 0,2.&lt;/div&gt;
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En el caso de este estudiante, su nota de admisión para Medicina en esta Universidad sería: (0,6*9)+(0,4*8)+(0,2*8,50)+(0,2*8,20)=11,94&lt;/div&gt;
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Si además decide solicitar plaza en otra titulación de la misma rama del conocimiento (Ciencias de la Salud), pero donde ni Química ni Biología se consideran prioritarios, el multiplicador para estas materias serían 0,1.&amp;nbsp; Entonces, su nota de admisión sería: (0,60*9)+(0,40*8)+(0,1*8,50)+(0,1*8,20)=10,27.&lt;/div&gt;
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Por tanto,&amp;nbsp;&lt;strong style=&quot;box-sizing: border-box;&quot;&gt;los estudiantes que soliciten plaza en diferentes estudios y universidades, tendrán diferentes notas de admisión&lt;/strong&gt;&amp;nbsp;que se calcularán en función de la&amp;nbsp;&lt;a href=&quot;http://www.yaq.es/selectividad/tablas-ponderacion-asignaturas-fase-especifica&quot; style=&quot;box-sizing: border-box; color: #27638c; text-decoration: none;&quot; target=&quot;_blank&quot;&gt;ponderación&lt;/a&gt;&amp;nbsp;(0,1 ó 0,2)&amp;nbsp;de las materias a las que se ha presentado en la Fase Específica y que puede variar dependiendo de la titulación y de la universidad.&lt;/div&gt;
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Enlace con exámenes resueltos de años anteriores.&lt;/div&gt;
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&lt;span style=&quot;color: #333333; font-family: , &amp;quot;helvetica neue&amp;quot; , &amp;quot;helvetica&amp;quot; , &amp;quot;arial&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 14px; line-height: 20px;&quot;&gt;&lt;a href=&quot;http://www.juntadeandalucia.es/economiainnovacionyciencia/sguit/g_b_examenes_anteriores.php&quot;&gt;http://www.juntadeandalucia.es/economiainnovacionyciencia/sguit/g_b_examenes_anteriores.php&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span data-offset-key=&quot;cfdu8-0-0&quot;&gt;&lt;b&gt;¿En qué consistirá la nueva Selectividad para 2016-2017?&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span data-offset-key=&quot;432sm-0-0&quot;&gt;Si bien ya no será lo mismo dado que se realizará en Bachillerato, la prueba final consistirá en una prueba con 350 preguntas de respuesta múltiple, con 4 opciones.&lt;/span&gt;&lt;/div&gt;
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&lt;span data-offset-key=&quot;decp0-0-0&quot;&gt;&lt;br data-text=&quot;true&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span data-offset-key=&quot;1694j-0-0&quot;&gt;Concretamente el cuestionario de Bachillerato se divide en 3 bloques: el primero constará de 200 preguntas sobre materias troncales, 100 preguntas sobre materias optativas y 50 elegidas por el estudiante.&lt;/span&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/2799416366186273360/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/como-calcular-tu-nota-de-selectividad.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/2799416366186273360'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/2799416366186273360'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/como-calcular-tu-nota-de-selectividad.html' title='¿Cómo calcular tu nota de Selectividad?'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-1548117998582434117</id><published>2016-02-15T09:00:00.002-08:00</published><updated>2016-02-15T09:00:52.293-08:00</updated><title type='text'>ACADEMIA ConoSer ya ha abierto sus puertas, te esperamos :-) </title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh95VEhlmFe_UNQ9xaWodyL9gc-YXq5bHQCIjqYwWmbyicG2IO6ynYUopV55rqB93GB0byXK3V31WFOJsK670iXpDwgCaAeJeq9IDIfAJ6wWUdITtTDdMx7-Ls6zUdtYYNyyKru-ys0yaM/s1600/IMG-20160215-WA0002.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh95VEhlmFe_UNQ9xaWodyL9gc-YXq5bHQCIjqYwWmbyicG2IO6ynYUopV55rqB93GB0byXK3V31WFOJsK670iXpDwgCaAeJeq9IDIfAJ6wWUdITtTDdMx7-Ls6zUdtYYNyyKru-ys0yaM/s640/IMG-20160215-WA0002.jpeg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/1548117998582434117/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/academia-conoser-ya-ha-abierto-sus.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/1548117998582434117'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/1548117998582434117'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/academia-conoser-ya-ha-abierto-sus.html' title='ACADEMIA ConoSer ya ha abierto sus puertas, te esperamos :-) '/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh95VEhlmFe_UNQ9xaWodyL9gc-YXq5bHQCIjqYwWmbyicG2IO6ynYUopV55rqB93GB0byXK3V31WFOJsK670iXpDwgCaAeJeq9IDIfAJ6wWUdITtTDdMx7-Ls6zUdtYYNyyKru-ys0yaM/s72-c/IMG-20160215-WA0002.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-9010020731388377295</id><published>2016-02-15T01:00:00.005-08:00</published><updated>2016-02-15T01:06:06.702-08:00</updated><title type='text'>Último día de matrícula para la convocatoria de abril de obtención del título de la ESO</title><content type='html'>&lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Prueba de Obtención del Graduado en ESA. &amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Hoy, &lt;u&gt;15 de febrero&lt;/u&gt;, &amp;nbsp;es el último día para matricularte para presentarte en la convocatoria del &lt;u&gt;9 de abril&lt;/u&gt;.&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Si te decides, aún estás a tiempo, te esperamos en Academia ConoSer.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Enlace de información y matrícula&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;http://www.juntadeandalucia.es/educacion/webportal/web/educacion-permanente/pruebas-libres-eso&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=8157843222142230098&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=8157843222142230098&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=8157843222142230098&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;img alt=&quot;Resultado de imagen de graduado eso&quot; border=&quot;0&quot; height=&quot;153&quot; 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</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/9010020731388377295/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/ultimo-dia-de-matricula-para-la.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/9010020731388377295'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/9010020731388377295'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/ultimo-dia-de-matricula-para-la.html' title='Último día de matrícula para la convocatoria de abril de obtención del título de la ESO'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-4744595050755813373</id><published>2016-02-13T03:26:00.000-08:00</published><updated>2016-02-13T13:15:00.823-08:00</updated><title type='text'>Muchas ganas y mucha ilusión :-)</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgp-AVlQ1OGEbRCWG-3OWnSAjnoIf8Kis2douj-B81-DjtoDRcev4ZnjkPTTEVbk3s17mohdlQxoqLHolxOFOaBmBrIShb2-Lo4IG6DVXA0wSh4yYvokDzNed3jryD1NGkF_7H-vmh_Ndg/s1600/FOLLETO+1.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgp-AVlQ1OGEbRCWG-3OWnSAjnoIf8Kis2douj-B81-DjtoDRcev4ZnjkPTTEVbk3s17mohdlQxoqLHolxOFOaBmBrIShb2-Lo4IG6DVXA0wSh4yYvokDzNed3jryD1NGkF_7H-vmh_Ndg/s640/FOLLETO+1.png&quot; width=&quot;454&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=8157843222142230098&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=8157843222142230098&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=8157843222142230098&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM8rGe8zUehfh-UQVmWX6rLL8UDsDBpkp1UM0TvZsrCSgTokjBqWRRkoWfY6kcd5ojVMFzH_TzmVsCdlU-h-a9BUNai0xN-t7ipbxgCHBI8y6vlA4LYD_myjTvf5cnKvJ41jlCZv2nXME/s1600/FOLLETO+2.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM8rGe8zUehfh-UQVmWX6rLL8UDsDBpkp1UM0TvZsrCSgTokjBqWRRkoWfY6kcd5ojVMFzH_TzmVsCdlU-h-a9BUNai0xN-t7ipbxgCHBI8y6vlA4LYD_myjTvf5cnKvJ41jlCZv2nXME/s640/FOLLETO+2.png&quot; width=&quot;440&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/4744595050755813373/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/puclicidad-conoser.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/4744595050755813373'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/4744595050755813373'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/puclicidad-conoser.html' title='Muchas ganas y mucha ilusión :-)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgp-AVlQ1OGEbRCWG-3OWnSAjnoIf8Kis2douj-B81-DjtoDRcev4ZnjkPTTEVbk3s17mohdlQxoqLHolxOFOaBmBrIShb2-Lo4IG6DVXA0wSh4yYvokDzNed3jryD1NGkF_7H-vmh_Ndg/s72-c/FOLLETO+1.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-7788798056093208652</id><published>2016-02-13T03:13:00.002-08:00</published><updated>2016-02-13T03:13:20.621-08:00</updated><title type='text'>¡Estamos preparados!   El lunes ABRIMOS :-)</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/7788798056093208652/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/estamos-preparados-el-lunes-abrimos.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/7788798056093208652'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/7788798056093208652'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/estamos-preparados-el-lunes-abrimos.html' title='¡Estamos preparados!   El lunes ABRIMOS :-)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkXM92rtgSjTPloshyXV6h6J3u0zVGIP19xU237nsU-y-1QKTVANW2glDqOwoMpZdoxICNfE9CkpUVf6_AGpb3fBgFEHSIqZQ1jZdLT9Z7HeRRr2KP7qUHWHz5Xt1WQJsxV1qo9JBfxI8/s72-c/IMG-20160212-WA0040.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-981869970952138655</id><published>2016-02-08T06:51:00.000-08:00</published><updated>2016-02-08T06:51:22.755-08:00</updated><title type='text'>Ya puedes matricularte.</title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;432&quot; 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&quot; width=&quot;640&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/981869970952138655/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/ya-puedes-matricularte.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/981869970952138655'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/981869970952138655'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/ya-puedes-matricularte.html' title='Ya puedes matricularte.'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-1032041404481481532</id><published>2016-02-08T06:10:00.003-08:00</published><updated>2016-02-08T06:10:38.242-08:00</updated><title type='text'>Ya estamos listos! </title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;640&quot; 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width=&quot;460&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/1032041404481481532/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/ya-estamos-listos.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/1032041404481481532'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/1032041404481481532'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/ya-estamos-listos.html' title='Ya estamos listos! '/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-8725011303359207864</id><published>2016-02-02T11:09:00.001-08:00</published><updated>2016-02-02T11:16:14.625-08:00</updated><title type='text'>Examen E.S.A. - 25 de Junio 2016:  entregamos material de forma GRATUITA     </title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcREz2Q7fW6TFNvlikEJ7686crvQyvVgNW1eQces8cw6TqTYJtrC1Q&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Resultado de imagen de EDUCACION DE ADULTOS&quot; border=&quot;0&quot; class=&quot;rg_i&quot; data-src=&quot;https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcREz2Q7fW6TFNvlikEJ7686crvQyvVgNW1eQces8cw6TqTYJtrC1Q&quot; data-sz=&quot;f&quot; height=&quot;288&quot; name=&quot;XlMbRklQVgNbRM:&quot; src=&quot;https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcREz2Q7fW6TFNvlikEJ7686crvQyvVgNW1eQces8cw6TqTYJtrC1Q&quot; style=&quot;height: 152px; margin-top: 0px; width: 211px;&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;PR&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;ÓXIMA CONVOCATORIA &lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;u&gt;25 DE JUNIO&lt;/u&gt; DE 2016&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;S&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;i est&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;ás pensa&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;ndo &lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;en prepararte y examinarte este año para obtener el Tit&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;ulo de Educación Secuandaria de Adultos, nosotros te ayudamos.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Ponemos de fo&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;r&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;ma gratuita todo el material &lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;necesario para &lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;preparar la prueba.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;¡Ánimate!&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;C&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;o&lt;/span&gt;&lt;/span&gt;mo dice un buen amigo: &lt;span style=&quot;color: #38761d;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; E&lt;/span&gt;l mejor momento &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;para hacer &lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;algo fu&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;e&lt;/span&gt; en su día y el siguiente es &lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;AHORA&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/8725011303359207864/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/examen-esa-25-de-junio-2016-entregamos.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/8725011303359207864'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/8725011303359207864'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/examen-esa-25-de-junio-2016-entregamos.html' title='Examen E.S.A. - 25 de Junio 2016:  entregamos material de forma GRATUITA     '/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-3985430015144842451</id><published>2016-02-01T04:03:00.003-08:00</published><updated>2016-02-01T04:03:28.374-08:00</updated><title type='text'>Prubas de Acceso a Ciclos Formativos</title><content type='html'>&lt;header class=&quot;portlet-topper&quot;&gt; &lt;h1 class=&quot;portlet-title&quot;&gt;
&lt;span class=&quot;portlet-title-text&quot;&gt;&amp;nbsp;Pruebas de Acceso a Ciclos Formativos&lt;/span&gt; &lt;/h1&gt;
&lt;menu class=&quot;portlet-topper-toolbar&quot; id=&quot;portlet-topper-toolbar_ABACO_WEB_WAR_abacoportlet_INSTANCE_iYi2&quot; type=&quot;toolbar&quot;&gt; &lt;/menu&gt; &lt;/header&gt;         &lt;div class=&quot;inner_cuerpo&quot;&gt;
 &lt;div dir=&quot;ltr&quot; id=&quot;docs-internal-guid-284c7dd3-8d95-0475-fe89-68d0c06cecbf&quot;&gt;
 Las pruebas de acceso a los ciclos formativos de formación profesional 
están destinadas a la ciudadanía que desea cursar un ciclo formativo y 
no posee el requisito académico necesario.&lt;/div&gt;
&lt;div dir=&quot;ltr&quot;&gt;
 Si &lt;strong&gt;deseo acceder a un ciclo formativo de grado medio&lt;/strong&gt;
 y no poseo el título de Graduado en Educación Secundaria Obligatoria, 
la superación de la prueba de acceso a los ciclos formativos de grado 
medio me permite continuar mi formación acreditando que poseo los 
conocimientos y habilidades suficientes para cursar estas enseñanzas.&lt;/div&gt;
&lt;div dir=&quot;ltr&quot;&gt;
 Por el contrario, si&lt;strong&gt; deseo acceder es a un ciclo de grado superior&lt;/strong&gt;
 y no poseo el título de Bachiller, la superación de la prueba de acceso
 a los ciclos formativos de grado superior me permite continuar mi 
formación acreditando que poseo la madurez en relación con los objetivos
 de Bachillerato y sus capacidades referentes al campo profesional de 
que se trate.&lt;/div&gt;
Durante el &lt;strong&gt;curso 2015/16&lt;/strong&gt; se celebrarán dos convocatorias:&lt;br /&gt;
 &lt;ol&gt;
&lt;li&gt; La &lt;strong&gt;convocatoria ordinaria&lt;/strong&gt; tendrá lugar en la segunda quincena de mayo de 2016 y&lt;/li&gt;
&lt;li&gt; La &lt;strong&gt;convocatoria extraordinaria&lt;/strong&gt;, en la primera semana de septiembre de 2016.&lt;/li&gt;
&lt;/ol&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;color: #3d85c6;&quot;&gt;&amp;nbsp;Ven y preparaté con nosotros para continuar tu formación. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
 &lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/3985430015144842451/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/prubas-de-acceso-ciclos-formativos.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/3985430015144842451'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/3985430015144842451'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/02/prubas-de-acceso-ciclos-formativos.html' title='Prubas de Acceso a Ciclos Formativos'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-6733629202750752142</id><published>2016-01-29T00:50:00.002-08:00</published><updated>2016-01-29T00:50:54.354-08:00</updated><title type='text'>ACOMPAÑAR A NUESTROS ALUMNOS/AS</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;div class=&quot;&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHM2rRJz9SliYEU5d1S9K9u7sFZwZi3YcfzdbQ0A2FOsjtTVccpY6yu_wI_fZabEGJQEBfuKNuiRjoFuUOKc4gUm7yNrClb4x_L0gNQszZV-Joa8xB4eo7MpxvHOXRtwvORCnTzbQszxU/s1600/cuadro+49-66++mr+wanderful.png&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHM2rRJz9SliYEU5d1S9K9u7sFZwZi3YcfzdbQ0A2FOsjtTVccpY6yu_wI_fZabEGJQEBfuKNuiRjoFuUOKc4gUm7yNrClb4x_L0gNQszZV-Joa8xB4eo7MpxvHOXRtwvORCnTzbQszxU/s400/cuadro+49-66++mr+wanderful.png&quot; width=&quot;296&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;u&gt; Academia &lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;ConoSer&lt;/span&gt;&lt;/span&gt;.&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/u&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Para nosotros la educación es mucho más que una mera trasmisión de conocimientos. Es acompañar&amp;nbsp; a nuestros alumnos/as en su crecimiento personal para que se responsabilicen y asuman el papel protagonista de su aprendizaje, potenciando un perfil de alumno/a cada vez más autónomo y con mayor capacidad de automotivación.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/6733629202750752142/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/01/acompanar-nuestros-alumnosas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/6733629202750752142'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/6733629202750752142'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/01/acompanar-nuestros-alumnosas.html' title='ACOMPAÑAR A NUESTROS ALUMNOS/AS'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHM2rRJz9SliYEU5d1S9K9u7sFZwZi3YcfzdbQ0A2FOsjtTVccpY6yu_wI_fZabEGJQEBfuKNuiRjoFuUOKc4gUm7yNrClb4x_L0gNQszZV-Joa8xB4eo7MpxvHOXRtwvORCnTzbQszxU/s72-c/cuadro+49-66++mr+wanderful.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-8119690022998083095</id><published>2016-01-29T00:32:00.002-08:00</published><updated>2016-01-29T00:32:44.418-08:00</updated><title type='text'>ABIERTO PLAZO DE MATRÍCULAS - FEBRERO GRATIS</title><content type='html'>&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;El 15 de febrero abrimos nuestras puertas para alumnos de Primaria, Secundaria y Bachillerato, así como &lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;A&lt;/span&gt;cceso a ESA, CFGM y CFGS. &lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;text_exposed_root text_exposed&quot; id=&quot;id_56aa93cf9dd772390630418&quot;&gt;
&lt;span class=&quot;fbPhotosPhotoCaption&quot; data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;K&amp;quot;}&quot; id=&quot;fbPhotoSnowliftCaption&quot; tabindex=&quot;0&quot;&gt;&lt;span class=&quot;hasCaption&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;Además de &lt;b&gt;potenciación en matemátcas&lt;/b&gt; ofrecemos &lt;b&gt;APOYO ESCOLAR&lt;/b&gt;,&amp;nbsp; las sesiones serán de una hora y los alumnos podrán venir 2, 3 o 4 días a la semana, consultar horarios.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span class=&quot;fbPhotosPhotoCaption&quot; data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;K&amp;quot;}&quot; id=&quot;fbPhotoSnowliftCaption&quot; tabindex=&quot;0&quot;&gt;&lt;span class=&quot;hasCaption&quot;&gt;
&lt;/span&gt;&lt;/span&gt;
&lt;span class=&quot;fbPhotosPhotoCaption&quot; data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;K&amp;quot;}&quot; id=&quot;fbPhotoSnowliftCaption&quot; tabindex=&quot;0&quot;&gt;&lt;span class=&quot;hasCaption&quot;&gt;
&lt;div class=&quot;text_exposed_root text_exposed&quot; id=&quot;id_56aa93cf9dd772390630418&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;En estas clases vuestros hijos/as&amp;nbsp; podrán:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;text_exposed_root text_exposed&quot; id=&quot;id_56aa93cf9dd772390630418&quot;&gt;
&lt;a href=&quot;https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcR7WSZdykvA6SCNR8gjL5IAsasIkvIRCLfq1MtCw_zkVnN6IMGD&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Resultado de imagen de IMAGEN DE NIÑOS ESTUDIANDO&quot; border=&quot;0&quot; class=&quot;rg_i&quot; data-src=&quot;https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcR7WSZdykvA6SCNR8gjL5IAsasIkvIRCLfq1MtCw_zkVnN6IMGD&quot; data-sz=&quot;f&quot; height=&quot;450&quot; name=&quot;Dn8dR4-E9xtqpM:&quot; src=&quot;https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcR7WSZdykvA6SCNR8gjL5IAsasIkvIRCLfq1MtCw_zkVnN6IMGD&quot; style=&quot;height: 188px; margin-top: -2px; width: 267px;&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;- Hacer los deberes y las tareas escolares acompañados/as por un profesor que les irá resolviendo dudas.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;text_exposed_root text_exposed&quot; id=&quot;id_56aa93cf9dd772390630418&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;- Preparar los éxamenes&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;text_exposed_root text_exposed&quot; id=&quot;id_56aa93cf9dd772390630418&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;-&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt; &lt;/span&gt;Mejorar en su autonomía personal, capacidad organizativa y por supuesto, crear un hábito de trabajo.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;text_exposed_root text_exposed&quot; id=&quot;id_56aa93cf9dd772390630418&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; ¡TE ESPERAMOS!&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;&lt;a href=&quot;http://academiaconoser.blogspot.com.es/&quot; target=&quot;_blank&quot;&gt;academiaconoser.blogspot.com.es&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/8119690022998083095/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/01/abierto-plazo-de-matriculas-febrero.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/8119690022998083095'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/8119690022998083095'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/01/abierto-plazo-de-matriculas-febrero.html' title='ABIERTO PLAZO DE MATRÍCULAS - FEBRERO GRATIS'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8157843222142230098.post-962396615977075350</id><published>2016-01-28T14:29:00.003-08:00</published><updated>2016-01-28T14:32:34.337-08:00</updated><title type='text'>ABIERTO PLAZO DE MATRÍCULAS CURSO 15-16</title><content type='html'>&lt;span class=&quot;mrs fsm fwn fcg&quot;&gt;&lt;span class=&quot;fsm fwn fcg&quot;&gt;&lt;/span&gt;&lt;span class=&quot;fcg&quot; id=&quot;fbPhotoSnowliftProfileOnlyAttribution&quot;&gt;&lt;/span&gt;&lt;span id=&quot;fbPhotoSnowliftExpiration&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span id=&quot;fbPhotoSnowliftViewOnApp&quot;&gt;&lt;/span&gt;&lt;span id=&quot;fbPhotoSnowliftUseApp&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;_xlr&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;El 15 de febrero abrimos nuestras puertas para alumnos de Primaria, Secundaria y Bachillerato, así como &lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;A&lt;/span&gt;cceso a ESA, CFGM y CFGS. &lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;text_exposed_root text_exposed&quot; id=&quot;id_56aa93cf9dd772390630418&quot;&gt;
&lt;span class=&quot;fbPhotosPhotoCaption&quot; data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;K&amp;quot;}&quot; id=&quot;fbPhotoSnowliftCaption&quot; tabindex=&quot;0&quot;&gt;&lt;span class=&quot;hasCaption&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;Además de &lt;b&gt;potenciación en matemátcas&lt;/b&gt; ofrecemos &lt;b&gt;APOYO ESCOLAR&lt;/b&gt;,&amp;nbsp; las sesiones serán de una hora y los alumnos podrán venir 2, 3 o 4 días a la semana, consultar horarios.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span class=&quot;fbPhotosPhotoCaption&quot; data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;K&amp;quot;}&quot; id=&quot;fbPhotoSnowliftCaption&quot; tabindex=&quot;0&quot;&gt;&lt;span class=&quot;hasCaption&quot;&gt;
&lt;div class=&quot;text_exposed_root text_exposed&quot; id=&quot;id_56aa93cf9dd772390630418&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;text_exposed_root text_exposed&quot; id=&quot;id_56aa93cf9dd772390630418&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;En estas clases vuestros hijos/as&amp;nbsp; podrán:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;text_exposed_root text_exposed&quot; id=&quot;id_56aa93cf9dd772390630418&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;text_exposed_root text_exposed&quot; id=&quot;id_56aa93cf9dd772390630418&quot;&gt;
&lt;a href=&quot;https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcR7WSZdykvA6SCNR8gjL5IAsasIkvIRCLfq1MtCw_zkVnN6IMGD&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Resultado de imagen de IMAGEN DE NIÑOS ESTUDIANDO&quot; border=&quot;0&quot; class=&quot;rg_i&quot; data-src=&quot;https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcR7WSZdykvA6SCNR8gjL5IAsasIkvIRCLfq1MtCw_zkVnN6IMGD&quot; data-sz=&quot;f&quot; height=&quot;450&quot; name=&quot;Dn8dR4-E9xtqpM:&quot; src=&quot;https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcR7WSZdykvA6SCNR8gjL5IAsasIkvIRCLfq1MtCw_zkVnN6IMGD&quot; style=&quot;height: 188px; margin-top: -2px; width: 267px;&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;- Hacer los deberes y las tareas escolares acompañados/as por un profesor que les irá resolviendo dudas.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;text_exposed_root text_exposed&quot; id=&quot;id_56aa93cf9dd772390630418&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;- Preparar los éxamenes&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;text_exposed_root text_exposed&quot; id=&quot;id_56aa93cf9dd772390630418&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;-&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt; &lt;/span&gt;Mejorar en su autonomía personal, capacidad organizativa y por supuesto, crear un hábito de trabajo.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;text_exposed_root text_exposed&quot; id=&quot;id_56aa93cf9dd772390630418&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;text_exposed_root text_exposed&quot; id=&quot;id_56aa93cf9dd772390630418&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; ¡TE ESPERAMOS!&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;text_exposed_root text_exposed&quot; id=&quot;id_56aa93cf9dd772390630418&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt; &lt;/span&gt;&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://academiaconoser.blogspot.com/feeds/962396615977075350/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://academiaconoser.blogspot.com/2016/01/abierto-plazo-de-matriculas-curso-15-16.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/962396615977075350'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8157843222142230098/posts/default/962396615977075350'/><link rel='alternate' type='text/html' href='http://academiaconoser.blogspot.com/2016/01/abierto-plazo-de-matriculas-curso-15-16.html' title='ABIERTO PLAZO DE MATRÍCULAS CURSO 15-16'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/16945708496271108848</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>