<?xml version="1.0"?>
<rss version="2.0"><channel><title>Extremadura - Ense&#xF1;anza</title><description>Extremadura - Ense&#xF1;anza</description><language>va</language><link>https://www.csif.es/va/portada/extremaduraensenanza/categoria/catedras</link><lastBuildDate>Sun, 05 Apr 26 10:16:06 CEST</lastBuildDate><item><guid isPermalink="true">https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/36862</guid><title>Listados definitivos para procedimiento selectivo de acceso a Catedr&#xE1;ticos.</title><pubDate>Mon, 15 Jan 24 08:27:30 CET</pubDate><link>https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/36862</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Concursos y movilidad</category><category>C&#xE1;tedras</category><category>Empleo</category><category>Oposiciones</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Catedr&#xE1;ticos Ense&#xF1;anza Secundaria</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c743e301567.png" type="image/png" medium="image"><media:credit/><media:title>Extremadura - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p class="rtejustify"&gt;RESOLUCI&#xD3;N de 9 de enero de 2024, de la Direcci&#xF3;n General de Personal Docente, por la que se declaran &lt;strong&gt;&lt;a href="https://doe.juntaex.es/pdfs/doe/2024/100o/24060086.pdf"&gt;aprobadas las listas definitivas de aspirantes admitidos/as y excluidos/as en los procedimientos selectivos de acceso al Cuerpo de Catedr&#xE1;ticos &lt;/a&gt;&lt;/strong&gt;a que se refiere la Ley Org&#xE1;nica 2/2006, de 3 de mayo, de Educaci&#xF3;n, para el Cuerpo de Catedr&#xE1;ticos de Ense&#xF1;anza Secundaria y de Catedr&#xE1;ticos de Escuelas Oficiales de Idiomas.&lt;/p&gt;&#xD;
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&lt;hr /&gt;&#xD;
&lt;h4 style="box-sizing: border-box; margin: 10px 0px 0px; font-weight: bold; line-height: 20px; font-size: 1.15em; font-family: Roboto, sans-serif; color: rgb(56, 56, 56); text-rendering: optimizelegibility; background-color: rgba(255, 255, 255, 0.1);"&gt;&amp;nbsp;Listados:&lt;/h4&gt;&#xD;
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&lt;ul class="circle-bullet" style="box-sizing: border-box; padding-right: 0px; padding-left: 0px; margin: 0.1rem 0px 0px 25px; list-style: circle; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: medium; background-color: rgba(255, 255, 255, 0.1);"&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;a class="enlace-pdf" href="https://profex.educarex.es/documents/20182/196639/listado_definitivo_admitidos.pdf/17c31e51-a856-4016-81fd-6d34cc3e554f" style="box-sizing: border-box; color: rgb(85, 85, 85); text-decoration-line: none; display: inline-block; text-align: justify;" target="_blank"&gt;Listado de Admitidos definitivos&amp;nbsp;&lt;span class="far fa-file-pdf" style="box-sizing: border-box; -webkit-font-smoothing: antialiased; display: inline-block; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-variant-position: normal; text-rendering: auto; line-height: 1; font-family: &amp;quot;Font Awesome 5 Free&amp;quot;; margin-left: 0.1rem; color: red;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;/li&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;a class="enlace-pdf" href="https://profex.educarex.es/documents/20182/196639/listado_definitivo_excluidos_590.pdf/77f67ae9-96d3-4dec-be9a-0995575f415c" style="box-sizing: border-box; color: rgb(85, 85, 85); text-decoration-line: none; display: inline-block; text-align: justify;" target="_blank"&gt;Listado de Excluidos definitivos 590&amp;nbsp;&lt;span class="far fa-file-pdf" style="box-sizing: border-box; -webkit-font-smoothing: antialiased; display: inline-block; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-variant-position: normal; text-rendering: auto; line-height: 1; font-family: &amp;quot;Font Awesome 5 Free&amp;quot;; margin-left: 0.1rem; color: red;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;/li&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;a class="enlace-pdf" href="https://profex.educarex.es/documents/20182/196639/listado_definitivo_excluidos_592.pdf/6c7bd445-922b-4d35-ad2e-48b5f7369c7a" style="box-sizing: border-box; color: rgb(85, 85, 85); text-decoration-line: none; display: inline-block; text-align: justify;" target="_blank"&gt;Listado de Excluidos definitivos&amp;nbsp;592&amp;nbsp;&lt;span class="far fa-file-pdf" style="box-sizing: border-box; -webkit-font-smoothing: antialiased; display: inline-block; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-variant-position: normal; text-rendering: auto; line-height: 1; font-family: &amp;quot;Font Awesome 5 Free&amp;quot;; margin-left: 0.1rem; color: red;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/33987</guid><title>Acceso a C&#xE1;tedra. Resoluci&#xF3;n provisional de aspirantes admitidos y excluidos.</title><pubDate>Wed, 08 Nov 23 23:00:00 CET</pubDate><link>https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/33987</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Concursos y movilidad</category><category>C&#xE1;tedras</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Catedr&#xE1;ticos Ense&#xF1;anza Secundaria</category><category>Funcionario</category><category>Profesores de Secundaria FP y Ense&#xF1;anzas de R&#xE9;gimen Especial</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c741f5ccc8a.jpg" type="image/jpeg" medium="image"><media:credit/><media:title>Extremadura - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p&gt;&lt;span style="color:#FFFFFF;"&gt;&lt;strong&gt;&lt;span style="background-color:#006400;"&gt;LISTADOS PROVISIONALES.&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span style="color: rgb(0, 0, 0); font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 11.2px; text-align: justify;"&gt;&lt;a href="https://doe.juntaex.es/pdfs/doe/2023/2150o/23063831.pdf"&gt;Resoluci&#xF3;n de 2 de noviembre de 2023&lt;/a&gt;, de la Direcci&#xF3;n General de Personal Docente, por la que se declaran aprobadas las listas provisionales de aspirantes admitidos/as y excluidos/as en los procedimientos selectivos de acceso al Cuerpo de Catedr&#xE1;ticos a que se refiere la Ley Org&#xE1;nica 2/2006, de 3 de mayo, de Educaci&#xF3;n, para el Cuerpo de Catedr&#xE1;ticos de Ense&#xF1;anza Secundaria y de Catedr&#xE1;ticos de Escuelas Oficiales de Idiomas.&lt;/span&gt;&lt;a class="enlace-pdf" href="https://doe.juntaex.es/pdfs/doe/2023/2150o/23063831.pdf" style="box-sizing: border-box; color: rgb(85, 85, 85); text-decoration-line: none; display: inline-block;" target="_blank"&gt;&lt;span class="far fa-file-pdf" style="box-sizing: border-box; -webkit-font-smoothing: antialiased; display: inline-block; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-variant-position: normal; text-rendering: auto; line-height: 1; font-family: &amp;quot;Font Awesome 5 Free&amp;quot;; margin-left: 0.1rem; color: red;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;&#xD;
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&lt;h4 style="box-sizing: border-box; margin: 10px 0px 0px; font-weight: bold; line-height: 20px; font-size: 1.15em; font-family: Roboto, sans-serif; color: rgb(56, 56, 56); text-rendering: optimizelegibility; background-color: rgba(255, 255, 255, 0.1);"&gt;&amp;nbsp;Listados:&lt;/h4&gt;&#xD;
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&lt;ul class="circle-bullet" style="box-sizing: border-box; padding-right: 0px; padding-left: 0px; margin: 0.1rem 0px 0px 25px; list-style: circle; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: medium; background-color: rgba(255, 255, 255, 0.1);"&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;a class="enlace-pdf" href="https://profex.educarex.es/documents/20182/185568/Listado+de+Admitidos.pdf/640b9f72-31ca-49c3-84c7-e7659ddb91ff" style="box-sizing: border-box; color: rgb(85, 85, 85); text-decoration-line: none; display: inline-block; text-align: justify;" target="_blank"&gt;Listado de Admitidos&lt;span class="far fa-file-pdf" style="box-sizing: border-box; -webkit-font-smoothing: antialiased; display: inline-block; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-variant-position: normal; text-rendering: auto; line-height: 1; font-family: &amp;quot;Font Awesome 5 Free&amp;quot;; margin-left: 0.1rem; color: red;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;/li&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;a class="enlace-pdf" href="https://profex.educarex.es/documents/20182/185568/Listado+de+Excluidos+590.pdf/e812da4b-aad2-4074-bb00-d3d2aff3a0dc" style="box-sizing: border-box; color: rgb(85, 85, 85); text-decoration-line: none; display: inline-block; text-align: justify;" target="_blank"&gt;Listado de Excluidos 590&amp;nbsp;&lt;span class="far fa-file-pdf" style="box-sizing: border-box; -webkit-font-smoothing: antialiased; display: inline-block; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-variant-position: normal; text-rendering: auto; line-height: 1; font-family: &amp;quot;Font Awesome 5 Free&amp;quot;; margin-left: 0.1rem; color: red;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;/li&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;a class="enlace-pdf" href="https://profex.educarex.es/documents/20182/185568/Listado+de+Excluidos+592.pdf/98236f70-1798-48e7-a867-1e49bfa3588c" style="box-sizing: border-box; color: rgb(85, 85, 85); text-decoration-line: none; display: inline-block; text-align: justify;" target="_blank"&gt;Listado de Excluidos 592&amp;nbsp;&lt;span class="far fa-file-pdf" style="box-sizing: border-box; -webkit-font-smoothing: antialiased; display: inline-block; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-variant-position: normal; text-rendering: auto; line-height: 1; font-family: &amp;quot;Font Awesome 5 Free&amp;quot;; margin-left: 0.1rem; color: red;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;/li&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;a class="enlace-pdf" href="https://profex.educarex.es/documents/20182/185568/Listado+de+Subsanaciones.pdf/a7733ca1-06f2-4c00-ad7a-837286dcf5f7" style="box-sizing: border-box; color: rgb(85, 85, 85); text-decoration-line: none; display: inline-block; text-align: justify;" target="_blank"&gt;Listado de Subsanaciones&amp;nbsp;&amp;nbsp;&lt;span class="far fa-file-pdf" style="box-sizing: border-box; -webkit-font-smoothing: antialiased; display: inline-block; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-variant-position: normal; text-rendering: auto; line-height: 1; font-family: &amp;quot;Font Awesome 5 Free&amp;quot;; margin-left: 0.1rem; color: red;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&#x25BA; &lt;a href="https://www.csif.es/sites/default/files/field/file/estudio%20catedraticos_0.pdf"&gt;Estudio csif de las solicitudes/ratio&lt;/a&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;h3 style="box-sizing: border-box; margin: 10px 0px 6px; font-weight: bold; line-height: 2rem; font-size: 1.25em; font-family: Roboto, sans-serif; color: rgb(52, 84, 46); text-rendering: optimizelegibility; background-color: rgba(255, 255, 255, 0.1);"&gt;&lt;span class="fas fa-arrow-circle-right" style="box-sizing: border-box; -webkit-font-smoothing: antialiased; display: inline-block; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-variant-position: normal; text-rendering: auto; line-height: 1; font-family: &amp;quot;Font Awesome 5 Free&amp;quot;;"&gt;&amp;nbsp;&lt;/span&gt;&amp;nbsp;Reclamaciones a la lista Provisional&lt;/h3&gt;&#xD;
&#xD;
&lt;ul style="box-sizing: border-box; padding-right: 0px; padding-left: 0px; margin: 0.1rem 0px 0px 25px; list-style: none; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: medium; background-color: rgba(255, 255, 255, 0.1);"&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;span class="timelinelabel" style="box-sizing: border-box; font-weight: bold; color: rgb(51, 51, 51);"&gt;Plazo:&lt;/span&gt;&amp;nbsp;Desde el&amp;nbsp;&lt;span class="resaltado" style="box-sizing: border-box; color: rgb(167, 14, 14);"&gt;10/11/23&amp;nbsp;a las 00:00&lt;/span&gt;&amp;nbsp;hasta el&amp;nbsp;&lt;span class="resaltado" style="box-sizing: border-box; color: rgb(167, 14, 14);"&gt;23/11/23&amp;nbsp;a las 23:59&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;span class="timelinelabel" style="box-sizing: border-box; font-weight: bold; color: rgb(51, 51, 51);"&gt;Solicitud:&lt;/span&gt;&lt;a class="enlace-externo" href="https://pdocente.educarex.es/2023/catedraticos/" style="box-sizing: border-box; color: rgb(85, 85, 85); text-decoration-line: none;" target="_blank"&gt;&amp;nbsp;Enlace a la solicitud&amp;nbsp;(se realiza a trav&#xE9;s de la &#xFA;ltima solicitud registrada)&amp;nbsp;&lt;/a&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/28940</guid><title>Se hace p&#xFA;blica la modificaci&#xF3;n de la composici&#xF3;n de la Comisi&#xF3;n de Baremaci&#xF3;n para la valoraci&#xF3;n de m&#xE9;ritos de las personas participantes en los procedimientos selectivos de acceso al Cuerpo de Catedr&#xE1;ticos </title><pubDate>Fri, 07 Jul 23 09:02:39 CEST</pubDate><link>https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/28940</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Concursos y movilidad</category><category>C&#xE1;tedras</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Catedr&#xE1;ticos Ense&#xF1;anza Secundaria</category><category>Funcionario</category><content:encoded xmlns:content="content">&lt;p class="rtejustify"&gt;&lt;span class="DOE2"&gt;Procesos selectivos.- &lt;/span&gt;&lt;span class="DOE4"&gt;Resoluci&#xF3;n de 30 de junio de 2023, de la Direcci&#xF3;n General de Personal Docente, por la que &lt;a href="https://doe.juntaex.es/pdfs/doe/2023/1300o/23062625.pdf"&gt;se hace p&#xFA;blica la modificaci&#xF3;n de la composici&#xF3;n de la Comisi&#xF3;n de Baremaci&#xF3;n para la valoraci&#xF3;n de m&#xE9;ritos de las personas participantes en los procedimientos selectivos de acceso al Cuerpo de Catedr&#xE1;ticos &lt;/a&gt;a que se refiere la Ley Org&#xE1;nica 2/2006, de 3 de mayo, de Educaci&#xF3;n, para el Cuerpo de Catedr&#xE1;ticos de Ense&#xF1;anza Secundaria y de Catedr&#xE1;ticos de Escuelas Oficiales de Idiomas.&lt;/span&gt;&lt;/p&gt;&#xD;
</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/25736</guid><title>CONVOCATORIA DE  ACCESO A C&#xC1;TEDRA EN EXTREMADURA.</title><pubDate>Mon, 15 May 23 07:17:00 CEST</pubDate><link>https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/25736</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Concursos y movilidad</category><category>C&#xE1;tedras</category><category>Convocatorias</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Catedr&#xE1;ticos Ense&#xF1;anza Secundaria</category><category>Profesores de Secundaria FP y Ense&#xF1;anzas de R&#xE9;gimen Especial</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c73c25919c0.jpg" type="image/jpeg" medium="image"><media:credit/><media:title>Extremadura - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p class="rtejustify"&gt;&#x25BA; &lt;span style="color:#ffffff;"&gt;&lt;strong&gt;&lt;span style="background-color:#006400;"&gt;BAREMO PROVISIONAL.&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;h3&gt;&lt;a href="https://www.csif.es/es/articulo/extremadura/educacion/55105"&gt;&lt;strong&gt;Reclamaciones al Baremo Provisional&lt;/strong&gt;&lt;/a&gt;&lt;/h3&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;Plazo&lt;/strong&gt;:&amp;nbsp;Desde el&amp;nbsp;15/07/24&amp;nbsp;a las 00:00&amp;nbsp;hasta el&amp;nbsp;26/07/24&amp;nbsp;a las 23:59&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;Solicitud&lt;/strong&gt;:&lt;a href="https://pdocente.educarex.es/2023/catedraticos/" target="_blank"&gt;&amp;nbsp;&lt;/a&gt;&lt;a href="https://pdocente.educarex.es/2023/catedraticos/" target="_blank"&gt;Enlace (se subsana/reclama sobre la &amp;uacute;ltima solicitud)&lt;/a&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;hr /&gt;&#xD;
&lt;p class="rtejustify"&gt;&#x25BA; &lt;span style="color:#FFFFFF;"&gt;&lt;strong&gt;&lt;span style="background-color:#008000;"&gt;LISTADOS DEFINTIIVOS.&amp;nbsp;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="margin-top: 0px; color: rgb(0, 0, 0); font-family: Arial; font-size: 12px; text-align: justify;"&gt;RESOLUCI&amp;Oacute;N de 9 de enero de 2024, de la Direcci&amp;oacute;n General de Personal Docente, por la que se declaran&amp;nbsp;&lt;strong&gt;&lt;a href="https://doe.juntaex.es/pdfs/doe/2024/100o/24060086.pdf" style="color: rgb(1, 130, 74);"&gt;aprobadas las listas definitivas de aspirantes admitidos/as y excluidos/as en los procedimientos selectivos de acceso al Cuerpo de Catedr&amp;aacute;ticos&amp;nbsp;&lt;/a&gt;&lt;/strong&gt;a que se refiere la Ley Org&amp;aacute;nica 2/2006, de 3 de mayo, de Educaci&amp;oacute;n, para el Cuerpo de Catedr&amp;aacute;ticos de Ense&amp;ntilde;anza Secundaria y de Catedr&amp;aacute;ticos de Escuelas Oficiales de Idiomas.&lt;/p&gt;&#xD;
&#xD;
&lt;h4 style="text-align: justify; box-sizing: border-box; margin: 10px 0px 0px; font-weight: bold; line-height: 20px; font-size: 1.15em; font-family: Roboto, sans-serif; color: rgb(56, 56, 56); text-rendering: optimizelegibility; background-color: rgba(255, 255, 255, 0.1);"&gt;Listados:&lt;/h4&gt;&#xD;
&#xD;
&lt;ul class="circle-bullet" style="color: rgb(0, 0, 0); text-align: justify; box-sizing: border-box; padding-right: 0px; padding-left: 0px; margin: 0.1rem 0px 0px 25px; list-style: circle; font-family: Roboto, sans-serif; font-size: medium; background-color: rgba(255, 255, 255, 0.1);"&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;a class="enlace-pdf" href="https://profex.educarex.es/documents/20182/196639/listado_definitivo_admitidos.pdf/17c31e51-a856-4016-81fd-6d34cc3e554f" style="color: rgb(85, 85, 85); box-sizing: border-box; text-decoration-line: none; display: inline-block;" target="_blank"&gt;Listado de Admitidos definitivos&lt;/a&gt;&lt;/li&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;a class="enlace-pdf" href="https://profex.educarex.es/documents/20182/196639/listado_definitivo_excluidos_590.pdf/77f67ae9-96d3-4dec-be9a-0995575f415c" style="color: rgb(85, 85, 85); box-sizing: border-box; text-decoration-line: none; display: inline-block;" target="_blank"&gt;Listado de Excluidos definitivos 590&lt;/a&gt;&lt;/li&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;a class="enlace-pdf" href="https://profex.educarex.es/documents/20182/196639/listado_definitivo_excluidos_592.pdf/6c7bd445-922b-4d35-ad2e-48b5f7369c7a" style="color: rgb(85, 85, 85); box-sizing: border-box; text-decoration-line: none; display: inline-block;" target="_blank"&gt;Listado de Excluidos definitivos 592&lt;/a&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;hr /&gt;&#xD;
&lt;p class="rtejustify"&gt;&#x25BA; &lt;span style="color:#FFFFFF;"&gt;&lt;strong&gt;&lt;span style="background-color:#008000;"&gt;LISTADOS PROVISIONALES-&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-top: 0px; color: rgb(0, 0, 0); font-family: Arial; font-size: 12px; text-align: justify;"&gt;&lt;span style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 11.2px;"&gt;&lt;a href="https://doe.juntaex.es/pdfs/doe/2023/2150o/23063831.pdf" style="color: rgb(1, 130, 74);"&gt;Resoluci&amp;oacute;n de 2 de noviembre de 2023&lt;/a&gt;, de la Direcci&amp;oacute;n General de Personal Docente, por la que se declaran aprobadas las listas provisionales de aspirantes admitidos/as y excluidos/as en los procedimientos selectivos de acceso al Cuerpo de Catedr&amp;aacute;ticos a que se refiere la Ley Org&amp;aacute;nica 2/2006, de 3 de mayo, de Educaci&amp;oacute;n, para el Cuerpo de Catedr&amp;aacute;ticos de Ense&amp;ntilde;anza Secundaria y de Catedr&amp;aacute;ticos de Escuelas Oficiales de Idiomas.&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;h4 style="text-align: justify; box-sizing: border-box; margin: 10px 0px 0px; font-weight: bold; line-height: 20px; font-size: 1.15em; font-family: Roboto, sans-serif; color: rgb(56, 56, 56); text-rendering: optimizelegibility; background-color: rgba(255, 255, 255, 0.1);"&gt;Listados:&lt;/h4&gt;&#xD;
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&lt;ul class="circle-bullet" style="color: rgb(0, 0, 0); text-align: justify; box-sizing: border-box; padding-right: 0px; padding-left: 0px; margin: 0.1rem 0px 0px 25px; list-style: circle; font-family: Roboto, sans-serif; font-size: medium; background-color: rgba(255, 255, 255, 0.1);"&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;a class="enlace-pdf" href="https://profex.educarex.es/documents/20182/185568/Listado+de+Admitidos.pdf/640b9f72-31ca-49c3-84c7-e7659ddb91ff" style="color: rgb(85, 85, 85); box-sizing: border-box; text-decoration-line: none; display: inline-block;" target="_blank"&gt;Listado de Admitidos&lt;/a&gt;&lt;/li&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;a class="enlace-pdf" href="https://profex.educarex.es/documents/20182/185568/Listado+de+Excluidos+590.pdf/e812da4b-aad2-4074-bb00-d3d2aff3a0dc" style="color: rgb(85, 85, 85); box-sizing: border-box; text-decoration-line: none; display: inline-block;" target="_blank"&gt;Listado de Excluidos 590&amp;nbsp;&lt;/a&gt;&lt;/li&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;a class="enlace-pdf" href="https://profex.educarex.es/documents/20182/185568/Listado+de+Excluidos+592.pdf/98236f70-1798-48e7-a867-1e49bfa3588c" style="color: rgb(85, 85, 85); box-sizing: border-box; text-decoration-line: none; display: inline-block;" target="_blank"&gt;Listado de Excluidos 592&amp;nbsp;&lt;/a&gt;&lt;/li&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;a class="enlace-pdf" href="https://profex.educarex.es/documents/20182/185568/Listado+de+Subsanaciones.pdf/a7733ca1-06f2-4c00-ad7a-837286dcf5f7" style="color: rgb(85, 85, 85); box-sizing: border-box; text-decoration-line: none; display: inline-block;" target="_blank"&gt;Listado de Subsanaciones&amp;nbsp;&lt;/a&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p style="margin-top: 0px; color: rgb(0, 0, 0); font-family: Arial; text-align: justify; box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&#x25BA;&amp;nbsp;&lt;a href="https://www.csif.es/sites/default/files/field/file/estudio%20catedraticos_0.pdf" style="color: rgb(1, 130, 74);"&gt;Estudio csif de las solicitudes/ratio&lt;/a&gt;&lt;/p&gt;&#xD;
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&lt;h3 style="text-align: justify; box-sizing: border-box; margin: 10px 0px 6px; font-weight: bold; line-height: 2rem; font-size: 1.25em; font-family: Roboto, sans-serif; color: rgb(52, 84, 46); text-rendering: optimizelegibility; background-color: rgba(255, 255, 255, 0.1);"&gt;&amp;nbsp;Reclamaciones a la lista Provisional&lt;/h3&gt;&#xD;
&#xD;
&lt;ul style="color: rgb(0, 0, 0); text-align: justify; box-sizing: border-box; padding-right: 0px; padding-left: 0px; margin: 0.1rem 0px 0px 25px; list-style: none; font-family: Roboto, sans-serif; font-size: medium; background-color: rgba(255, 255, 255, 0.1);"&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;span class="timelinelabel" style="box-sizing: border-box; font-weight: bold; color: rgb(51, 51, 51);"&gt;Plazo:&lt;/span&gt;&amp;nbsp;Desde el&amp;nbsp;&lt;span class="resaltado" style="box-sizing: border-box; color: rgb(167, 14, 14);"&gt;10/11/23 a las 00:00&lt;/span&gt;&amp;nbsp;hasta el&amp;nbsp;&lt;span class="resaltado" style="box-sizing: border-box; color: rgb(167, 14, 14);"&gt;23/11/23 a las 23:59&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;span class="timelinelabel" style="box-sizing: border-box; font-weight: bold; color: rgb(51, 51, 51);"&gt;Solicitud:&lt;/span&gt;&lt;a class="enlace-externo" href="https://pdocente.educarex.es/2023/catedraticos/" style="color: rgb(85, 85, 85); box-sizing: border-box; text-decoration-line: none;" target="_blank"&gt;&amp;nbsp;Enlace a la solicitud (se realiza a trav&amp;eacute;s de la &amp;uacute;ltima solicitud registrada)&lt;/a&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;hr /&gt;&#xD;
&lt;p class="rtejustify"&gt;&#x25BA; &lt;span style="color:#FFFFFF;"&gt;&lt;strong&gt;&lt;span style="background-color:#006400;"&gt;CONVOCATORIA&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;.&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;RESOLUCI&amp;Oacute;N de 24 de abril de 2023, de la Direcci&amp;oacute;n General de Personal Docente, por la que se &lt;a href="http://doe.juntaex.es/pdfs/doe/2023/810o/23061522.pdf"&gt;&lt;strong&gt;convocan procedimientos selectivos de acceso al Cuerpo de Catedr&amp;aacute;ticos&lt;/strong&gt;&lt;/a&gt; a que se refiere la Ley Org&amp;aacute;nica 2/2006, de 3 de mayo, de Educaci&amp;oacute;n, para el Cuerpo de Catedr&amp;aacute;ticos de Ense&amp;ntilde;anza Secundaria y de Catedr&amp;aacute;ticos de Escuelas Oficiales de Idiomas.&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li class="rtejustify"&gt;&lt;a href="https://www.csif.es/es/articulo/extremadura/educacion/51463"&gt;&lt;strong&gt;Modificaci&amp;oacute;n de convocatoria.&lt;/strong&gt;&lt;/a&gt; Abierto plazo hasta 24 de mayo de 2024 para aportar funciones en el centro educativo siendo personal interino y no se aporte de oficio.&lt;/li&gt;&#xD;
	&lt;li class="rtejustify"&gt;&lt;a href="https://www.csif.es/es/articulo/extremadura/educacion/48361"&gt;&lt;strong&gt;Correcci&amp;oacute;n de errores&lt;/strong&gt;&lt;/a&gt; (renunciar a evaluaci&amp;oacute;n positiva) 12-04-2024.&lt;/li&gt;&#xD;
	&lt;li class="rtejustify"&gt;&lt;a href="http://doe.juntaex.es/pdfs/doe/2023/900o/23061798.pdf"&gt;&lt;span class="DOE4"&gt;Correcci&amp;oacute;n de errores&lt;/span&gt;&lt;/a&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;hr /&gt;&#xD;
&lt;h3 style="box-sizing: border-box; margin: 10px 0px 6px; font-weight: bold; line-height: 2rem; font-size: 1.25em; font-family: Roboto, sans-serif; color: rgb(52, 84, 46); text-rendering: optimizelegibility; background-color: rgba(255, 255, 255, 0.1);"&gt;Solicitudes&lt;/h3&gt;&#xD;
&#xD;
&lt;ul style="box-sizing: border-box; padding-right: 0px; padding-left: 0px; margin: 0.1rem 0px 0px 25px; list-style: none; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: medium; background-color: rgba(255, 255, 255, 0.1);"&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;span class="timelinelabel" style="box-sizing: border-box; font-weight: bold; color: rgb(51, 51, 51);"&gt;Plazo:&lt;/span&gt;&amp;nbsp;Desde el&amp;nbsp;&lt;span class="resaltado" style="box-sizing: border-box; color: rgb(167, 14, 14);"&gt;15/05/23&amp;nbsp;a las 00:00&lt;/span&gt;&amp;nbsp;hasta el&amp;nbsp;&lt;span class="resaltado" style="box-sizing: border-box; color: rgb(167, 14, 14);"&gt;26/05/23&amp;nbsp;a las 23:59&lt;/span&gt;&lt;/li&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;span class="timelinelabel" style="box-sizing: border-box; font-weight: bold; color: rgb(51, 51, 51);"&gt;Solicitud:&lt;/span&gt;&lt;a class="enlace-externo" href="https://pdocente.educarex.es/2023/catedraticos/login.php" style="box-sizing: border-box; color: rgb(85, 85, 85); text-decoration-line: none;" target="_blank"&gt;&amp;nbsp;Enlace a la solicitud&amp;nbsp;&lt;span class="fas fa-external-link-alt" style="box-sizing: border-box; -webkit-font-smoothing: antialiased; display: inline-block; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; text-rendering: auto; line-height: 1; font-family: &amp;quot;Font Awesome 5 Free&amp;quot;; font-weight: 900; margin-left: 0.1rem; color: rgb(156, 100, 139);"&gt;&amp;nbsp;&lt;/span&gt;&lt;/a&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;hr /&gt;&#xD;
&lt;h3 style="box-sizing: border-box; margin: 10px 0px 6px; font-weight: bold; line-height: 2rem; font-size: 1.25em; font-family: Roboto, sans-serif; color: rgb(52, 84, 46); text-rendering: optimizelegibility; background-color: rgba(255, 255, 255, 0.1);"&gt;&lt;span class="fas fa-arrow-circle-right" style="box-sizing: border-box; -webkit-font-smoothing: antialiased; display: inline-block; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; text-rendering: auto; line-height: 1; font-family: &amp;quot;Font Awesome 5 Free&amp;quot;;"&gt;&amp;nbsp;&lt;/span&gt;Canal de dudas&lt;/h3&gt;&#xD;
&#xD;
&lt;ul style="box-sizing: border-box; padding-right: 0px; padding-left: 0px; margin: 0.1rem 0px 0px 25px; list-style: none; color: rgb(0, 0, 0); font-family: Roboto, sans-serif; font-size: medium; background-color: rgba(255, 255, 255, 0.1);"&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;Para cualquier comunicaci&amp;oacute;n y/o resoluci&amp;oacute;n de dudas relativa a estas listas debe hacerlo a trav&amp;eacute;s del&amp;nbsp;&lt;span style="box-sizing: border-box; font-weight: bolder;"&gt;canal &amp;Uacute;NICO&lt;/span&gt;&amp;nbsp;habilitado para ello:&lt;/li&gt;&#xD;
	&lt;li style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;span class="timelinelabel" style="box-sizing: border-box; font-weight: bold; color: rgb(51, 51, 51);"&gt;Canal de dudas:&lt;/span&gt;&lt;a class="enlace-externo" href="https://pdocente.educarex.es/canaldudas" style="box-sizing: border-box; color: rgb(85, 85, 85); text-decoration-line: none;" target="_blank"&gt;&amp;nbsp;Enlace al canal&amp;nbsp;&amp;nbsp;&lt;/a&gt;&#xD;
	&lt;hr /&gt;&lt;/li&gt;&#xD;
	&lt;li class="rtecenter" style="box-sizing: border-box; line-height: 20px; font-size: 1rem;"&gt;&lt;a href="https://www.csif.es/contenido/extremadura/educacion/361163"&gt;&lt;img alt="" src="data:image/png;base64,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&lt;/div&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/25558</guid><title>ACCESO A C&#xC1;TEDRA. AUTOBAREMO.</title><pubDate>Thu, 11 May 23 10:32:55 CEST</pubDate><link>https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/25558</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Concursos y movilidad</category><category>C&#xE1;tedras</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Catedr&#xE1;ticos Ense&#xF1;anza Secundaria</category><category>Funcionario</category><category>Profesores de Secundaria FP y Ense&#xF1;anzas de R&#xE9;gimen Especial</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c73bf293791.png" type="image/png" medium="image"><media:credit/><media:title>Extremadura - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;style type="text/css"&gt;table {FONT-FAMILY: Arial;FONT-SIZE: 11px; line-height: 120%; width:100%;}&#xD;
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			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;1 mes = 0,0416&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&#xD;
			&lt;div id="de2"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;0;0,0000" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d2"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="right" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&lt;b&gt;Total 1.1&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="ds1"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="5" height="17" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;1.2. Desempe&#xF1;o de funciones espec&#xED;ficas, evaluaci&#xF3;n voluntaria y positiva (m&#xE1;ximo 2,5000 puntos)&lt;/b&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;1.2.1. Evaluaci&#xF3;n voluntaria del profesorado.&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;0;0,0000" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;(Entre 0 y 2,5 puntos)&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&#xD;
			&lt;div id="de3"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;0;0,0000" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d3"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;1.2.2. Director/a en C.P. , en C.P.R. u otros.&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;0;0,0000" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;1 a&#xF1;o = 0,4000&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&#xD;
			&lt;div id="de4"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;0;0,0000" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d4"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;1 mes = 0,0333&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&#xD;
			&lt;div id="de5"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;0;0,0000" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d5"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="5" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;1.2.3. Vicedirector/a, subdirector/a, jefe/a de estudios, secretario/a y asimilados en C.P.&lt;/b&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;1 a&#xF1;o = 0,3000&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&#xD;
			&lt;div id="de6"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;0;0,0000" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d6"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;1 mes = 0,0250&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&#xD;
			&lt;div id="de7"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;0;0,0000" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d7"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="5" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;1.2.4. Asesor/a de formaci&#xF3;n en centros de profesores y recursos, asesor/a t&#xE9;cnico/a docente &#x2026;o tribunal&lt;/b&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;1 a&#xF1;o = 0,2500&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&#xD;
			&lt;div id="de8"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;0;0,0000" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d8"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;1 mes = 0,0208&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&#xD;
			&lt;div id="de9"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;0;0,0000" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d9"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="right" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;Tribunal de oposici&#xF3;n &amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;0,25/convocatoria&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&#xD;
			&lt;div id="de90"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d90"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="5" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;1.2.5. Jefatura de departamento, director EOEP, coordinador TIC, responsable de biblioteca, impartir biling&#xFC;e, tutor, etc&lt;/b&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;1 a&#xF1;o = 0,2000&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&#xD;
			&lt;div id="de10"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;0;0,0000" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d10"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;1 mes = 0,0166&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&#xD;
			&lt;div id="de11"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;0;0,0000" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d11"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="20" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="right" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&lt;b&gt;Total 1.2&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#00b100" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="ds2"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000" valign="middle"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;0;0,0000" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#FFFFFF" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="right" bgcolor="#FFFFFF" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;TOTAL APARTADO I&lt;/b&gt; &amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&lt;b&gt;&lt;font color="#FFFFFF"&gt;M&#xE1;x: 5,5 puntos&lt;/font&gt;&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="right" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="ds3"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#FFFFFF" height="17" style="border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="right" bgcolor="#FFFFFF" style="border-top: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#FFFFFF" style="border-top: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="right" bgcolor="#FFFFFF" style="border-top: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#FFFFFF" style="border-top: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#FFFFFF" class="ti" colspan="5" height="40" style="border-top: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;&lt;font size="2"&gt;&amp;nbsp; II. Cursos de formaci&#xF3;n y perfeccionamiento (m&#xE1;ximo 3,0000 puntos)&lt;/font&gt;&lt;/b&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="center" bgcolor="#FFFFFF" colspan="2" height="17" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#000000" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&lt;b&gt;&lt;font color="#FFFFFF"&gt;PUNTUACI&#xD3;N&lt;/font&gt;&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#000000" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&lt;b&gt;&lt;font color="#FFFFFF"&gt;M&#xC9;RITO&lt;/font&gt;&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#000000" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&lt;b&gt;&lt;font color="#FFFFFF"&gt;SUBTOTAL&lt;/font&gt;&lt;/b&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="5" height="17" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;2.1. Por cada curso de formaci&#xF3;n y perfeccionamiento recibido (m&#xE1;ximo 1,0000 puntos)&lt;/b&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;2.1.1. De duraci&#xF3;n no inferior a treinta horas (m&#xE1;ximo 0,4000 puntos)&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;0,1 puntos/curso&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de12"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d12"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;2.1.2. De duraci&#xF3;n no inferior a cien horas (m&#xE1;ximo 0,6000 puntos)&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;0,3000 puntos/curso&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de13"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d13"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="right" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&lt;b&gt;Total 2.1&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="ds4"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="5" height="17" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;2.2. Por congreso, jornada, curso de formaci&#xF3;n y perfeccionamiento impartidos (m&#xE1;ximo 2,0000 puntos)&lt;/b&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;2.2.1. Cursos de duraci&#xF3;n no inferior a 20 horas&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;0,1500 puntos/curso&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de14"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d14"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;2.2.2. Por cada ponencia en congreso o jornada&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;0,1500 puntos/ponencia&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de15"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d15"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="right" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&lt;b&gt;Total 2.2&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="ds5"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#FFFFFF" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="right" bgcolor="#FFFFFF" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;TOTAL APARTADO II&lt;/b&gt; &amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&lt;b&gt;&lt;font color="#FFFFFF"&gt;M&#xE1;ximo 3 puntos&lt;/font&gt;&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="right" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="ds6"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#FFFFFF" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="right" bgcolor="#FFFFFF" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#FFFFFF" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="right" bgcolor="#FFFFFF" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#FFFFFF" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#FFFFFF" class="ti" colspan="5" height="40" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&lt;b&gt;&lt;font size="2"&gt;&amp;nbsp; III. M&#xE9;ritos acad&#xE9;micos y otros m&#xE9;ritos (m&#xE1;ximo 3,0000 puntos)&lt;/font&gt;&lt;/b&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#FFFFFF" colspan="2" height="17" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#000000" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&lt;b&gt;&lt;font color="#FFFFFF"&gt;PUNTUACI&#xD3;N&lt;/font&gt;&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#000000" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&lt;b&gt;&lt;font color="#FFFFFF"&gt;M&#xC9;RITO&lt;/font&gt;&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#000000" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&lt;b&gt;&lt;font color="#FFFFFF"&gt;SUBTOTAL&lt;/font&gt;&lt;/b&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="5" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;3.1. M&#xE9;ritos acad&#xE9;micos (m&#xE1;ximo 1,5000 puntos)&lt;/b&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;a) Estudios Avanzados, M&#xE1;ster, Suficiencia investigadora&#x2026;&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;0,4 puntos/t&#xED;tulo&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de16"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d16"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;b) Por el grado de Doctor&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;0,5 puntos/t&#xED;tulo&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de17"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d17"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;c) Premio extraordinario en el doctorado&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;0,4 puntos/premio&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de18"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d18"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;d) Segundo ciclo de licenciaturas, ingenier&#xED;as, arquitecturas, t&#xED;tulo de grado&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;0,3 puntos/t&#xED;tulo&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de19"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d19"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;e) Premios extraordinarios de estudios correspondientes al segundo ciclo&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;0,2 puntos/premio&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de20"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d20"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;f) Por cada t&#xED;tulo de diplomado, ingeniero t&#xE9;cnico, arquitecto t&#xE9;cnico&#x2026;&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;0,25 puntos/t&#xED;tulo&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de21"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d21"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="5" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;g) Titulaciones de ense&#xF1;anzas de r&#xE9;gimen especial y de la formaci&#xF3;n profesional espec&#xED;fica y conocimientos de idiomas&lt;/b&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;g.1.a) Conocimiento de idiomas extranjeros EOI&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;B2&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;0,1 puntos/titulo&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de22"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d22"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;C1&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;0,2 puntos/titulo&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de23"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d23"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;C2&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;0,3 puntos/titulo&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de24"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d24"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;g.1.b) Conocimiento de idiomas extranjeros ACLES&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;B2&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;0,05 puntos/titulo&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de25"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d25"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;C1&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;0,1 puntos/titulo&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de26"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d26"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;C2&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;0,15 puntos/titulo&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de27"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d27"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="3" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;g.2) Por cada t&#xED;tulo de ense&#xF1;anza profesional de m&#xFA;sica o danza&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;0,1 puntos/titulo&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de28"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d28"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;g.3) Por cada t&#xED;tulo de T&#xE9;cnico Superior de Artes Pl&#xE1;sticas y Dise&#xF1;o&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;0,1 puntos/titulo&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de29"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d29"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;g.4) Por cada t&#xED;tulo de T&#xE9;cnico Superior de Formaci&#xF3;n Profesional&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;0,1 puntos/titulo&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de30"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d30"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;g.5) Por cada t&#xED;tulo de T&#xE9;cnico Deportivo Superior&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;0,1 puntos/titulo&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de31"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d31"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="right" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;Total 3.1&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="ds7"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="5" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;3.2. Publicaciones, participaci&#xF3;n en proyectos educativos, premios y m&#xE9;ritos art&#xED;sticos (m&#xE1;ximo 1,5000 puntos)&lt;/b&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="5" height="17" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;a.1) Libros en sus distintos formatos (papel o electr&#xF3;nico):&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;Autor&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;hasta 0,3000 puntos&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de32"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d32"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;2 autores&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;hasta 0,1500 puntos&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de33"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d33"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;3 Autores&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;hasta 0,1000 puntos&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de34"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d34"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;4 Autores&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;hasta 0,0800 puntos&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de35"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d35"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;5 Autores&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;hasta 0,0600 puntos&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de36"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d36"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;M&#xE1;s de 5 Autores&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;hasta 0,0500 puntos&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de37"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d37"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="5" height="17" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;a.2) Revistas en sus distintos formatos (papel o electr&#xF3;nico):&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;1 Autor&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;hasta 0,0700 puntos.&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de38"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d38"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;2 Autores&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;hasta 0,0600 puntos.&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de39"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d39"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;3 o m&#xE1;s Autores&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;hasta 0,0500 puntos.&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de40"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d40"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="5" height="17" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;a.3) Comunicaciones y ponencias en congresos y jornadas:&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;Individual&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;0,0700 puntos&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de41"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d41"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;Conjunta&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;0,0500 puntos&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de42"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d42"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;a.4) Ser miembro de comit&#xE9;s de redacci&#xF3;n y equipos editoriales&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;0,0500 puntos&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de43"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d43"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="right" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;Total 3.2 a)&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="ds8"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="5" height="17" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;b) Por premios en exposiciones, festivales o en concursos de &#xE1;mbito auton&#xF3;mico, nacional e internacional: M&#xE1;ximo 0,5000&lt;/b&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;Por participar en proyectos internacionales, nacionales o de la Comunidad&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;0,2000 puntos&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de44"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d44"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;Por cada premio obtenido exposiciones, concursos o en cert&#xE1;menes nacional o internacional.&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;0,2000 puntos&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de45"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d45"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;Por cada premio obtenido en concursos de &#xE1;mbito intercentros&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;0,2000 puntos&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de46"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d46"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;Por composiciones o coreograf&#xED;as&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;0,2000 puntos&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de47"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d47"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&#x201C;Deportista de Alto Nivel &#x201C; y &#x201C;alto rendimiento&#x201D; EF&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;0,4000 puntos&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de48"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d48"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="right" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;Total 3.2 b)&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="ds9"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="5" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;c) Por participaci&#xF3;n en proyectos, seminarios o grupos de trabajo. (m&#xE1;ximo 0,400 puntos)&lt;/b&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" colspan="2" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;Por cada proyecto, seminario o grupo de trabajo&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;0,05 cada uno&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="de49"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#CCFFCC" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="d49"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="right" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;Total 3.2 c)&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="ds10"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#CCFFCC" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="right" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;Total 3.2 &lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="ds11"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" bgcolor="#FFFFFF" height="17" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="right" bgcolor="#FFFFFF" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;TOTAL APARTADO III&lt;/b&gt; &amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;&lt;font color="#FFFFFF"&gt;M&#xE1;ximo 3 puntos&lt;/font&gt;&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="right" bgcolor="#00b100" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#00b100" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000; border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="ds12"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td align="left" height="24"&gt;&amp;nbsp;&lt;/td&gt;&#xD;
			&lt;td align="left"&gt;&lt;b&gt;&lt;i&gt;Informaci&#xF3;n de car&#xE1;cter orientativo&lt;/i&gt;&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="left" bgcolor="#000000" colspan="2" style="border-top: 1px solid #000000; border-left: 1px solid #000000"&gt;&lt;b&gt;&lt;font color="#FFFFFF" size="3"&gt;TOTAL BAREMACI&#xD3;N&lt;/font&gt;&lt;/b&gt;&lt;/td&gt;&#xD;
			&lt;td align="center" bgcolor="#000000" sdnum="3082;" sdval="0" style="border-top: 1px solid #000000;border-left: 1px solid #ffffff; border-right: 1px solid #000000"&gt;&#xD;
			&lt;div id="ds13"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
	&lt;/tbody&gt;&#xD;
&lt;/table&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;br /&gt;&#xD;
&lt;script type="text/javascript"&gt;&#xD;
let tc=49+1;&#xD;
&#xD;
function casi(k){&#xD;
document.getElementById("d"+k).innerHTML="";&#xD;
document.getElementById("de"+k).style.align='center';&#xD;
document.getElementById("d"+k).style.align='center';&#xD;
document.getElementById("de"+k).innerHTML="&lt;input id='i"+k+"' onfocus='this.select();' onkeydown='if(event.keyCode==13)this.blur();' onblur='con();' style='WIDTH:60px;height:14px; text-align: center; border:0px; ' type='text' maxlength='8' VALUE='"+0+"' /&gt;";&#xD;
}&#xD;
&#xD;
function r(){&#xD;
for (j=1; j&lt;tc; j++){&#xD;
 casi(j);&#xD;
 if(j==9)casi(90); // 1.2.4. o tribunal&#xD;
//if(j&lt;=13)document.getElementById("ds"+j).innerHTML=50+j;//0;&#xD;
}&#xD;
document.getElementById("ds13").style.font = "bold 18px arial";&#xD;
document.getElementById("ds13").style.color = 'white';&#xD;
}&#xD;
let cal = new Array(), fd = new Array(),pun=0;&#xD;
function con(){&#xD;
for (j=1; j&lt;tc; j++){&#xD;
let ca=document.getElementById('i'+j); if(ca.value==0){cal[j]=0;ca.value=0;}&#xD;
	else{cal[j] = ca.value.replace(',', '.'); if(cal[j]&lt;0)cal[j]=0; }&#xD;
}&#xD;
j=90;&#xD;
let ca=document.getElementById('i'+j); if(ca.value==0){cal[j]=0;ca.value=0;}&#xD;
	else{cal[j] = ca.value.replace(',', '.'); if(cal[j]&lt;0)cal[j]=0; }&#xD;
&#xD;
cal[1]=(cal[1]-8)*0.5;		if(cal[1]&lt;0)cal[1]=0; 	&#xD;
cal[2]=cal[2]*0.0416;								&#xD;
cal[51]=cal[1]+cal[2];		if(cal[51]&gt;4)cal[51]=4; &#xD;
&#xD;
pun=0;&#xD;
fd = [1, 0.4, 0.0333, 0.3, 0.025, 0.25, 0.0208, 0.2, 0.0166]; &#xD;
for (j=3; j&lt;=11; j++){ cal[j]=Number(cal[j])*fd[j-3]; if(cal[3]&gt;2.5)cal[3]=2.5; pun += cal[j]; } &#xD;
cal[90]=Number(cal[90])*0.25;&#xD;
cal[52]= pun+cal[90];	if(cal[52]&gt;2.5)cal[52]=2.5;  &#xD;
&#xD;
 &#xD;
cal[53]=cal[51]+cal[52];	if(cal[53]&gt;5.5)cal[53]=5.5; &#xD;
&#xD;
cal[12]=cal[12]*0.1;		if(cal[12]&gt;0.4)cal[12]=0.4; 		&#xD;
cal[13]=cal[13]*0.3;		if(cal[13]&gt;0.6)cal[13]=0.6; 	&#xD;
cal[54]=cal[12]+cal[13];		if(cal[54]&gt;1)cal[54]=1; &#xD;
&#xD;
cal[14]=cal[14]*0.15;		&#xD;
cal[15]=cal[15]*0.15;			&#xD;
cal[55]=cal[14]+cal[15];		if(cal[55]&gt;2)cal[55]=2; &#xD;
&#xD;
cal[56]=cal[54]+cal[55];&#xD;
&#xD;
pun=0;&#xD;
fd = [0.4,0.5,0.4,0.3,0.2,0.25,0.1,0.2,0.3,0.05,0.1,0.15,0.1,0.1,0.1,0.1]; &#xD;
for (j=16; j&lt;=31; j++){ cal[j]=Number(cal[j])*fd[j-16]; pun += cal[j]; } &#xD;
cal[57]= pun;	if(cal[57]&gt;1.5)cal[57]=1.5;  // &#xD;
&#xD;
pun=0;&#xD;
fd = [1,1,1,1,1,1,1,1,1,0.07,0.05,0.05]; &#xD;
for (j=32; j&lt;=43; j++){ cal[j]=Number(cal[j])*fd[j-32]; pun += cal[j]; } &#xD;
cal[58]= pun;	if(cal[58]&gt;1.5)cal[58]=1.5;   &#xD;
&#xD;
pun=0;&#xD;
fd = [0.2,0.2,0.2,0.2,0.4]; &#xD;
for (j=44; j&lt;=48; j++){ cal[j]=Number(cal[j])*fd[j-44]; pun += cal[j]; } &#xD;
cal[59]= pun;	if(cal[59]&gt;0.5)cal[59]=0.5;   &#xD;
&#xD;
cal[49]=cal[49]*0.05;				if(cal[49]&gt;0.4)cal[49]=0.4; &#xD;
&#xD;
cal[60]=cal[49];&#xD;
&#xD;
cal[61]=cal[58]+cal[59]+cal[60];	if(cal[61]&gt;1.5)cal[61]=1.5; &#xD;
&#xD;
cal[62]=cal[57]+cal[61]; // m&#xE1;x. 3 puntos&#xD;
&#xD;
cal[63]=cal[53]+cal[56]+cal[62];	if(cal[63]&gt;10)cal[63]=10; &#xD;
&#xD;
for (j=1; j&lt;tc; j++){&#xD;
document.getElementById("d"+j).innerHTML=Number.parseFloat(cal[j]).toFixed(4)+"&lt;/b&gt;"; &#xD;
if(j==9)document.getElementById("d90").innerHTML=Number.parseFloat(cal[90]).toFixed(4)+"&lt;/b&gt;"; &#xD;
if(j&lt;=13)document.getElementById("ds"+j).innerHTML=Number.parseFloat(cal[j+50]).toFixed(4)+"&lt;/b&gt;"; &#xD;
}&#xD;
/**/&#xD;
}&#xD;
r();&#xD;
&lt;/script&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/20794</guid><title>CSIF CONSIGUE PLAZAS PARA ACCESO A C&#xC1;TEDRA EN EXTREMADURA.</title><pubDate>Thu, 09 Feb 23 11:36:39 CET</pubDate><link>https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/20794</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Concursos y movilidad</category><category>C&#xE1;tedras</category><category>Empleo</category><category>Carrera profesional</category><category>Oferta Empleo P&#xFA;blico</category><category>Oposiciones</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Catedr&#xE1;ticos Ense&#xF1;anza Secundaria</category><category>Funcionario</category><category>Profesores de Secundaria FP y Ense&#xF1;anzas de R&#xE9;gimen Especial</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c7387035c60.jpg" type="image/jpeg" medium="image"><media:credit/><media:title>Extremadura - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p class="rtejustify"&gt;Tras a&#xF1;os de reivindicaci&#xF3;n de CSIF sobre oferta de plazas al Cuerpo de Catedr&#xE1;ticos en Extremadura, hoy se han aprobado 133 plazas para 2023. Pr&#xF3;ximamente se negociar&#xE1; la convocatoria.&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&lt;a href="http://lagaceta.educarex.es/leer/extremadura-convocara-plazas-catedraticos-primera-desde-tiene-transferencias-educacion.html"&gt;Noticia en Educarex&lt;/a&gt;.&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;JuntaEX. &lt;a href="https://www.juntaex.es/documents/77055/1611585/9+FEB+23+Reparto+Catedr%C3%A1ticos.pdf/016924c6-360e-9508-01cc-b56eab5ac877?t=1675944071195"&gt;Reparto por especialidades&lt;/a&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;La titular de Educaci&#xF3;n y Empleo ha avanzado, a su vez, que desde la Junta de Extremadura se tiene la voluntad pol&#xED;tica de &lt;strong&gt;alcanzar hasta un 10 por ciento de catedr&#xE1;ticos y catedr&#xE1;ticas en los cuerpos docentes en los pr&#xF3;ximos cuatro a&#xF1;os&lt;/strong&gt;, siempre que lo permitan las correspondientes leyes de Presupuestos Generales del Estado y las leyes de Presupuestos de la Comunidad Aut&#xF3;noma de Extremadura.&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtecenter"&gt;&lt;a href="https://www.csif.es/sites/default/files/field/file/PLAZAS%20CONCURSO%20C%C3%81TEDRA%202023%20EXTREMADURA.pdf"&gt;&lt;img alt="" height="992" src="data:image/png;base64,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" width="702" /&gt;&lt;/a&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;hr /&gt;&#xD;
&lt;p&gt;&#xDA;LTIMAS ACTUACIONES DE CSIF SOBRE C&#xC1;TEDRA EN EXTREMADURA:&lt;/p&gt;&#xD;
&#xD;
&lt;table class="views-table cols-0"&gt;&#xD;
	&lt;tbody&gt;&#xD;
		&lt;tr class="odd views-row-first"&gt;&#xD;
			&lt;td&gt;&#xD;
			&lt;div class="field field-name-field-image field-type-image field-label-hidden"&gt;&#xD;
			&lt;div class="field-items"&gt;&#xD;
			&lt;div class="field-item even"&gt;&lt;a href="https://www.csif.es/contenido/extremadura/educacion/351570"&gt;&lt;img alt="" height="60" src="https://www.csif.es/sites/default/files/styles/imagen_listado/public/field/image/ENMIENDAS_0_0.jpg?itok=SDWUI2q3" width="60" /&gt;&lt;/a&gt;&lt;/div&gt;&#xD;
			&lt;/div&gt;&#xD;
			&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td class="views-field views-field-title"&gt;&lt;a href="https://www.csif.es/contenido/extremadura/educacion/351570"&gt;CSIF HA PRESENTADO ENMIENDAS A LOS PRESUPUESTOS DE LA CCAA A LOS DISTINTOS GRUPOS PARLAMENTARIOS&lt;/a&gt;&lt;/td&gt;&#xD;
			&lt;td class="views-field views-field-views-conditional"&gt;&lt;strong&gt;17-11-2022&lt;/strong&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr class="even"&gt;&#xD;
			&lt;td&gt;&lt;a href="https://www.csif.es/contenido/extremadura/educacion/353532"&gt;&lt;img alt="" src="https://www.csif.es/sites/all/themes/csif/images/listado_noimage.jpg" /&gt;&lt;/a&gt;&lt;/td&gt;&#xD;
			&lt;td class="views-field views-field-title"&gt;&lt;a href="https://www.csif.es/contenido/extremadura/educacion/353532"&gt;CSIF REITERA SU EXIGENCIA DE CONVOCAR C&#xC1;TEDRAS EN EXTREMADURA&lt;/a&gt;&lt;/td&gt;&#xD;
			&lt;td class="views-field views-field-views-conditional"&gt;&lt;strong&gt;15-11-2021&lt;/strong&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr class="odd"&gt;&#xD;
			&lt;td&gt;&#xD;
			&lt;div class="field field-name-field-image field-type-image field-label-hidden"&gt;&#xD;
			&lt;div class="field-items"&gt;&#xD;
			&lt;div class="field-item even"&gt;&lt;a href="https://www.csif.es/contenido/extremadura/educacion/310679"&gt;&lt;img alt="" height="60" src="https://www.csif.es/sites/default/files/styles/imagen_listado/public/field/image/CATEDRAS%20PES%20y%20EOI.jpg?itok=_DqpqqBc" width="60" /&gt;&lt;/a&gt;&lt;/div&gt;&#xD;
			&lt;/div&gt;&#xD;
			&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td class="views-field views-field-title"&gt;&lt;a href="https://www.csif.es/contenido/extremadura/educacion/310679"&gt;CSIF EXTREMADURA EXIGE UNA VEZ M&#xC1;S ACCESO A C&#xC1;TEDRAS&lt;/a&gt;&lt;/td&gt;&#xD;
			&lt;td class="views-field views-field-views-conditional"&gt;&lt;strong&gt;15-12-2020&lt;/strong&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr class="even views-row-last"&gt;&#xD;
			&lt;td&gt;&#xD;
			&lt;div class="field field-name-field-image field-type-image field-label-hidden"&gt;&#xD;
			&lt;div class="field-items"&gt;&#xD;
			&lt;div class="field-item even"&gt;&lt;a href="https://www.csif.es/contenido/extremadura/educacion/284944"&gt;&lt;img alt="" height="60" src="https://www.csif.es/sites/default/files/styles/imagen_listado/public/field/image/acceso%20a%20catedra.png?itok=BGOs6bQQ" width="60" /&gt;&lt;/a&gt;&lt;/div&gt;&#xD;
			&lt;/div&gt;&#xD;
			&lt;/div&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td class="views-field views-field-title"&gt;&lt;a href="https://www.csif.es/contenido/extremadura/educacion/284944"&gt;CSIF EXIGE ACCESO A C&#xC1;TEDRA EN 2020&lt;/a&gt;&lt;/td&gt;&#xD;
			&lt;td class="views-field views-field-views-conditional"&gt;&lt;strong&gt;15-11-2019&lt;/strong&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
	&lt;/tbody&gt;&#xD;
&lt;/table&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/16761</guid><title>CSIF HA PRESENTADO ENMIENDAS A LOS PRESUPUESTOS DE LA CCAA A LOS DISTINTOS GRUPOS PARLAMENTARIOS</title><pubDate>Thu, 17 Nov 22 20:23:20 CET</pubDate><link>https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/16761</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Concursos y movilidad</category><category>C&#xE1;tedras</category><category>Prensa y Comunicaci&#xF3;n</category><category>Notas de prensa y comunicaciones</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Funcionario</category><category>Interino</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c73134cc08d.jpg" type="image/jpeg" medium="image"><media:credit/><media:title>Extremadura - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p&gt;CSIF HA PRESENTADO ENMIENDAS A LOS PRESUPUESTOS DE LA CCAA A LOS DISTINTOS GRUPOS PARLAMENTARIOS. SE&#xD1;ALAMOS LAS PRINCIPALES. Accede a galeria de fotos en el interior.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;En las jornadas del 15 y 16 de noviembre nos hemos reunido con cada uno de los grupos parlamentarios para que defiendan nuestras propuestas y se consideren en los Presupuestos Generales para el a&#xF1;o 2023. Todas estas peticiones, que consideramos de justicia, ya se han hecho en numerosas ocasiones en los distintos &#xF3;rganos correspondientes.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;-&lt;strong&gt;&amp;nbsp;SE ABONE A LOS EMPLEADOS P&#xDA;BLICOS EL INCREMENTO RETRIBUTIVO ACORDADO PARA EL A&#xD1;O 2020, EN LA CUANT&#xCD;A CORRESPONDIENTE A LOS MESES DE ENERO HASTA NOVIEMBRE.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;- NEGOCIACI&#xD3;N DE LA CARRERA PROFESIONAL.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;-&amp;nbsp; LA ACTUALIZACI&#xD3;N DE LAS CUANT&#xCD;AS SOBRE LAS&amp;nbsp; INDEMNIZACIONES POR RAZ&#xD3;N DE SERVICIO. &lt;a href="https://www.csif.es/sites/default/files/field/file/0_Indemnizacion%20por%20razon%20de%20servicio.pdf"&gt;Accede al escrito registrado con anterioridad.&lt;/a&gt;&amp;nbsp;(11/07/2022) &lt;a href="https://www.csif.es/sites/default/files/field/file/Solicitud_5262_202200000057116.pdf"&gt;Registro&lt;/a&gt;&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:35.4pt;"&gt;1.- Durante el presente ejercicio se debe proceder a la actualizaci&#xF3;n de las cuant&#xED;as determinadas como indemnizaciones por raz&#xF3;n del servicio, en consonancia con la variaci&#xF3;n del IPC, desde su fijaci&#xF3;n hasta la fecha de su modificaci&#xF3;n, de conformidad con la variaci&#xF3;n determinada por el Instituto Nacional de Estad&#xED;stica.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:35.4pt;"&gt;2.- Durante el presente ejercicio se debe proceder a la actualizaci&#xF3;n de la indemnizaci&#xF3;n por uso de veh&#xED;culo particular, desde la fecha de su &#xFA;ltima revisi&#xF3;n, hasta la fecha en la que se produzca esta revisi&#xF3;n, en consonancia con el incremento del coste medio de los combustibles.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;- PARA LA RECUPERACI&#xD3;N DEL PODER ADQUISITIVO DE LOS EMPLEADOS P&#xDA;BLICOS.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:35.4pt;"&gt;En los &#xFA;ltimos 12 a&#xF1;os los docentes han sido uno de los colectivos m&#xE1;s perjudicados a nivel retributivo, hasta el punto de que han sufrido una importante p&#xE9;rdida de poder adquisitivo, que como media es de entre el 5 y el 10% y en ocasiones es superior, por lo que resulta imprescindible tomar medidas encaminadas a solucionar esta grave injusticia.&lt;/p&gt;&#xD;
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&lt;p style="margin-left:35.4pt;"&gt;La publicaci&#xF3;n del Real Decreto-ley 8/2010, de 20 de mayo, por el que se adoptan medidas extraordinarias para la reducci&#xF3;n del d&#xE9;ficit p&#xFA;blico, supuso el mayor recorte retributivo a los empleados p&#xFA;blicos de la historia de la democracia. Por un lado&lt;strong&gt;, modific&#xF3; la estructura salarial que fruto de la negociaci&#xF3;n colectiva, permit&#xED;a que por primera vez los empleados p&#xFA;blicos percibiesen el 100% de las retribuciones en la paga extra en junio de 2010&lt;/strong&gt;&amp;nbsp;y por otro, aplic&#xF3; desde el 1 de junio de 2010 un recorte retributivo en t&#xE9;rmino medio del 5% alcanzando en algunos casos hasta m&#xE1;s del 10%. Estas medidas, se adoptaron de manera extraordinaria y urgente en un contexto de crisis econ&#xF3;mica que aconsejaba la contenci&#xF3;n del gasto p&#xFA;blico.&amp;nbsp;&lt;strong&gt;Por ello resulta imprescindible tomar medidas que permitan recuperar la p&#xE9;rdida de poder adquisitivo que se viene arrastrando a lo largo de los &#xFA;ltimos a&#xF1;os. A lo largo de la &#xFA;ltima d&#xE9;cada (2010/2021 los empleados p&#xFA;blicos han sido uno de los colectivos m&#xE1;s perjudicados a nivel retributivo, hasta el punto de que han sufrido una p&#xE9;rdida de poder adquisitivo equivalente a trabajar gratuitamente entre 18 y 13 meses.&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;strong&gt;- EMPLEO P&#xDA;BLICO.&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;Solicitamos una verdadera planificaci&#xF3;n de recursos humanos y eliminar la limitaci&#xF3;n de las tasas de reposici&#xF3;n.&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;strong&gt;- INCUMPLIMIENTO DE LA DISPOSICI&#xD3;N ADICIONAL CUARTA (FINANCIACI&#xD3;N) DE LA LEY 4/2011, DE 7 DE MARZO, DE EDUCACI&#xD3;N DE EXTREMADURA&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-left:35.4pt;"&gt;Si queremos cumplir con el OBS 4 de la Agenda 2030, que hace referencia a poder garantizar una educaci&#xF3;n inclusiva, equitativa y de calidad, as&#xED; como promover oportunidades de aprendizaje durante toda la vida para todos, la financiaci&#xF3;n del sistema educativo deber&#xE1; hacerse eco de ello valorando la necesidad de contar con los profesionales necesarios.&lt;/p&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p style="margin-left:35.4pt;"&gt;La Disposici&#xF3;n adicional cuarta (Financiaci&#xF3;n) de la Ley 4/2011, de 7 de marzo, de educaci&#xF3;n de Extremadura establece que &#x201C;la Comunidad Aut&#xF3;noma de Extremadura destinar&#xE1; al servicio p&#xFA;blico educativo una cuant&#xED;a econ&#xF3;mica anual no inferior al seis por ciento del Producto Interior Bruto regional y que represente, al menos, el veinte por ciento del importe total de los Presupuestos Generales para la Comunidad Aut&#xF3;noma de Extremadura&#x201D;. Consideramos que no se cumple el requisito del veinte por ciento y lo solicitamos.&lt;/p&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;strong&gt;- PARA LA MEJORA DE LAS CONDICIONES LABORALES Y ECON&#xD3;MICAS DEL PERSONAL DOCENTE&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;strong&gt;&lt;em&gt;Proponemos:&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p style="margin-left:35.4pt;"&gt;A)&amp;nbsp;&lt;strong&gt;DEROGACI&#xD3;N DEL DECRETO DE LOS 280 D&#xCD;AS PARA EL COBRO INTERINOS&lt;/strong&gt;. DEROGACI&#xD3;N DEL DECRETO 122/2012, DE 29 DE JUNIO, POR EL QUE SE REGULA EL R&#xC9;GIMEN APLICABLE AL PROFESORADO INTERINO PERTENECIENTE A LOS CUERPOS DOCENTES NO UNIVERSITARIOS DE LA COMUNIDAD AUT&#xD3;NOMA DE EXTREMADURA,&amp;nbsp;&amp;nbsp; QUE&amp;nbsp;&amp;nbsp; NO&amp;nbsp;&amp;nbsp; PRESTEN&amp;nbsp;&amp;nbsp; SERVICIOS&amp;nbsp;&amp;nbsp; DURANTE&amp;nbsp;&amp;nbsp; LA&amp;nbsp;&amp;nbsp; TOTALIDAD&amp;nbsp;&amp;nbsp; DEL&amp;nbsp;&amp;nbsp; CURSO&amp;nbsp;&amp;nbsp; ESCOLAR:&lt;/p&gt;&#xD;
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&lt;p&gt;Sustituy&#xE9;ndolo por la vuelta a los 165 d&#xED;as o 5,5 meses para el cobro del verano.&lt;/p&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p&gt;B)&amp;nbsp;&lt;strong&gt;REDUCCI&#xD3;N DE LA RATIO QUE AUMENTA EL TIEMPO DE ATENCI&#xD3;N Y DEDICACI&#xD3;N A CADA ALUMNO, MEJORA LOS RESULTADOS Y REDUCE EL ABANDONO ESCOLAR.&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p&gt;C)&amp;nbsp;&lt;strong&gt;PARA LA REDUCCI&#xD3;N DE LAS HORAS LECTIVAS DEL PERSONAL DOCENTE EN TODOS LOS NIVELES Y LA REDUCCI&#xD3;N DE JORNADA LECTIVA A MAYORES DE 55 A&#xD1;OS.&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p&gt;D)&amp;nbsp;&lt;strong&gt;CUMPLIMIENTO DEL ACUERDO SOBRE ITINERANCIAS.&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;En dicho Acuerdo se disponen compensaciones por da&#xF1;os derivados de accidente, ayudas para la adquisici&#xF3;n y aseguramiento de los veh&#xED;culos destinados a la itinerancia, puestos de dif&#xED;cil desempe&#xF1;o, etc&#x2026;&lt;/p&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p&gt;E)&amp;nbsp;&lt;strong&gt;CONVOCATORIA DE LAS OPOSICIONES A CATEDR&#xC1;TICOS.&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-left:35.4pt;"&gt;Estas oposiciones no se convocan en Extremadura desde 1997, antes de las transferencias educativas, coartando la posibilidad de promoci&#xF3;n del docente extreme&#xF1;o, a diferencia del resto de comunidades aut&#xF3;nomas.&lt;/p&gt;&#xD;
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&lt;p style="margin-left:35.4pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p&gt;-&amp;nbsp;&lt;strong&gt;DIGNIFICACI&#xD3;N DEL TRABAJADOR Y DEL TRABAJO.&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p&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; Dignificaci&#xF3;n de la labor docente.&lt;/p&gt;&#xD;
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