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<rss version="2.0"><channel><title>Andaluc&#xED;a - Ense&#xF1;anza</title><description>Andaluc&#xED;a - Ense&#xF1;anza</description><language>es</language><link>https://www.csif.es/es/portada/andaluciaensenanza/categoria/otrosconcursosymovilidad</link><lastBuildDate>Thu, 16 Apr 26 18:39:45 CEST</lastBuildDate><item><guid isPermalink="true">https://www.csif.es/es/noticia/portada/andaluciaensenanza/articulo/49109</guid><title>Concurso de m&#xE9;ritos para la selecci&#xF3;n de directores de las residencias escolares</title><pubDate>Mon, 25 Mar 24 08:58:00 CET</pubDate><link>https://www.csif.es/es/noticia/portada/andaluciaensenanza/articulo/49109</link><dc:creator xmlns:dc="dc">manuel-jesus.romero.duenas</dc:creator><dcterms:alternative xmlns:dcterms="dcterms">Relaci&#xF3;n definitiva de admitidos y excluidos</dcterms:alternative><description>Relaci&#xF3;n definitiva de admitidos y excluidos</description><category>Concursos y movilidad</category><category>Otros Concursos y Movilidad</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/banners-web-1400-x-460-px-1711358400.png" type="image/png" medium="image"><media:credit/><media:title>Andaluc&#xED;a - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p&gt;&lt;span style="color:#00814a;"&gt;&lt;strong&gt;&lt;span style="font-size:18px;"&gt;Resoluciones de nombramiento de las personas seleccionadas en el procedimiento de selecci&amp;oacute;n de directoras y directores de las Residencias Escolares&lt;strong&gt;. &lt;/strong&gt;Convocatoria 2024&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span style="font-size:18px;"&gt;&lt;strong&gt;Almer&amp;iacute;a&lt;/strong&gt; - Residencia Escolar Carmen de Burgos - 18/06/2024 - &lt;a href="https://www.juntadeandalucia.es/educacion/portals/delegate/content/5b71cdec-8af5-4001-abd7-845f1825b4a5/Resolucion%20de%2018%20de%20junio%20de%202024%20Delegaci%C3%B3n%20Territorial%20Almeria" target="_blank"&gt;Resoluci&amp;oacute;n nombramiento&lt;/a&gt;&lt;br /&gt;&#xD;
&lt;strong&gt;C&amp;oacute;rdoba&lt;/strong&gt; - Residencia Escolar&amp;nbsp;Miguel &amp;Aacute;lvarez de Sotomayor (Lucena) - 18/06/2024 - &lt;a href="https://www.juntadeandalucia.es/educacion/portals/delegate/content/c75b6f9c-6bab-449e-a3d7-a933d74f97fd/Resoluci%C3%B3n%20Nombramiento" target="_blank"&gt;Resoluci&amp;oacute;n nombramiento&lt;/a&gt;&lt;br /&gt;&#xD;
&lt;strong&gt;C&amp;oacute;rdoba&lt;/strong&gt; - Residencia Escolar&amp;nbsp;Ascensi&amp;oacute;n del Prado de la localidad (Baena)&lt;/span&gt;&lt;span style="font-size:18px;"&gt; - 18/06/2024 - &lt;a href="https://www.juntadeandalucia.es/educacion/portals/delegate/content/9dc24cde-f64c-493e-883c-df3a717a8d8c/Resoluci%C3%B3n%20Nombramiento" target="_blank"&gt;Resoluci&amp;oacute;n nombramiento&lt;/a&gt;&lt;br /&gt;&#xD;
&lt;strong&gt;Granada&lt;/strong&gt; - Residencia Escolar Loja - 18/06/2024 - &lt;a href="https://www.juntadeandalucia.es/educacion/portals/delegate/content/ceda2bdb-0baf-43e3-932c-b4b24be1d3cb/Resoluci%C3%B3n%20nombramiento%20director%20RREE%20Loja%202024" target="_blank"&gt;Resoluci&amp;oacute;n nombramiento&lt;/a&gt;&lt;br /&gt;&#xD;
&lt;strong&gt;Granada&lt;/strong&gt; - Residencia Escolar Baza - 18/06/2024 - &lt;a href="https://www.juntadeandalucia.es/educacion/portals/delegate/content/7bcf17a6-0bed-4849-9415-f5cadd03e561/Resoluci%C3%B3n%20nombramiento%20directora%20RREE%20Baza%202024" target="_blank"&gt;Resoluci&amp;oacute;n nombramiento&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span style="color:#00814a;"&gt;&lt;strong&gt;&lt;span style="font-size:18px;"&gt;Relaci&amp;oacute;n definitiva de las candidaturas valoradas en el procedimiento. Convocatoria 2024&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span style="font-size:18px;"&gt;&lt;strong&gt;Almer&amp;iacute;a&lt;/strong&gt; - 13/06/2024 - &lt;a href="https://www.juntadeandalucia.es/educacion/portals/delegate/content/49d57425-ecb3-4660-a5ed-90933421baee/Relaci%C3%B3n%20definitiva%20de%20candidaturas%20valoradas%20en%20el%20concurso%20de%20m%C3%A9ritos%20para%20la%20selecci%C3%B3n%20y%20nombramiento%20de%20director/directora%20en%20la%20Residencia%20Escolar%20Carmen%20de%20Burgos%20de%20Almeria" target="_blank"&gt;Relaci&amp;oacute;n definitiva de admitidos y excluidos&lt;/a&gt;&lt;br /&gt;&#xD;
&lt;strong&gt;C&amp;oacute;rdoba&lt;/strong&gt; - 13/06/2024 - &lt;a href="https://www.juntadeandalucia.es/educacion/portals/delegate/content/481fab6d-f57b-4acd-9750-83105104874a/Archivo" target="_blank"&gt;Relaci&amp;oacute;n definitiva de admitidos y excluidos&lt;/a&gt;&lt;br /&gt;&#xD;
&lt;strong&gt;Granada&lt;/strong&gt; - 13/06/2024 - &lt;a href="https://www.juntadeandalucia.es/educacion/portals/delegate/content/ca186779-0de2-4f25-a574-6fdf7a8aee78/Relaci%C3%B3n%20Definitiva%20Candidaturas%20Valoradas%20RREE%202024_" target="_blank"&gt;Relaci&amp;oacute;n definitiva de admitidos y excluidos&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span style="color:#00814a;"&gt;&lt;span style="font-size:18px;"&gt;&lt;strong&gt;Relaci&amp;oacute;n definitiva de las candidaturas admitidas y excluidas en el procedimiento. Convocatoria 2024&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span style="font-size:18px;"&gt;&lt;strong&gt;Almer&amp;iacute;a&lt;/strong&gt; - 16/05/2024 - &lt;a href="https://www.juntadeandalucia.es/educacion/portals/delegate/content/752dff0e-71a6-48ee-8c1c-42529da26682/Relaci%C3%B3n%20definitiva%20admitidos%20y%20excluidos%20en%20selecci%C3%B3n%20Director%20o%20Directora%20de%20Residencias%20Escolares%202024" target="_blank"&gt;Relaci&amp;oacute;n definitiva de admitidos y excluidos&lt;/a&gt;&lt;br /&gt;&#xD;
&lt;strong&gt;C&amp;oacute;rdoba&lt;/strong&gt; - 16/05/2024 - &lt;a href="https://www.juntadeandalucia.es/educacion/portals/delegate/content/8acba462-70a2-4c4c-8410-51c715ba9a5e/Relaci%C3%B3n%20definitiva" target="_blank"&gt;Relaci&amp;oacute;n definitiva de admitidos y excluidos&lt;/a&gt;&lt;br /&gt;&#xD;
&lt;strong&gt;Granada&lt;/strong&gt; -&amp;nbsp;16/05/2024 -&amp;nbsp;&lt;a href="https://www.juntadeandalucia.es/educacion/portals/delegate/content/5642ebf6-6c88-4693-a9e1-7f992cec5c75/Resoluci%C3%B3n%20Definitiva%20Direcci%C3%B3n%20RREE%202024" target="_blank"&gt;Relaci&amp;oacute;n definitiva de admitidos y excluidos&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;br /&gt;&#xD;
&lt;span style="color:#00814a;"&gt;&lt;span style="font-size:18px;"&gt;&lt;strong&gt;Relaci&amp;oacute;n provisional de las candidaturas admitidas y excluidas en el procedimiento&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span style="font-size:18px;"&gt;&lt;strong&gt;Almer&amp;iacute;a&lt;/strong&gt; - 22/04/2024 - &lt;a href="https://www.juntadeandalucia.es/educacion/portals/delegate/content/87355bef-f72c-4396-a3bc-fe328488b2e3/Relaci%C3%B3n%20Provisional%20candidaturas%20admitidas%20y%20excluidas" target="_blank"&gt;Listados provisionales&lt;/a&gt;&lt;br /&gt;&#xD;
Alegaciones: Entre el&amp;nbsp;23 de abril al 7 de mayo a trav&amp;eacute;s del portal docente.&lt;br /&gt;&#xD;
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&lt;strong&gt;C&amp;oacute;rdoba&lt;/strong&gt; - 22/04/2024 - &lt;a href="https://www.juntadeandalucia.es/educacion/portals/delegate/content/c949eeac-2602-42f7-b08d-fbf4efac6b56/Relacion%20provisional%20candidaturas%20admitidas%20y%20excluidas" target="_blank"&gt;Listados provisionales&lt;/a&gt;&lt;br /&gt;&#xD;
Alegaciones: Entre el&amp;nbsp;23 de abril al 7 de mayo a trav&amp;eacute;s del portal docente.&lt;br /&gt;&#xD;
&lt;br /&gt;&#xD;
&lt;strong&gt;Granada&lt;/strong&gt; -&amp;nbsp;22/04/2024 -&amp;nbsp;&lt;a href="https://www.juntadeandalucia.es/educacion/portals/delegate/content/e58ddda1-c85f-4d78-888e-4581c59d09fc/Resoluci%C3%B3n%20provisional%20Direccci%C3%B3n%20RREE%202024" target="_blank"&gt;Listados provisionales&lt;/a&gt;.&amp;nbsp;&lt;br /&gt;&#xD;
Alegaciones: Entre el&amp;nbsp;23 de abril al 7 de mayo a trav&amp;eacute;s del portal docente.&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span style="color:#00814a;"&gt;&lt;strong&gt;&lt;span style="font-size:18px;"&gt;25/03/2024 - Publicaci&amp;oacute;n en BOJA&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span style="font-size:18px;"&gt;Publicada en BOJA la&amp;nbsp;Resoluci&amp;oacute;n de 15 de marzo de 2024 por la que se hace p&amp;uacute;blica la relaci&amp;oacute;n de Residencias Escolares de titularidad de la Administraci&amp;oacute;n de la Junta de Andaluc&amp;iacute;a &lt;strong&gt;en las que se va a llevar a cabo el procedimiento de selecci&amp;oacute;n de directoras y directores,&lt;/strong&gt; as&amp;iacute; como el calendario de dicho procedimiento.&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span style="font-size:18px;"&gt;El procedimiento se realizar&amp;aacute; mediante concurso de m&amp;eacute;ritos para la selecci&amp;oacute;n y nombramiento de directoras y directores de las residencias escolares de Andaluc&amp;iacute;a seg&amp;uacute;n el procedimiento establecido en la Orden de 23 de abril de 2013, con las modificaciones introducidas por la Orden de 31 de julio de 2014.&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span style="font-size:18px;"&gt;Podr&amp;aacute; presentar solicitud de participaci&amp;oacute;n en la convocatoria, el personal funcionario de carrera en servicio activo, perteneciente a los cuerpos de la funci&amp;oacute;n p&amp;uacute;blica docente, &lt;strong&gt;con al menos cinco a&amp;ntilde;os de antig&amp;uuml;edad en dichos cuerpos&lt;/strong&gt;.&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span style="font-size:18px;"&gt;&lt;strong&gt;Solicitudes:&amp;nbsp;&lt;/strong&gt;El personal aspirante deber&amp;aacute; cumplimentar la solicitud a trav&amp;eacute;s del &lt;a href="https://www.juntadeandalucia.es/educacion/portaldocente/" target="_blank"&gt;&lt;strong&gt;portal docente&lt;/strong&gt;&lt;/a&gt;&amp;nbsp;de la Consejer&amp;iacute;a de Desarrollo Educativo y Formaci&amp;oacute;n Profesional utilizando certificado electr&amp;oacute;nico y la Tarjeta DIPA.&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span style="font-size:18px;"&gt;&lt;strong&gt;Plazo de presentaci&amp;oacute;n:&lt;/strong&gt; Desde el 1 al 12 de abril&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;a href="https://www.juntadeandalucia.es/eboja/2024/59/BOJA24-059-00004-42168-01_00299010.pdf" target="_blank"&gt;&lt;span style="font-size:18px;"&gt;Resoluci&amp;oacute;n de la convocatoria&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span style="font-size:18px;"&gt;Relaci&amp;oacute;n de centros donde se convoca concurso de m&amp;eacute;ritos para la selecci&amp;oacute;n y nombramiento de directoras y directores de las residencias escolares de Andaluc&amp;iacute;a&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;img alt="" src="https://www.csif.es/uploads/articulo/imagenesTexto/66013fa9c2ae0.png" style="width: 477px; height: 112px;" /&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span style="font-size:18px;"&gt;Calendario de procedimientos del concurso de m&amp;eacute;ritos para la selecci&amp;oacute;n de directoras y directores de las residencias escolares de Andaluc&amp;iacute;a&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;img alt="" src="https://www.csif.es/uploads/articulo/imagenesTexto/66013fdda7c1a.png" style="width: 658px; height: 163px;" /&gt;&lt;/p&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/es/noticia/portada/andaluciaensenanza/articulo/47940</guid><title>Puestos Espec&#xED;ficos - Novedades</title><pubDate>Tue, 05 Mar 24 11:52:00 CET</pubDate><link>https://www.csif.es/es/noticia/portada/andaluciaensenanza/articulo/47940</link><dc:creator xmlns:dc="dc">alberto.adones.aranda</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Concursos y movilidad</category><category>Otros Concursos y Movilidad</category><category>Convocatorias</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/puestos-especificos-1400-x-460-px-1709641615.png" type="image/png" medium="image"><media:credit/><media:title>Andaluc&#xED;a - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;h1 class="rtejustify" style="font-weight: normal; font-size: 18px; text-align: justify;"&gt;&lt;span style="font-size: 18px;"&gt;Debido a las novedades relacionadas con diversos puestos espec&amp;iacute;ficos y su oferta en cobertura ordinaria, desde CSIF-A Educaci&amp;oacute;n&amp;nbsp; hemos desarrollado unas Preguntas Frecuentes que pueden ayudar a aclarar ciertas dudas&amp;nbsp; trasladadas por&amp;nbsp; nuestros afiliados y simpatizantes.&lt;/span&gt;&lt;/h1&gt;&#xD;
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&lt;p style="text-align: justify;"&gt;&lt;strong&gt;&lt;span style="font-size: 18px;"&gt;&amp;iquest;Qui&amp;eacute;n publica las convocatorias de puestos espec&amp;iacute;ficos?&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 18px;"&gt;Las Delegaciones Territoriales de Educaci&amp;oacute;n, como siempre ha sido.&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align: justify;"&gt;&lt;strong&gt;&lt;span style="font-size: 18px;"&gt;&amp;iquest;Cu&amp;aacute;ndo saldr&amp;aacute;n las convocatorias?&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 18px;"&gt;Previsiblemente, entre el 5 y el 8 de marzo de 2024&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align: justify;"&gt;&lt;strong&gt;&lt;span style="font-size: 18px;"&gt;Pertenezco ya a un listado territorial, o varios, de personal aspirante a una vacante/sustituci&amp;oacute;n en un puesto espec&amp;iacute;fico, &amp;iquest;tengo que participar en la convocatoria de 2024?&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 18px;"&gt;S&amp;iacute;, siempre que quieras seguir perteneciendo a ese listado.&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 18px;"&gt;Aquellas personas que ocupan actualmente una vacante en estos puestos, independientemente de que soliciten m&amp;aacute;s adelante la continuidad para el curso 2024 &amp;ndash; 2025, tambi&amp;eacute;n tendr&amp;aacute;n que participar en las convocatorias para seguir estando en esas listas ya que los listados actuales se van a eliminar, y se tendr&amp;aacute;n en cuenta estos nuevos para todos los puestos susceptibles de ser ocupados a partir del curso que viene.&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align: justify;"&gt;&lt;strong&gt;&lt;span style="font-size: 18px;"&gt;&amp;iquest;Puedo solicitar la continuidad para seguir el curso 2024 &amp;ndash; 2025 en mi puesto espec&amp;iacute;fico?&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 18px;"&gt;Si el puesto espec&amp;iacute;fico que vienes ocupando contin&amp;uacute;a perteneciendo a la oferta de las Delegaciones Territoriales s&amp;iacute; puedes solicitarla pero si pasa a cobertura ordinaria (puestos espec&amp;iacute;ficos ofertados en colocaci&amp;oacute;n de efectivos) no tienes posibilidad de pedir la continuidad en el mismo. &lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 18px;"&gt;La fecha para solicitar la continuidad est&amp;aacute; por determinar. Debes pedir la continuidad si quieres seguir en el puesto espec&amp;iacute;fico para el curso pr&amp;oacute;ximo y as&amp;iacute; cada a&amp;ntilde;o, siempre que no cambie la forma de cobertura del mismo. &lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 18px;"&gt;&lt;strong&gt;IMPORTANTE,&lt;/strong&gt; si quieres poder optar a los puestos espec&amp;iacute;ficos convocados por la Delegaciones Territoriales, es imprescindible que vuelvas a participar en las convocatorias que se van a publicar.&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align: justify;"&gt;&lt;strong&gt;&lt;span style="font-size: 18px;"&gt;&amp;iquest;Qui&amp;eacute;nes tendr&amp;aacute;n acceso a los puestos espec&amp;iacute;ficos que pertenec&amp;iacute;an a las Delegaciones Territoriales y que este curso pasan a cobertura ordinaria?&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 18px;"&gt;Cualquier persona que cumpla los requisitos que se establezcan para el mismo en el anexo VI de la colocaci&amp;oacute;n de efectivos. Es necesario indicar que la negociaci&amp;oacute;n de los mismos se realizar&amp;aacute; cuando se aborde en la Mesa Sectorial de Educaci&amp;oacute;n la convocatoria de colocaci&amp;oacute;n de efectivos.&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 18px;"&gt;&lt;strong&gt;Si soy interino,&amp;nbsp; en bolsa biling&amp;uuml;e, &amp;iquest;Puedo presentar una solicitud al puesto correspondiente de mi especialidad de referencia?&lt;/strong&gt;&lt;br /&gt;&#xD;
Efectivamente, puedes presentarla&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 18px;"&gt;&lt;strong&gt;&amp;iquest;D&amp;oacute;nde puede obtener informaci&amp;oacute;n de los puestos espec&amp;iacute;ficos que se publican?&lt;/strong&gt;&lt;br /&gt;&#xD;
Puedes seguir todas las novedades relacionadas con puestos espec&amp;iacute;ficos en nuestra web&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p style="text-align:center;font-size: 18px;"&gt;&lt;a href="https://www.csif.es/es/articulo/andalucia/educacion/31559"&gt;&lt;img alt="" src="https://www.csif.es/uploads/articulo/imagenesTexto/65e7138b32af2.png" style="width: 700px; height: 230px;" /&gt;&lt;/a&gt;&lt;/p&gt;&#xD;
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&lt;p style="font-size: 18px;"&gt;Si tienes dudas, CSIF es tu sindicato y puedes contar con nosotros por &lt;a href="https://www.csif.es/es/directorio/andalucia/educacion" target="_blank"&gt;nuestros cauces habituales&lt;/a&gt; y estar informado en nuetras redes sociales.&lt;/p&gt;&#xD;
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&lt;p style="text-align: center;"&gt;&lt;span style="font-size: 18px;"&gt;&lt;a href="https://www.csif.es/contenido/andalucia/educacion/339205" target="_blank"&gt;&lt;img alt="" src="https://www.csif.es/uploads/articulo/imagenesTexto/65e71160c6851.png" style="width: 800px; height: 260px;" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;h2 class="rtejustify" style="font-weight: normal; font-size: 18px;"&gt;&amp;nbsp;&lt;/h2&gt;&#xD;
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&lt;h1 class="rtejustify" style="font-weight: normal; color: White; font-size: 1px;"&gt;(TEXTO&amp;nbsp;A&amp;nbsp;PONER)&lt;/h1&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/es/noticia/portada/andaluciaensenanza/articulo/20108</guid><title>Web de ayuda en la solicitud del Sexenio de Investigaci&#xF3;n 2022</title><pubDate>Fri, 27 Jan 23 08:05:18 CET</pubDate><link>https://www.csif.es/es/noticia/portada/andaluciaensenanza/articulo/20108</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Concursos y movilidad</category><category>Otros Concursos y Movilidad</category><category>Convocatorias</category><category>Empleo</category><category>Otros Empleo</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Personal de Universidad</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c738089b2cb.png" type="image/png" medium="image"><media:credit/><media:title>Andaluc&#xED;a - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;section id="h.INITIAL_GRID.e0oc2t5v3az9"&gt;&#xD;
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&lt;h1 dir="ltr"&gt;&lt;strong&gt;CSIF - SEXENIO DE INVESTIGACI&#xD3;N 2022&lt;/strong&gt;&lt;/h1&gt;&#xD;
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&lt;p&gt;&lt;u&gt;&lt;strong&gt;TUTORIAL 1 -&amp;nbsp;&lt;strong style="text-align: center;"&gt;Aspectos generales de&amp;nbsp;la convocatoria de sexenios&lt;/strong&gt;&lt;/strong&gt;&lt;/u&gt;&lt;/p&gt;&#xD;
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&lt;video class="media-element file-default" controls="controls" data-fid="714695" data-media-element="1"&gt;&lt;source src="https://www.youtube.com/watch?v=F32G77RpRYs" type="video/youtube" /&gt;&lt;/video&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;ul style="text-align: center;"&gt;&#xD;
	&lt;li class="rteleft"&gt;Introducci&#xF3;n -- desde el inicio a 2:26&lt;/li&gt;&#xD;
	&lt;li class="rteleft"&gt;Normativa de aplicaci&#xF3;n -- desde 2:27 a 5:10&lt;/li&gt;&#xD;
	&lt;li class="rteleft"&gt;&#xBF;Qui&#xE9;n puede presentarse? -- desde 5:11 a 9:37&lt;/li&gt;&#xD;
	&lt;li class="rteleft"&gt;Presentaci&#xF3;n de solicitudes -- desde 9:38 a 10:56&lt;/li&gt;&#xD;
	&lt;li class="rteleft"&gt;Documentaci&#xF3;n necesaria -- desde 10:57 a 18:30&lt;/li&gt;&#xD;
	&lt;li class="rteleft"&gt;Consideraciones&amp;nbsp;finales -- desde 18:31 a 25:16&lt;/li&gt;&#xD;
	&lt;li class="rteleft"&gt;Web de&amp;nbsp;CSIF&amp;nbsp;para el sexenio -- desde 25:17 al final&amp;nbsp;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
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&lt;p&gt;&lt;u&gt;&lt;strong&gt;TUTORIAL 2 -&amp;nbsp;&lt;/strong&gt;&lt;strong style="text-align: center;"&gt;C&#xF3;mo cumplimentar la solicitud&lt;/strong&gt;&lt;/u&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;mediawrapper data=""&gt;&#xD;
&lt;video class="media-element file-default" controls="controls" data-fid="715326" data-media-element="1"&gt;&lt;source src="https://www.youtube.com/watch?v=oMhZdqHC4Do" type="video/youtube" /&gt;&lt;/video&gt;&#xD;
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&lt;ul&gt;&#xD;
	&lt;li&gt;Introducci&#xF3;n -- desde el inicio a 1:19&lt;/li&gt;&#xD;
	&lt;li&gt;Presentaci&#xF3;n&amp;nbsp;solicitudes -- desde 1:20 a 23:39&lt;/li&gt;&#xD;
	&lt;li&gt;Web de&amp;nbsp;CSIF&amp;nbsp;para el sexenio -- desde 23:40 al final&amp;nbsp;&lt;/li&gt;&#xD;
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&lt;p&gt;&lt;strong style="text-align: center;"&gt;TUTORIAL&amp;nbsp;3 -&amp;nbsp;Casos pr&#xE1;cticos en la solicitud de sexenios&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;video class="media-element file-default" controls="controls" data-fid="715869" data-media-element="1"&gt;&lt;source src="https://www.youtube.com/watch?v=KZqqDdP59R0" type="video/youtube" /&gt;&lt;/video&gt;&#xD;
&lt;/mediawrapper&gt;&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;ul&gt;&#xD;
	&lt;li&gt;Introducci&#xF3;n -- desde el inicio a 2:38&lt;/li&gt;&#xD;
	&lt;li&gt;Generalidades sobre sexenios -- desde 2:39 a 5:16&lt;/li&gt;&#xD;
	&lt;li&gt;Contribuciones y puntuaci&#xF3;n -- desde 5:17 a 8:10&lt;/li&gt;&#xD;
	&lt;li&gt;5 aportaciones vs tramo de 6 a&#xF1;os -- desde 8:11 a 9:55&lt;/li&gt;&#xD;
	&lt;li&gt;Particularidades 12 solicitud -- desde 9:56 a 12:12&lt;/li&gt;&#xD;
	&lt;li&gt;Ejemplos de configuraci&#xF3;n de tramos -- desde 12:13 a 18:11&lt;/li&gt;&#xD;
	&lt;li&gt;Solicitud futura despu&#xE9;s de este a&#xF1;o -- desde 18:12 a 22:02&lt;/li&gt;&#xD;
	&lt;li&gt;Consideraciones adicionales -- desde 22:03 a 24:56&lt;/li&gt;&#xD;
	&lt;li&gt;Web de&amp;nbsp;CSIF&amp;nbsp;para el sexenio 2022 -- desde 24:57 al final&amp;nbsp;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
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&lt;hr /&gt;&#xD;
&lt;p&gt;&lt;strong&gt;NORMATIVA&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p dir="ltr"&gt;Resoluci&#xF3;n de 23 de diciembre de 2022, por la que se aprueba la convocatoria de evaluaci&#xF3;n de la actividad investigadora.&lt;/p&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;a href="https://www.google.com/url?q=https%3A%2F%2Fwww.boe.es%2Fdiario_boe%2Ftxt.php%3Fid%3DBOE-A-2023-351&amp;amp;sa=D&amp;amp;sntz=1&amp;amp;usg=AOvVaw0BLQlOQo-q-R44VyVy1SAT" target="_blank"&gt;https://www.boe.es/diario_boe/txt.php?id=BOE-A-2023-351&lt;/a&gt;&lt;/p&gt;&#xD;
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&lt;p dir="ltr"&gt;Resoluci&#xF3;n de 21 de noviembre de 2022, por la que se publican los criterios espec&#xED;ficos aprobados para cada uno de los campos de evaluaci&#xF3;n.&lt;/p&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;a href="https://www.google.com/url?q=https%3A%2F%2Fwww.boe.es%2Fdiario_boe%2Ftxt.php%3Fid%3DBOE-A-2022-21729&amp;amp;sa=D&amp;amp;sntz=1&amp;amp;usg=AOvVaw0PpeEfpWw_rasdq26cqIH9" target="_blank"&gt;https://www.boe.es/diario_boe/txt.php?id=BOE-A-2022-21729&lt;/a&gt;&lt;/p&gt;&#xD;
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&lt;p dir="ltr"&gt;Desarrollo de&amp;nbsp;los criterios espec&#xED;ficos aprobados para cada uno de los campos de evaluaci&#xF3;n.&lt;/p&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;a href="https://www.google.com/url?q=https%3A%2F%2Fwww.aneca.es%2Forientaciones-para-los-baremos-de-los-criterios-de-la-evaluaci%25C3%25B3n-de-sexenios-en-la-convocatoria-2022&amp;amp;sa=D&amp;amp;sntz=1&amp;amp;usg=AOvVaw3v-nlx71juSiw1PwtAv5C8" target="_blank"&gt;https://www.aneca.es/orientaciones-para-los-baremos-de-los-criterios-de-la-evaluaci%C3%B3n-de-sexenios-en-la-convocatoria-2022&lt;/a&gt;&lt;/p&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;a aria-describedby="h.f5o1kweaqthw_l" aria-label="Copiar el v&#xED;nculo del encabezado" href="https://sites.google.com/view/csifsexenioinvestigacion2022/normativa?authuser=0#h.f5o1kweaqthw" jsname="hiK3ld" role="button"&gt;&lt;span jsslot=""&gt;&lt;svg fill="currentColor" focusable="false" height="22px" viewbox="0 0 24 24" width="22px"&gt;&lt;path d="M0 0h24v24H0z" fill="none"&gt;&lt;/path&gt;&lt;path d="M3.9 12c0-1.71 1.39-3.1 3.1-3.1h4V7H7c-2.76 0-5 2.24-5 5s2.24 5 5 5h4v-1.9H7c-1.71 0-3.1-1.39-3.1-3.1zM8 13h8v-2H8v2zm9-6h-4v1.9h4c1.71 0 3.1 1.39 3.1 3.1s-1.39 3.1-3.1 3.1h-4V17h4c2.76 0 5-2.24 5-5s-2.24-5-5-5z"&gt;&lt;/path&gt;&lt;/svg&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;&#xD;
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&lt;div jsaction="zXBUYb:zTPCnb;zQF9Uc:Qxe3nd;" jscontroller="sGwD4d" jsname="F57UId"&gt;&#xD;
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&lt;div id="h.9e6257ba486c4a1_3"&gt;&#xD;
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&lt;div jsaction="touchstart:UrsOsc; click:KjsqPd; focusout:QZoaZ; mouseover:y0pDld; mouseout:dq0hvd;fv1Rjc:jbFSOd;CrfLRd:SzACGe;" jscontroller="Ae65rd"&gt;Resoluci&#xF3;n de 22 de diciembre de 2022, por la que se nombran miembros de Comit&#xE9;s Asesores de la Comisi&#xF3;n Nacional Evaluadora de la Actividad Investigadora as&#xED; como especialistas.&lt;/div&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;a href="https://www.google.com/url?q=https%3A%2F%2Fwww.boe.es%2Fdiario_boe%2Ftxt.php%3Fid%3DBOE-A-2023-9&amp;amp;sa=D&amp;amp;sntz=1&amp;amp;usg=AOvVaw0w7rQ98UKpcDVuUuAgo1R0" target="_blank"&gt;https://www.boe.es/diario_boe/txt.php?id=BOE-A-2023-9&lt;/a&gt;&lt;/p&gt;&#xD;
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&lt;div&gt;Enlace a la aplicaci&#xF3;n inform&#xE1;tica para la solicitud de sexenios.&lt;/div&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;a href="https://www.google.com/url?q=https%3A%2F%2Faneca.sede.gob.es%2F&amp;amp;sa=D&amp;amp;sntz=1&amp;amp;usg=AOvVaw3s8rmx2DI9KP8QSZscB2XY" target="_blank"&gt;https://aneca.sede.gob.es/&lt;/a&gt;&lt;/p&gt;&#xD;
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&lt;p dir="ltr"&gt;(Ver el v&#xED;deo-tutorial 2 para saber los pasos a dar una vez identificado)&lt;/p&gt;&#xD;
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&lt;p dir="ltr"&gt;Enlace a la aplicaci&#xF3;n inform&#xE1;tica para la solicitud de convalidaci&#xF3;n de sexenios.&lt;/p&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;a href="https://www.google.com/url?q=https%3A%2F%2Faneca.sede.gob.es%2F&amp;amp;sa=D&amp;amp;sntz=1&amp;amp;usg=AOvVaw3s8rmx2DI9KP8QSZscB2XY" target="_blank"&gt;https://aneca.sede.gob.es/&lt;/a&gt;&lt;/p&gt;&#xD;
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&lt;p dir="ltr"&gt;(Ver el v&#xED;deo-tutorial 2 para saber los pasos a dar una vez identificado)&lt;/p&gt;&#xD;
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&lt;div&gt;Procedimiento para la evaluaci&#xF3;n del profesorado-criterios generales.&amp;nbsp;Orden de 2 de diciembre de 1994 establece el procedimiento para la evaluaci&#xF3;n del profesorado universitario.&lt;/div&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;a href="https://www.google.com/url?q=https%3A%2F%2Fwww.boe.es%2Fbuscar%2Fact.php%3Fid%3DBOE-A-1994-26927&amp;amp;sa=D&amp;amp;sntz=1&amp;amp;usg=AOvVaw3_ax8mOy1h6J_YKD38erwr" target="_blank"&gt;https://www.boe.es/buscar/act.php?id=BOE-A-1994-26927&lt;/a&gt;&lt;/p&gt;&#xD;
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&lt;h1 dir="ltr" id="h.mbce6bp521xd"&gt;&lt;u&gt;&lt;strong&gt;PREGUNTAS FRECUENTES&lt;/strong&gt;&lt;/u&gt;&lt;/h1&gt;&#xD;
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&lt;div&gt;Para una mejor organizaci&#xF3;n, hemos dividido las preguntas frecuentes en dos subapartados:&amp;nbsp;preguntas sobre aspectos generales&amp;nbsp;y&amp;nbsp;preguntas sobre cuestiones m&#xE1;s espec&#xED;ficas.&lt;/div&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;u&gt;&lt;strong&gt;Aspectos generales&lt;/strong&gt;&lt;/u&gt;&lt;/p&gt;&#xD;
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&lt;div&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;: &#xBF;Qu&#xE9; es un&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;tramo&lt;/strong&gt;&lt;strong&gt;&amp;nbsp;de&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;i&lt;/strong&gt;&lt;strong&gt;nvestigaci&#xF3;n?&lt;/strong&gt;&lt;/div&gt;&#xD;
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&lt;p dir="ltr" id="h.pjo55xcqk2jb_l" tabindex="-1"&gt;Es un periodo de 6 a&#xF1;os naturales (de 1 de enero a 31 de diciembre). Para que un a&#xF1;o pueda ser considerado en un tramo de investigaci&#xF3;n, se debe haber tenido un contrato con una Universidad o Centro de Investigaci&#xF3;n durante, al menos, 8 meses. Los a&#xF1;os no tienen porqu&#xE9; ser consecutivos, pero cualquier a&#xF1;o &#x201C;saltado&#x201D; no se podr&#xE1; recuperar en ning&#xFA;n caso.&lt;/p&gt;&#xD;
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&lt;div aria-label="Mostrar" data-tooltip="Mostrar" data-tooltip-horizontal-offset="0" data-tooltip-vertical-offset="-12" jsaction="click:cOuCgd; mousedown:UX7yZ; mouseup:lbsD7e; mouseenter:tfO1Yc; mouseleave:JywGue;touchstart:p6p2H; touchmove:FwuNnf; touchend:yfqBxc(preventMouseEvents=true|preventDefault=true); touchcancel:JMtRjd;focus:AHmuwe; blur:O22p3e; contextmenu:mg9Pef;" jscontroller="VXdfxd" jsshadow="" role="button" tabindex="0"&gt;&#xD;
&lt;div jsname="ksKsZd"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;: &#xBF;&lt;/strong&gt;&lt;strong&gt;Q&lt;/strong&gt;&lt;strong&gt;u&#xE9;&lt;/strong&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;es&lt;/strong&gt;&lt;strong&gt;&amp;nbsp;un&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;s&lt;/strong&gt;&lt;strong&gt;exenio&lt;/strong&gt;&lt;strong&gt; de&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;i&lt;/strong&gt;&lt;strong&gt;nvestigaci&#xF3;n&lt;/strong&gt;&lt;strong&gt;?&lt;/strong&gt;&lt;/div&gt;&#xD;
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&lt;div id="h.51eg2puygzjj"&gt;Un sexenio de investigaci&#xF3;n es el reconocimiento, por parte de la Comisi&#xF3;n Nacional de Evaluaci&#xF3;n de la Actividad Investigadora (CNEAI), de la actividad investigadora de los profesores universitarios y personal investigador de un tramo de investigaci&#xF3;n de 6 a&#xF1;os.&lt;/div&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;: &#xBF;Qui&#xE9;n puede solicitar un&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;s&lt;/strong&gt;&lt;strong&gt;exenio&lt;/strong&gt;&lt;strong&gt; de&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;i&lt;/strong&gt;&lt;strong&gt;nvestigaci&#xF3;n&lt;/strong&gt;&lt;strong&gt;?&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;div id="h.iny49jkd3sxs"&gt;Los profesores funcionarios de carrera (Catedr&#xE1;ticos de Universidad, Titulares de Universidad, Catedr&#xE1;ticos de Escuela Universitaria y Titulares de Escuela Universitaria) y personal investigador funcionario de la Administraci&#xF3;n General del Estado (Profesores de investigaci&#xF3;n, Investigadores cient&#xED;ficos y Cient&#xED;ficos titulares). Adem&#xE1;s, seg&#xFA;n el convenio particular de cada Universidad con ANECA, algunas figuras del profesorado laboral tambi&#xE9;n lo pueden solicitar.&lt;/div&gt;&#xD;
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&lt;div&gt;&lt;strong&gt;Pregunta:&amp;nbsp;Ya soy funcionario. &#xBF;C&#xF3;mo se convalidan los sexenios obtenidos cuando era laboral?&lt;/strong&gt;&lt;/div&gt;&#xD;
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&lt;div&gt;Se realiza a trav&#xE9;s de la sede electr&#xF3;nica en el siguiente enlace:&lt;/div&gt;&#xD;
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&lt;p&gt;https://aneca.sede.gob.es/&lt;/p&gt;&#xD;
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&lt;p&gt;(Ver el v&#xED;deo-tutorial 2 para saber los pasos a dar una vez identificado)&lt;/p&gt;&#xD;
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&lt;p&gt;Adem&#xE1;s, si este a&#xF1;o se cumplen las condiciones para poder solicitar un nuevo sexenio de investigaci&#xF3;n, se tienen que hacer los dos procedimientos (convalidaci&#xF3;n de los antiguos y solicitud del nuevo) a trav&#xE9;s de los correspondientes enlaces a la sede electr&#xF3;nica.&lt;/p&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;&#xBF;Cu&#xE1;ntos sexenios de investigaci&#xF3;n se pueden obtener?&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;div id="h.agcvo15wwift"&gt;Se pueden obtener hasta un m&#xE1;ximo de 6 sexenios de investigaci&#xF3;n.&lt;/div&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;: &#xBF;Cu&#xE1;l es la puntuaci&#xF3;n necesaria para que se conceda un&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;s&lt;/strong&gt;&lt;strong&gt;exenio de&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;i&lt;/strong&gt;&lt;strong&gt;nvestigaci&#xF3;n?&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;div id="h.96cka81pyq9f"&gt;Cada una de las 5 aportaciones se eval&#xFA;an entre 0 y 10 puntos. Para obtener una valoraci&#xF3;n positiva del&amp;nbsp;sexenio de&amp;nbsp;investigaci&#xF3;n, hay que obtener una puntuaci&#xF3;n igual o superior a 30 puntos. En ese caso, la Comisi&#xF3;n de Evaluaci&#xF3;n notificar&#xE1; que se ha concedido el&amp;nbsp;sexenio sin indicar la puntuaci&#xF3;n. En caso de que se deniegue el&amp;nbsp;sexenio, s&#xED; se detallar&#xE1; la puntuaci&#xF3;n obtenida en cada una de las aportaciones.&lt;/div&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;&#xBF;Cu&#xE1;l es el primer a&#xF1;o que se puede incluir en la solicitud de un sexenio de investigaci&#xF3;n?&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;div id="h.ows3i7uq79n3"&gt;El primer a&#xF1;o puede ser el siguiente a&#xF1;o natural a la obtenci&#xF3;n de una Licenciatura o Grado, pero siempre que se haya tenido vinculaci&#xF3;n contractual con una Universidad o Centro de Investigaci&#xF3;n durante al menos 8 meses en ese a&#xF1;o.&lt;/div&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;&#xBF;Las 5 aportaciones incluidas en una solicitud tienen que ser de distintos a&#xF1;os?&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;div id="h.nd73wck6wr5"&gt;No. Las 5 aportaciones tienen que haber sido publicadas en cualquiera de los 6 a&#xF1;os incluidos en el sexenio de investigaci&#xF3;n solicitado, pero pueden haber m&#xE1;s de una aportaci&#xF3;n en un mismo a&#xF1;o. En caso extremo hasta las 5 aportaciones podr&#xED;an ser de un mismo a&#xF1;o. Las dos aportaciones sustitutorias, tambi&#xE9;n deben haberse publicado en alguno de los a&#xF1;os incluidos en la solicitud.&lt;/div&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;&#xBF;Qu&#xE9; informaci&#xF3;n hay que incluir en cada una de las cinco aportaciones?&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;div jsaction="touchstart:UrsOsc; click:KjsqPd; focusout:QZoaZ; mouseover:y0pDld; mouseout:dq0hvd;fv1Rjc:jbFSOd;CrfLRd:SzACGe;" jscontroller="Ae65rd"&gt;&#xD;
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&lt;div aria-describedby="h.vcub0crq3qja_l" aria-disabled="false" aria-hidden="true" aria-label="Copiar el v&#xED;nculo del encabezado" data-tooltip="Copiar el v&#xED;nculo del encabezado" data-tooltip-horizontal-offset="0" data-tooltip-position="top" data-tooltip-vertical-offset="12" jsaction="click:cOuCgd; mousedown:UX7yZ; mouseup:lbsD7e; mouseenter:tfO1Yc; mouseleave:JywGue; focus:AHmuwe; blur:O22p3e; contextmenu:mg9Pef;" jscontroller="mxS5xe" jsshadow="" role="presentation"&gt;&#xD;
&lt;div jsname="ksKsZd"&gt;Cada aportaci&#xF3;n deber&#xE1; incluir los datos que sean necesarios para su localizaci&#xF3;n e identificaci&#xF3;n, el archivo en pdf justificativo de dicha aportaci&#xF3;n y el DOI (en su caso).&lt;/div&gt;&#xD;
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&lt;p dir="ltr"&gt;Las aportaciones presentadas deber&#xE1;n haber sido publicadas en los a&#xF1;os para los que se solicita la evaluaci&#xF3;n. No se tendr&#xE1;n en cuenta publicaciones &#xAB;aceptadas&#xBB; pero no publicadas durante esos a&#xF1;os.&lt;/p&gt;&#xD;
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&lt;p dir="ltr"&gt;En revistas, libros u otras obras que cuenten con edici&#xF3;n digital e impresa, las aportaciones se entender&#xE1;n publicadas solo cuando hayan aparecido en este segundo formato.&lt;/p&gt;&#xD;
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&lt;p dir="ltr"&gt;Si la aportaci&#xF3;n alegada consiste en una patente, se requiere que haya sido &#xAB;concedida&#xBB; en los a&#xF1;os para los que se solicita la evaluaci&#xF3;n. No se tendr&#xE1;n en cuenta patentes &#xAB;presentadas&#xBB; o &#xAB;publicadas&#xBB; pero no concedidas durante esos a&#xF1;os y, en su caso, seg&#xFA;n criterios espec&#xED;ficos de cada campo, en explotaci&#xF3;n. Adem&#xE1;s, se deber&#xE1; incorporar el fichero pdf con la concesi&#xF3;n de la patente.&lt;/p&gt;&#xD;
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&lt;p dir="ltr"&gt;Cada aportaci&#xF3;n ir&#xE1; acompa&#xF1;ada de un &#xAB;breve resumen&#xBB; en castellano, con el m&#xE1;ximo que establece la aplicaci&#xF3;n telem&#xE1;tica, que contenga los objetivos y resultados m&#xE1;s sobresalientes de la investigaci&#xF3;n. Se podr&#xE1;n sustituir los res&#xFA;menes individualizados por uno solo que se refiera a todas ellas.&lt;/p&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Me aceptaron un art&#xED;culo y se public&#xF3; online en 2019, pero la publicaci&#xF3;n en la edici&#xF3;n impresa de la revista fue en 2020. &#xBF;En qu&#xE9; a&#xF1;o se considera esta aportaci&#xF3;n?&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;div id="h.gz8fw0xy3jmi"&gt;2020. El a&#xF1;o que hay que considerar es el a&#xF1;o en el que se publica. Si, como es el caso, la revista tiene versi&#xF3;n online y versi&#xF3;n impresa, el a&#xF1;o debe ser en el que se public&#xF3; en la versi&#xF3;n impresa.&lt;/div&gt;&#xD;
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&lt;section id="h.1d8202b3f84afca5_18"&gt;&#xD;
&lt;div&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;: &#xBF;El profesorado laboral puede solicitar el&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;s&lt;/strong&gt;&lt;strong&gt;exenio&lt;/strong&gt;&lt;strong&gt; de&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;i&lt;/strong&gt;&lt;strong&gt;nvestigaci&#xF3;n&lt;/strong&gt;&lt;strong&gt;?&lt;/strong&gt;&lt;/div&gt;&#xD;
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&lt;div id="h.1d8202b3f84afca5_21"&gt;&#xD;
&lt;div id="h.q4vtys3ziwa0"&gt;Depende del acuerdo/convenio que tenga cada Universidad con la ANECA. Se tiene que consultar dicho acuerdo particular de la Universidad en la que se est&#xE1; contratado. Adem&#xE1;s, es habitual que cada Universidad publique, no solo qui&#xE9;nes pueden solicitarlo, sino tambi&#xE9;n un procedimiento de c&#xF3;mo hacerlo.&lt;/div&gt;&#xD;
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&lt;section id="h.1d8202b3f84afca5_10"&gt;&#xD;
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&lt;section id="h.1d8202b3f84afca5_32"&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;: &#xBF;Se puede incluir en los seis a&#xF1;os de la solicitud alg&#xFA;n a&#xF1;o en el que se ha tenido un contrato a tiempo parcial?&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;div id="h.vpqduahtzdtl"&gt;S&#xED;. La &#xFA;nica condici&#xF3;n exigida para poder incluir un a&#xF1;o en la solicitud es que se haya tenido un contrato durante, al menos, un periodo de 8 meses durante dicho a&#xF1;o natural, independientemente de que sea contrato a tiempo completo o a tiempo parcial. Dicho contrato debe ser con una Universidad o con un Centro de Investigaci&#xF3;n debidamente acreditado.&lt;/div&gt;&#xD;
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&lt;div role="presentation"&gt;&lt;strong&gt;Pregunta:&lt;/strong&gt; &lt;strong&gt;&#xBF;En qu&#xE9; normativa aparece recogido que, para poder incluir un a&#xF1;o en una solicitud de un tramo de investigaci&#xF3;n, es necesario haber tenido una vinculaci&#xF3;n de al menos 8 meses con una Universidad o Centro de Investigaci&#xF3;n?&lt;/strong&gt;&lt;/div&gt;&#xD;
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&lt;div role="presentation"&gt;&#xD;
&lt;p&gt;En las convocatorias que salen cada a&#xF1;o aparecen las caracter&#xED;sticas y procedimiento espec&#xED;ficos para ese a&#xF1;o, pero todo est&#xE1; regulado por el procedimiento general para la evaluaci&#xF3;n de la actividad investigadora de 1994 (https://www.boe.es/buscar/act.php?id=BOE-A-1994-26927). Concretamente, en dicho procedimiento general, en el art&#xED;culo 10 apartado b, aparece recogido ese hecho. Espec&#xED;ficamente:&lt;/p&gt;&#xD;
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&lt;p&gt;&#x201C;b) Por a&#xF1;os se entienden a&#xF1;os naturales completos (del 1 de enero al 31 de diciembre), &#xFA;nicamente las fracciones anuales iguales o superiores a ocho meses se computar&#xE1;n como a&#xF1;o natural.&#x201D;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;strong&gt;Pregunta: &#xBF;Se puede incluir en los seis a&#xF1;os de la solicitud alg&#xFA;n a&#xF1;o en el que se ha tenido un contrato a tiempo parcial?&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;S&#xED;. La &#xFA;nica condici&#xF3;n exigida para poder incluir un a&#xF1;o en la solicitud es que se haya tenido un contrato durante, al menos, un periodo de 8 meses durante dicho a&#xF1;o natural, independientemente de que sea contrato a tiempo completo o a tiempo parcial. Dicho contrato debe ser con una Universidad o con un Centro de Investigaci&#xF3;n debidamente acreditado.&lt;/p&gt;&#xD;
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&lt;section id="h.173c14d7adfa1518_162"&gt;&#xD;
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&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
&lt;div jsaction="zXBUYb:zTPCnb;zQF9Uc:Qxe3nd;" jscontroller="sGwD4d" jsname="F57UId"&gt;&#xD;
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&lt;div id="h.173c14d7adfa1518_165"&gt;&#xD;
&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;: &#xBF;Qu&#xE9; es un&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;s&lt;/strong&gt;&lt;strong&gt;exenio&lt;/strong&gt;&lt;strong&gt; activo y cuando deja de estar activo? &#xBF;Para qu&#xE9; sirve tener&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;s&lt;/strong&gt;&lt;strong&gt;exenio&lt;/strong&gt;&lt;strong&gt; activo?&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;div id="h.xda2vjfuoe0x"&gt;Un&amp;nbsp;sexenio est&#xE1; activo cuando no se est&#xE1; en disposici&#xF3;n de poder solicitar un nuevo&amp;nbsp;sexenio por no haber transcurrido a&#xFA;n seis a&#xF1;os desde el &#xFA;ltimo a&#xF1;o incluido en la evaluaci&#xF3;n del &#xFA;ltimo&amp;nbsp;sexenio concedido. Es decir, el &#xFA;ltimo a&#xF1;o incluido en el &#xFA;ltimo&amp;nbsp;sexenio concedido es posterior a 2016. Por lo tanto, un&amp;nbsp;sexenio (el &#xFA;ltimo siempre) estar&#xE1; activo durante los 6 a&#xF1;os siguientes al &#xFA;ltimo incluido en el &#xFA;ltimo&amp;nbsp;sexenio concedido. Las ventajas principales que se obtienen al tener un&amp;nbsp;sexenio activo estar&#xE1;n recogidas en el POD de cada Universidad, siendo lo m&#xE1;s habitual el poder tener un tope de horas de docencia anuales menor que si no se tiene&amp;nbsp;sexenio activo.&lt;/div&gt;&#xD;
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&lt;div id="h.173c14d7adfa1518_167"&gt;&#xD;
&lt;p dir="ltr"&gt;Desde la convocatoria de&amp;nbsp;hace dos&amp;nbsp;a&#xF1;os, el personal que haya disfrutado o se encuentre disfrutando de permisos de maternidad o paternidad, en situaci&#xF3;n de excedencia para atender el cuidado de hijos, o de otros familiares en primer grado a su cargo, o en excedencia por raz&#xF3;n de violencia de g&#xE9;nero, podr&#xE1; prorrogar el &#xFA;ltimo sexenio vivo: un a&#xF1;o por cada permiso o excedencia que hayan tenido.&lt;/p&gt;&#xD;
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&lt;section id="h.173c14d7adfa1518_148"&gt;&#xD;
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&lt;div role="presentation"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;&#xBF;Cu&#xE1;l es la documentaci&#xF3;n que hay que aportar para la solicitud de un sexenio de investigaci&#xF3;n?&lt;/strong&gt;&lt;/div&gt;&#xD;
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&lt;section id="h.173c14d7adfa1518_142"&gt;&#xD;
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&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
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&lt;div id="h.173c14d7adfa1518_145"&gt;&#xD;
&lt;div id="h.4bisxuj4fwxl"&gt;Se debe aportar la siguiente documentaci&#xF3;n:&lt;/div&gt;&#xD;
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&lt;div id="h.173c14d7adfa1518_147"&gt;&#xD;
&lt;p dir="ltr" style="margin-left:18pt;"&gt;a) Impreso de solicitud generado y firmado por el/la solicitante.&lt;/p&gt;&#xD;
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&lt;p dir="ltr" style="margin-left:18pt;"&gt;b) Curr&#xED;culo que se genera al cumplimentar la solicitud con las cinco aportaciones que la persona interesada quiera someter a evaluaci&#xF3;n.&lt;/p&gt;&#xD;
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&lt;p dir="ltr" style="margin-left:18pt;"&gt;c)&amp;nbsp;&#xAB;Curr&#xED;culum vitae&#xBB;&amp;nbsp;normalizado (se recomienda el modelo de FECYT) que incluya exclusivamente las actividades de investigaci&#xF3;n, desarrollo e innovaci&#xF3;n. Asimismo, se recomienda que se aporte el &#xAB;DOI&#xBB; (digital object identifier) de las publicaciones que dispongan de &#xE9;l.&lt;/p&gt;&#xD;
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&lt;p dir="ltr" style="margin-left:18pt;"&gt;d) Hoja de servicios original actualizada que incluya el per&#xED;odo cuya evaluaci&#xF3;n se solicita, en la que conste el r&#xE9;gimen de dedicaci&#xF3;n de la persona solicitante durante dicho per&#xED;odo. La hoja de servicios deber&#xE1; ser de fecha posterior al 5 de enero de 2023.&lt;/p&gt;&#xD;
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&lt;p dir="ltr" style="margin-left:18pt;"&gt;e) Si la investigaci&#xF3;n se ha realizado en un centro que no figura en la &#xAB;Hoja de servicios&#xBB;, deber&#xE1; adjuntarse una copia de los contratos, nombramientos, credenciales de becaria o becario o documentos fehacientes similares, y que incluyan el periodo de tiempo y el r&#xE9;gimen de dedicaci&#xF3;n. Deber&#xE1; en todo caso tratarse de un centro docente superior o cuya actividad primordial y regular sea la investigaci&#xF3;n.&lt;/p&gt;&#xD;
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&lt;section id="h.173c14d7adfa1518_108"&gt;&#xD;
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&lt;section id="h.173c14d7adfa1518_102"&gt;&#xD;
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&lt;div id="h.173c14d7adfa1518_105"&gt;&#xD;
&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Tengo 6 sexenios de investigaci&#xF3;n. &#xBF;Puedo solicitar un nuevo sexenio de investigaci&#xF3;n?&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;div id="h.gxfl69qa22zc"&gt;Solo se pueden tener un m&#xE1;ximo de 6 sexenios de investigaci&#xF3;n. Ahora bien, es posible renunciar a un sexenio antiguo y, una vez aprobada la renuncia, se puede solicitar un nuevo sexenio (siempre que se est&#xE9; en disposici&#xF3;n de poder solicitar un nuevo tramo de 6 a&#xF1;os). Esto es &#xFA;til en el caso de tener alg&#xFA;n sexenio como Titular para cambiarlo por un sexenio nuevo como Catedr&#xE1;tico de Universidad cuya remuneraci&#xF3;n es algo mayor.&lt;/div&gt;&#xD;
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&lt;div id="h.173c14d7adfa1518_107"&gt;&#xD;
&lt;p dir="ltr"&gt;IMPORTANTE: Si se renuncia a un sexenio y el nuevo solicitado es denegado, EL SEXENIO RENUNCIADO NO SE PUEDE RECUPERAR.&lt;/p&gt;&#xD;
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&lt;section id="h.173c14d7adfa1518_118"&gt;&#xD;
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&lt;div id="h.173c14d7adfa1518_121"&gt;&#xD;
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&lt;div role="presentation"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Tengo 5 sexenios de investigaci&#xF3;n y 1 sexenio de transferencia. &#xBF;Puedo solicitar un sexto sexenio de investigaci&#xF3;n?&lt;/strong&gt;&lt;/div&gt;&#xD;
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&lt;section id="h.173c14d7adfa1518_112"&gt;&#xD;
&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
&lt;div jsaction="zXBUYb:zTPCnb;zQF9Uc:Qxe3nd;" jscontroller="sGwD4d" jsname="F57UId"&gt;&#xD;
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&lt;div id="h.173c14d7adfa1518_115"&gt;&#xD;
&lt;div id="h.owxns88lwe5r"&gt;S&#xED;. Los sexenios de investigaci&#xF3;n y los sexenios de transferencia son independientes, pudi&#xE9;ndose conseguir hasta un m&#xE1;ximo de 6 de cada uno. Ahora bien, el reconocimiento ser&#xE1; solo administrativo, ya que solo se remuneran un m&#xE1;ximo de 6 sexenios (entre sexenios de investigaci&#xF3;n y sexenios de transferencia).&lt;/div&gt;&#xD;
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&lt;div id="h.173c14d7adfa1518_101"&gt;&#xD;
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&lt;div role="presentation"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;: &#xBF;C&#xF3;mo se justifica la vinculaci&#xF3;n durante un a&#xF1;o para que pueda considerarse dentro de los solicitados en un&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;s&lt;/strong&gt;&lt;strong&gt;exenio&lt;/strong&gt;&lt;strong&gt; de investigaci&#xF3;n?&lt;/strong&gt;&lt;/div&gt;&#xD;
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&lt;section id="h.1d8202b3f84afca5_46"&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
&lt;div jsaction="zXBUYb:zTPCnb;zQF9Uc:Qxe3nd;" jscontroller="sGwD4d" jsname="F57UId"&gt;&#xD;
&lt;div jsaction="click:uYnbT;JIbuQc:uYnbT;"&gt;&#xD;
&lt;div id="h.1d8202b3f84afca5_49"&gt;&#xD;
&lt;div id="h.41q91y2y04ys"&gt;Depende de si el contrato ha sido con una Universidad o no.&lt;/div&gt;&#xD;
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&lt;div&gt;&#xD;
&lt;div id="h.1d8202b3f84afca5_51"&gt;&#xD;
&lt;ul&gt;&#xD;
	&lt;li dir="ltr"&gt;&#xD;
	&lt;p dir="ltr"&gt;Si es con una Universidad, con la hoja de servicios original actualizada que incluya el per&#xED;odo cuya evaluaci&#xF3;n se solicita, en la que conste el r&#xE9;gimen de dedicaci&#xF3;n de la persona solicitante durante dicho per&#xED;odo. La hoja de servicios deber&#xE1; ser de fecha posterior al 5 de enero de 2023.&lt;/p&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li dir="ltr"&gt;&#xD;
	&lt;p dir="ltr"&gt;Si la investigaci&#xF3;n se ha realizado en un centro que no figura en la &#xAB;Hoja de servicios&#xBB;, deber&#xE1; adjuntarse una copia de los contratos, nombramientos, credenciales de becaria o becario o documentos fehacientes similares, y que incluyan el periodo de tiempo y el r&#xE9;gimen de dedicaci&#xF3;n. Deber&#xE1; en todo caso tratarse de un centro docente superior o cuya actividad primordial y regular sea la investigaci&#xF3;n.&lt;/p&gt;&#xD;
	&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
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&lt;p dir="ltr"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p dir="ltr"&gt;En cualquier caso, para poder incluir un a&#xF1;o en la solicitud, se ha debido tener una vinculaci&#xF3;n igual o superior a 8 meses durante dicho a&#xF1;o.&lt;/p&gt;&#xD;
&lt;/div&gt;&#xD;
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&lt;section id="h.7222462c74a9fc6d_8"&gt;&#xD;
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&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
&lt;div jsaction="zXBUYb:zTPCnb;zQF9Uc:Qxe3nd;" jscontroller="sGwD4d" jsname="F57UId"&gt;&#xD;
&lt;div jsaction="click:uYnbT;JIbuQc:uYnbT;"&gt;&#xD;
&lt;div id="h.7222462c74a9fc6d_11"&gt;&#xD;
&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;&#xBF;Qu&#xE9; ocurre si por error para alguno de los a&#xF1;os incluidos en la solicitud no se verifica haber tenido contrato durante al menos 8 meses? &#xBF;Se considera el sexenio denegado?&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;div id="h.cqzcv7xlffsp"&gt;Si el Comit&#xE9; detecta un a&#xF1;o en esa situaci&#xF3;n, solicitar&#xE1; al interesado hacer una subsanaci&#xF3;n, bien para que justifique la vinculaci&#xF3;n de al menos ocho meses de ese a&#xF1;o o para que se sustituya por otro a&#xF1;o. Si no es posible subsanarlo, la solicitud se desestimar&#xE1; y, por tanto, es como si no se hubiese solicitado el sexenio, y en futuras solicitudes se podr&#xED;an incluir todos los a&#xF1;os &#x201C;v&#xE1;lidos&#x201D; de la solicitud desestimada.&lt;/div&gt;&#xD;
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&lt;section id="h.1d8202b3f84afca5_118"&gt;&#xD;
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&lt;div id="h.1d8202b3f84afca5_121"&gt;&#xD;
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&lt;section id="h.1d8202b3f84afca5_112"&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
&lt;div jsaction="zXBUYb:zTPCnb;zQF9Uc:Qxe3nd;" jscontroller="sGwD4d" jsname="F57UId"&gt;&#xD;
&lt;div jsaction="click:uYnbT;JIbuQc:uYnbT;"&gt;&#xD;
&lt;div id="h.1d8202b3f84afca5_115"&gt;&#xD;
&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Si en el pasado hemos sido profesores asociados al 75% de dedicaci&#xF3;n, pero con contrato el a&#xF1;o completo, &#xBF;c&#xF3;mo se cuentan esos a&#xF1;os? &#xBF;6 a&#xF1;os de asociado con los m&#xE9;ritos necesarios cuentan para un sexenio, o hacen falta m&#xE1;s a&#xF1;os al no tener contrato a tiempo completo?&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;div id="h.y5h4xcgr337"&gt;Se puede perfectamente. La &#xFA;nica restricci&#xF3;n es que en cada uno de esos a&#xF1;os el solicitante haya tenido una relaci&#xF3;n contractual de 8 meses o m&#xE1;s, pero es independiente de si es a tiempo parcial o a tiempo completo.&lt;/div&gt;&#xD;
&lt;/div&gt;&#xD;
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&lt;section id="h.1d8202b3f84afca5_128"&gt;&#xD;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;&#xD;
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&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
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&lt;div id="h.1d8202b3f84afca5_131"&gt;&#xD;
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&lt;div&gt;&#xD;
&lt;div role="presentation"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Es la primera vez que voy a solicitar sexenios de investigaci&#xF3;n. &#xBF;Puedo solicitar m&#xE1;s de un tramo? &#xBF;Es conveniente o es mejor hacerlo en a&#xF1;os sucesivos?&lt;/strong&gt;&lt;/div&gt;&#xD;
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&#xD;
&lt;section id="h.1d8202b3f84afca5_142"&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
&lt;div jsaction="zXBUYb:zTPCnb;zQF9Uc:Qxe3nd;" jscontroller="sGwD4d" jsname="F57UId"&gt;&#xD;
&lt;div jsaction="click:uYnbT;JIbuQc:uYnbT;"&gt;&#xD;
&lt;div id="h.1d8202b3f84afca5_145"&gt;&#xD;
&lt;div id="h.dfpdg93hs17w"&gt;En la primera solicitud, se pueden solicitar hasta tantos sexenios como tramos de 6 a&#xF1;os se puedan formar. Lo de si es conveniente hacerlo de una sola vez o en a&#xF1;os sucesivos tiene sus ventajas e inconvenientes. La mayor ventaja es que si se conceden todos los solicitados, se cobrar&#xE1;n todos con efectos de 1 de enero de 2023. El mayor inconveniente es que si se deniega alguno y otros se conceden, todos los a&#xF1;os anteriores al &#xFA;ltimo sexenio concedido no se podr&#xE1;n reutilizar. Y solo se podr&#xE1;n reutilizar como mucho, 3 a&#xF1;os del &#xFA;ltimo tramo solicitado (si ha sido denegado). Por lo tanto, lo m&#xE1;s sensato es solicitar aquellos tramos de sexenios para los que, de acuerdo con los criterios del campo de investigaci&#xF3;n solicitado, se tenga una &#x201C;certeza&#x201D; de que los van a conceder. As&#xED;, se remunerar&#xE1;n todos los concedidos desde el 1 de enero y no se perder&#xE1;n ninguno de los a&#xF1;os posteriores al &#xFA;ltimo tramo concedido.&lt;/div&gt;&#xD;
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&lt;section id="h.173c14d7adfa1518_128"&gt;&#xD;
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&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
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&lt;div jsaction="zXBUYb:zTPCnb;zQF9Uc:Qxe3nd;" jscontroller="sGwD4d" jsname="F57UId"&gt;&#xD;
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&lt;div id="h.173c14d7adfa1518_131"&gt;&#xD;
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&lt;div role="presentation"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
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&#xD;
&lt;section id="h.173c14d7adfa1518_62"&gt;&#xD;
&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
&lt;div jsaction="zXBUYb:zTPCnb;zQF9Uc:Qxe3nd;" jscontroller="sGwD4d" jsname="F57UId"&gt;&#xD;
&lt;div jsaction="click:uYnbT;JIbuQc:uYnbT;"&gt;&#xD;
&lt;div id="h.173c14d7adfa1518_65"&gt;&#xD;
&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Si solicito un sexenio de investigaci&#xF3;n y me lo deniegan, &#xBF;tengo que esperar necesariamente 3 a&#xF1;os para solicitar uno nuevo?&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;div id="h.4mhrr67wgnuh"&gt;No necesariamente. Depender&#xE1; de cu&#xE1;l ha sido el &#xFA;ltimo a&#xF1;o incluido en el sexenio denegado. El siguiente sexenio que se solicite, debe incluir forzosamente, al menos, 3 a&#xF1;os nuevos a partir del &#xFA;ltimo incluido en el sexenio denegado, pudi&#xE9;ndose recuperar, como mucho, 3 de los a&#xF1;os incluidos en el sexenio denegado (no valen ni anteriores, ni ning&#xFA;n posible a&#xF1;o que se hayan podido saltar dentro del sexenio denegado). As&#xED;, si el &#xFA;ltimo a&#xF1;o incluido en el sexenio denegado es el 2022, efectivamente se tendr&#xE1; que esperar, al menos, 3 a&#xF1;os para solicitar el siguiente. Por el contrario, si el &#xFA;ltimo a&#xF1;o incluido en el sexenio denegado fuese, por ejemplo, 2020, se podr&#xED;a solicitar un sexenio en la convocatoria del a&#xF1;o que viene ya que se podr&#xED;a incluir los a&#xF1;os 2021, 2022 y 2023 nuevos.&lt;/div&gt;&#xD;
&lt;/div&gt;&#xD;
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&lt;section id="h.7222462c74a9fc6d_18"&gt;&#xD;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;&#xD;
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&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
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&lt;div id="h.7222462c74a9fc6d_21"&gt;&#xD;
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&lt;div role="presentation"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
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&lt;section id="h.173c14d7adfa1518_72"&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
&lt;div jsaction="zXBUYb:zTPCnb;zQF9Uc:Qxe3nd;" jscontroller="sGwD4d" jsname="F57UId"&gt;&#xD;
&lt;div jsaction="click:uYnbT;JIbuQc:uYnbT;"&gt;&#xD;
&lt;div id="h.173c14d7adfa1518_75"&gt;&#xD;
&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Si solicito 2 o m&#xE1;s sexenios de investigaci&#xF3;n y me los deniegan, &#xBF;qu&#xE9; a&#xF1;os podr&#xED;a recuperar para la siguiente solicitud? &#xBF;Y si me conceden unos y me deniegan otros?&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;div id="h.c5ofir9i3nss"&gt;Si se solicita m&#xE1;s de un sexenio, lo importante para construir el siguiente es lo que ocurra con el &#xFA;ltimo solicitado.&lt;/div&gt;&#xD;
&lt;/div&gt;&#xD;
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&lt;div&gt;&#xD;
&lt;div id="h.173c14d7adfa1518_77"&gt;&#xD;
&lt;ul&gt;&#xD;
	&lt;li dir="ltr"&gt;&#xD;
	&lt;p dir="ltr"&gt;Si el &#xFA;ltimo sexenio solicitado es denegado, todos los a&#xF1;os anteriores al primer a&#xF1;o del &#xFA;ltimo sexenio no se podr&#xE1;n recuperar y solo se podr&#xE1;n recuperar como mucho 3 a&#xF1;os de los incluidos en ese &#xFA;ltimo sexenio. La solicitud de un sexenio tras haber sido denegado el &#xFA;ltimo solicitado debe estar formado con, al menos, 3 a&#xF1;os nuevos posteriores al &#xFA;ltimo a&#xF1;o incluido en el sexenio denegado y se podr&#xED;an recuperar, como mucho, tres de los a&#xF1;os incluidos exclusivamente en el &#xFA;ltimo sexenio denegado.&lt;/p&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li dir="ltr"&gt;&#xD;
	&lt;p dir="ltr"&gt;Si el &#xFA;ltimo sexenio solicitado es concedido, todos los a&#xF1;os anteriores al &#xFA;ltimo sexenio concedido no se podr&#xE1;n utilizar. Por lo tanto, el pr&#xF3;ximo sexenio se podr&#xE1; formar exclusivamente con 6 a&#xF1;os posteriores al &#xFA;ltimo a&#xF1;o incluido en este &#xFA;ltimo sexenio concedido.&lt;/p&gt;&#xD;
	&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
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&lt;section id="h.1d8202b3f84afca5_152"&gt;&#xD;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;&#xD;
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&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
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&lt;div id="h.1d8202b3f84afca5_155"&gt;&#xD;
&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Si una de las publicaciones se hace mientras est&#xE1;s en un Organismo de investigaci&#xF3;n, ligado a universidad privada. &#xBF;Se tiene en cuenta el art&#xED;culo?&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;div id="h.vbtykb8hhktk"&gt;S&#xED;, siempre que sea debidamente justificada la relaci&#xF3;n laboral superior a 8 meses de ese a&#xF1;o.&lt;/div&gt;&#xD;
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&lt;section id="h.173c14d7adfa1518_58"&gt;&#xD;
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&lt;div id="h.173c14d7adfa1518_61"&gt;&#xD;
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&lt;section id="h.1e4416bd41f092d2_104"&gt;&#xD;
&lt;div&gt;&lt;u&gt;&lt;strong&gt;Situaciones espec&#xED;ficas&lt;/strong&gt;&lt;/u&gt;&lt;/div&gt;&#xD;
&lt;/section&gt;&#xD;
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&lt;section id="h.1d8202b3f84afca5_188"&gt;&#xD;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;&#xD;
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&lt;div&gt;&#xD;
&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
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&lt;div id="h.1d8202b3f84afca5_191"&gt;&#xD;
&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Quiero presentar la solicitud de sexenios por primera vez y, necesariamente, tengo que incluir el a&#xF1;o 2021. No me queda claro lo que dice la ANECA sobre cu&#xE1;ndo se podr&#xED;a presentar la siguiente solicitud en caso de ser rechazada la de esta convocatoria, ni los a&#xF1;os que podr&#xED;a recuperar de los que ya se han solicitado. En mi caso, la primera aportaci&#xF3;n es de 2013. Concretamente, solicitar&#xED;a 13, 14, 18, 19, 20, 21.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p dir="ltr"&gt;Al ser el &#xFA;ltimo a&#xF1;o que incluyes el 2021, necesariamente, en caso de denegaci&#xF3;n, tendr&#xED;as que esperar hasta el 2024, porque en la nueva solicitud hay que incluir 3 a&#xF1;os nuevos (se podr&#xED;an seguir utilizando los 3 a&#xF1;os que quisieras de estos 6 que pones ahora). Pero no podr&#xED;as antes de 2024.&lt;/p&gt;&#xD;
&#xD;
&lt;p dir="ltr"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;div id="h.oqdhzzfd4xuf"&gt;&lt;strong&gt;Pregunta:&amp;nbsp;Voy a pedir mi tercer sexenio.&lt;/strong&gt;&amp;nbsp;&lt;strong&gt;M&lt;/strong&gt;&lt;strong&gt;i duda es si se puede incluir en la evaluaci&#xF3;n un art&#xED;culo m&#xED;o pero con afiliaci&#xF3;n de una universidad extranjera (&lt;/strong&gt;&lt;strong&gt;codiri&lt;/strong&gt;&lt;strong&gt;j&lt;/strong&gt;&lt;strong&gt;o&lt;/strong&gt;&lt;strong&gt; una tesis all&#xED;) que no tengo vinculaci&#xF3;n con ella y no figura en la hoja de servicios.&lt;/strong&gt;&lt;/div&gt;&#xD;
&lt;/div&gt;&#xD;
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&lt;section id="h.173c14d7adfa1518_152"&gt;&#xD;
&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
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&lt;div id="h.173c14d7adfa1518_155"&gt;&#xD;
&lt;div id="h.jfhlgd2wsb10"&gt;No hay ning&#xFA;n problema. Lo de la hoja de servicios y lo de la afiliaci&#xF3;n no tiene nada que ver con las publicaciones. Solo tiene que ver con los 6 a&#xF1;os que se van a incluir a evaluar.&lt;/div&gt;&#xD;
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&lt;h2 dir="ltr" id="h.jfhlgd2wsb10_l" tabindex="-1"&gt;&amp;nbsp;&lt;/h2&gt;&#xD;
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&lt;div jsaction="touchstart:UrsOsc; click:KjsqPd; focusout:QZoaZ; mouseover:y0pDld; mouseout:dq0hvd;fv1Rjc:jbFSOd;CrfLRd:SzACGe;" jscontroller="Ae65rd"&gt;&#xD;
&lt;div jsname="haAclf"&gt;&#xD;
&lt;div aria-describedby="h.jfhlgd2wsb10_l" aria-disabled="false" aria-hidden="true" aria-label="Copiar el v&#xED;nculo del encabezado" data-tooltip="Copiar el v&#xED;nculo del encabezado" data-tooltip-horizontal-offset="0" data-tooltip-position="top" data-tooltip-vertical-offset="12" jsaction="click:cOuCgd; mousedown:UX7yZ; mouseup:lbsD7e; mouseenter:tfO1Yc; mouseleave:JywGue; focus:AHmuwe; blur:O22p3e; contextmenu:mg9Pef;" jscontroller="mxS5xe" jsshadow="" role="presentation"&gt;&#xD;
&lt;div jsname="ksKsZd"&gt;&lt;strong&gt;Pregunta:&amp;nbsp;Las publicaciones que presentar&#xED;a ser&#xED;an de los siguientes a&#xF1;os:&lt;/strong&gt;&lt;/div&gt;&#xD;
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&lt;section id="h.1d8202b3f84afca5_198"&gt;&#xD;
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&lt;div id="h.1d8202b3f84afca5_201"&gt;&#xD;
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&lt;div&gt;&#xD;
&lt;ul&gt;&#xD;
	&lt;li dir="ltr"&gt;&#xD;
	&lt;p dir="ltr"&gt;&lt;strong&gt;1&#xAA; aportaci&#xF3;n del a&#xF1;o 2019&lt;/strong&gt;&lt;/p&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li dir="ltr"&gt;&#xD;
	&lt;p dir="ltr"&gt;&lt;strong&gt;2&#xAA; aportaci&#xF3;n del a&#xF1;o 2021&lt;/strong&gt;&lt;/p&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li dir="ltr"&gt;&#xD;
	&lt;p dir="ltr"&gt;&lt;strong&gt;3&#xAA; aportaci&#xF3;n del a&#xF1;o 2021&lt;/strong&gt;&lt;/p&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li dir="ltr"&gt;&#xD;
	&lt;p dir="ltr"&gt;&lt;strong&gt;4&#xAA; aportaci&#xF3;n del a&#xF1;o 2020&lt;/strong&gt;&lt;/p&gt;&#xD;
	&lt;/li&gt;&#xD;
	&lt;li dir="ltr"&gt;&#xD;
	&lt;p dir="ltr"&gt;&lt;strong&gt;5&#xAA; aportaci&#xF3;n del a&#xF1;o 2000&lt;/strong&gt;&lt;/p&gt;&#xD;
	&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
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&lt;p dir="ltr" style="margin-left:30pt;"&gt;&lt;strong&gt;Las dos sustitutorias son de 2020 y 2021&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p dir="ltr" style="margin-left:30pt;"&gt;&lt;strong&gt;Mi tramo abarcar&#xED;a desde 2000 al 2021. Esta es mi duda, si se podr&#xED;a solicitar.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;div id="h.onc03fjpnv35"&gt;Pon como a&#xF1;os: 2000, 2019, 2020, 2021 y como otros 2 a&#xF1;os cualesquiera entre 2001 y 2018.&amp;nbsp;En cualquier caso,&amp;nbsp;recuerda que&amp;nbsp;para poder incluir un a&#xF1;o en la solicitud, se ha debido tener una vinculaci&#xF3;n igual o superior a 8 meses durante dicho a&#xF1;o.&lt;/div&gt;&#xD;
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&lt;h2 dir="ltr" id="h.onc03fjpnv35_l" tabindex="-1"&gt;&amp;nbsp;&lt;/h2&gt;&#xD;
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&lt;div jsaction="touchstart:UrsOsc; click:KjsqPd; focusout:QZoaZ; mouseover:y0pDld; mouseout:dq0hvd;fv1Rjc:jbFSOd;CrfLRd:SzACGe;" jscontroller="Ae65rd"&gt;&#xD;
&lt;div jsname="haAclf"&gt;&#xD;
&lt;div aria-describedby="h.onc03fjpnv35_l" aria-disabled="false" aria-hidden="true" aria-label="Copiar el v&#xED;nculo del encabezado" data-tooltip="Copiar el v&#xED;nculo del encabezado" data-tooltip-horizontal-offset="0" data-tooltip-position="top" data-tooltip-vertical-offset="12" jsaction="click:cOuCgd; mousedown:UX7yZ; mouseup:lbsD7e; mouseenter:tfO1Yc; mouseleave:JywGue; focus:AHmuwe; blur:O22p3e; contextmenu:mg9Pef;" jscontroller="mxS5xe" jsshadow="" role="presentation"&gt;&#xD;
&lt;div jsname="ksKsZd"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&lt;/strong&gt;&amp;nbsp;&lt;strong&gt;Soy profesor titular en dedicaci&#xF3;n a tiempo parcial. Si bien en la convocatoria se indica que puedo solicitar el sexenio con mi dedicaci&#xF3;n, tambi&#xE9;n he le&#xED;do en la&lt;/strong&gt;&lt;strong&gt;&amp;nbsp;Orden CNU/1181/2019&lt;/strong&gt;&lt;strong&gt;, de 3 de diciembre donde se establecen las bases para la evaluaci&#xF3;n del personal de los organismos p&#xFA;blicos de investigaci&#xF3;n lo siguiente:&lt;/strong&gt;&lt;/div&gt;&#xD;
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&lt;section id="h.1d8202b3f84afca5_208"&gt;&#xD;
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&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
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&lt;div jsaction="zXBUYb:zTPCnb;zQF9Uc:Qxe3nd;" jscontroller="sGwD4d" jsname="F57UId"&gt;&#xD;
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	&lt;li dir="ltr"&gt;&#xD;
	&lt;p dir="ltr"&gt;&lt;strong&gt;"El tiempo prestado en un r&#xE9;gimen de dedicaci&#xF3;n diferente al de tiempo completo o asimilado ser&#xE1; computado aplicando un coeficiente reductor de 0,5".&lt;/strong&gt;&lt;/p&gt;&#xD;
	&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
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&lt;ul&gt;&#xD;
	&lt;li dir="ltr"&gt;&#xD;
	&lt;p dir="ltr"&gt;&lt;strong&gt;Interpreto, que cada a&#xF1;o a tiempo parcial cuenta la mitad y, por tanto, se necesitar&#xED;a el doble de a&#xF1;os para completar un tramo (12 a&#xF1;os naturales). No obstante, en la aplicaci&#xF3;n de la ANECA,s&#xF3;lo deja incluir 6 a&#xF1;os naturales en cada tramo.&lt;/strong&gt;&lt;/p&gt;&#xD;
	&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
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&lt;p dir="ltr" style="margin-left:30pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p dir="ltr"&gt;&lt;strong&gt;&#xBF;Saben decirme c&#xF3;mo afecta este factor en el c&#xE1;lculo del tramo? Si estuviera 6 a&#xF1;os a tiempo parcial, &#xBF;podr&#xED;a pedir un tramo?&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;div id="h.lggp7t1r5x15"&gt;&#xD;
&lt;p dir="ltr"&gt;Bastan con 6 a&#xF1;os, es indiferente si a tiempo parcial o a tiempo completo. De hecho, como bien indicas, la aplicaci&#xF3;n solo permite introducir 6 a&#xF1;os.&lt;/p&gt;&#xD;
&#xD;
&lt;p dir="ltr"&gt;Lo que s&#xED; hay que tener claro (lo indica la convocatoria) es que, en caso de concesi&#xF3;n del sexenio, los efectos retributivos ser&#xE1;n desde el d&#xED;a que se&amp;nbsp;pase a ser&amp;nbsp;tiempo completo.&lt;/p&gt;&#xD;
&lt;/div&gt;&#xD;
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&lt;h2 dir="ltr" id="h.lggp7t1r5x15_l" tabindex="-1"&gt;&amp;nbsp;&lt;/h2&gt;&#xD;
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&lt;section id="h.1d8202b3f84afca5_86"&gt;&#xD;
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&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;: &#xBF;&lt;/strong&gt;&lt;strong&gt;Podr&#xED;a ser v&#xE1;lido un a&#xF1;o si no tienes vinculaci&#xF3;n contractual pero puedes demostrar que en esos a&#xF1;os estabas realizando los cursos de doctorado en la Universidad? El primer a&#xF1;o en el que tengo publicaciones fue en el mismo en el que me concedieron una beca para hacer el doctorado, pero como fue en septiembre no tendr&#xED;a vinculaci&#xF3;n de al menos 8 meses durante ese a&#xF1;o.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;div id="h.j9emw0e8eaxm"&gt;Las normas son claras en ese sentido. Se necesita la vinculaci&#xF3;n contractual de al menos 8 meses durante cada uno de los a&#xF1;os que se presenten.&lt;/div&gt;&#xD;
&#xD;
&lt;h2 dir="ltr" id="h.j9emw0e8eaxm_l" tabindex="-1"&gt;&amp;nbsp;&lt;/h2&gt;&#xD;
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&lt;section id="h.173c14d7adfa1518_8"&gt;&#xD;
&lt;div&gt;&#xD;
&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
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&lt;div jsaction="zXBUYb:zTPCnb;zQF9Uc:Qxe3nd;" jscontroller="sGwD4d" jsname="F57UId"&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Tengo en un a&#xF1;o un contrato de 3 meses y 27 d&#xED;as y otro contrato de 3 meses y 15 d&#xED;as &#xBF;se contabiliza como que he estado contratado en 8 meses diferentes? &#xBF;o como la suma de los d&#xED;as no supera 60 no llego a los 8 meses?&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;div id="h.mv7rt7foicta"&gt;Claramente la suma de esas dos duraciones no alcanza los 8 meses, as&#xED; que no puedes incluir ese a&#xF1;o en tu solicitud. Ahora bien, si la Comisi&#xF3;n detecta alg&#xFA;n a&#xF1;o en el que no se justifican al menos los 8 meses de contrato requeridos,&amp;nbsp;solicitar&#xE1; al interesado hacer una subsanaci&#xF3;n, bien para que justifique la vinculaci&#xF3;n de al menos ocho meses de ese a&#xF1;o o para que se sustituya por otro a&#xF1;o. Si no es posible subsanarlo, la solicitud se desestimar&#xE1; y, por tanto, es como si no se hubiese solicitado el sexenio, y en futuras solicitudes se podr&#xED;an incluir todos los a&#xF1;os &#x201C;v&#xE1;lidos&#x201D; de la solicitud desestimada.&lt;/div&gt;&#xD;
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&lt;section id="h.173c14d7adfa1518_48"&gt;&#xD;
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&lt;section id="h.173c14d7adfa1518_82"&gt;&#xD;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Si solicito un sexenio de investigaci&#xF3;n, por ejemplo, con los a&#xF1;os 2010, 2011, 2014, 2017, 2018 y 2019 y me lo conceden, &#xBF;puedo solicitar el a&#xF1;o que viene otro Sexenio con los a&#xF1;os 2020, 2021, 2022 y tres a&#xF1;os anteriores, por ejemplo: 2009, 2012 y 2015? &#xBF;Y qu&#xE9; ocurre si me deniegan el de 2010-2019?&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;div id="h.23sjv62u2ld"&gt;Si lo conceden, ya no se puede usar ning&#xFA;n a&#xF1;o anterior al &#xFA;ltimo solicitado (en el ejemplo, ning&#xFA;n a&#xF1;o anterior al 2019). Por lo tanto, la pr&#xF3;xima vez que se podr&#xED;a solicitar un nuevo sexenio ser&#xED;a con los a&#xF1;os 2020 al 2025. Si lo deniegan, el siguiente sexenio debe estar formado por, al menos, 3 a&#xF1;os nuevos a partir del &#xFA;ltimo solicitado (2019, en el ejemplo) y solo se pueden recuperar, como mucho, 3 de los a&#xF1;os incluidos en el sexenio denegado y nunca ning&#xFA;n anterior que no est&#xE9; incluido en el sexenio denegado.&lt;/div&gt;&#xD;
&#xD;
&lt;h2 dir="ltr" id="h.23sjv62u2ld_l" tabindex="-1"&gt;&amp;nbsp;&lt;/h2&gt;&#xD;
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&lt;section id="h.1d8202b3f84afca5_122"&gt;&#xD;
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&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;No s&#xE9; si os pasa que, al introducir los a&#xF1;os en Tramos (por ejemplo, 2018), no te lo permite, saliendo el mensaje de que has de introducir n&#xFA;meros. He probado con 18 y de algunas otras formas, pero no hay manera que me permita poner el a&#xF1;o.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;div id="h.5a0mxya208tr"&gt;Tiene que ser que no se puede poner 2018 como primer a&#xF1;o de un periodo de 6 a&#xF1;os porque no sumar&#xED;an 6 a&#xF1;os hasta final de 2022. Prueba con 2017 (o anterior) y te deber&#xED;a dejar.&lt;/div&gt;&#xD;
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&lt;section id="h.46cd75644329cc21_6"&gt;&#xD;
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&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
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&lt;div jsaction="zXBUYb:zTPCnb;zQF9Uc:Qxe3nd;" jscontroller="sGwD4d" jsname="F57UId"&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;&#xBF;C&#xF3;mo se exporta el Curr&#xED;culum Vitae normalizado en el modelo de la FECYT que incluya exclusivamente las actividades de investigaci&#xF3;n, desarrollo e innovaci&#xF3;n?&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;div id="h.5boleuc5x20t"&gt;&#xD;
&lt;p dir="ltr"&gt;Se&amp;nbsp;puede ver en el siguiente tutorial (p&#xE1;ginas 2 y 3)&lt;/p&gt;&#xD;
&#xD;
&lt;p dir="ltr"&gt;&lt;a href="https://www.google.com/url?q=https%3A%2F%2Fcvn.fecyt.es%2Feditor%2Fdownloads%2FCVA_desdeCVN.pdf&amp;amp;sa=D&amp;amp;sntz=1&amp;amp;usg=AOvVaw3cFaK6my2CIXZhSiLYhN1P" target="_blank"&gt;https://cvn.fecyt.es/editor/downloads/CVA_desdeCVN.pdf&lt;/a&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p dir="ltr"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;section id="h.46cd75644329cc21_20"&gt;&#xD;
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&lt;div style="margin-left:auto;" tabindex="-1"&gt;&#xD;
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&lt;div jsaction="zXBUYb:zTPCnb;zQF9Uc:Qxe3nd;" jscontroller="sGwD4d" jsname="F57UId"&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta&lt;/strong&gt;&lt;strong&gt;:&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Necesito incluir un a&#xF1;o en el que di a luz a un hijo, por lo que estuve de baja de maternidad todo el tiempo que me correspond&#xED;a. &#xBF;Habr&#xED;a problema en incluirlo? Pero no s&#xE9; si adem&#xE1;s tengo que poner alg&#xFA;n a&#xF1;o m&#xE1;s o algo para que salgan los 6 a&#xF1;os.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;div id="h.r7kcknn7g9cz"&gt;&#xD;
&lt;p dir="ltr"&gt;Puedes perfectamente sin tener que incluir ning&#xFA;n a&#xF1;o adicional. Adjunta toda la documentaci&#xF3;n que tengas sobre la baja. Te pegamos a continuaci&#xF3;n lo que dice la convocatoria sobre este asunto.&lt;/p&gt;&#xD;
&#xD;
&lt;p dir="ltr"&gt;3.3&#x2003;El personal funcionario de cuerpos docentes universitarios que se encuentre disfrutando de permisos de maternidad o paternidad, en situaci&#xF3;n de excedencia para atender el cuidado de hijas, hijos, o de otros familiares en primer grado a su cargo, o en excedencia por raz&#xF3;n de violencia de g&#xE9;nero prevista en el art&#xED;culo 89.1 del texto refundido de la Ley del Estatuto B&#xE1;sico del Empleado P&#xFA;blico, aprobado por Real Decreto Legislativo 5/2015, de 30 de octubre, podr&#xE1;n incluir en su solicitud de evaluaci&#xF3;n de sexenios los a&#xF1;os &#x2013;y las aportaciones publicadas en dichos a&#xF1;os&#x2013; durante los que haya disfrutado del permiso o permanecido en dicha situaci&#xF3;n de excedencia.&lt;/p&gt;&#xD;
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&lt;p dir="ltr"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p dir="ltr"&gt;&lt;strong&gt;Pregunta: Tras terminar de rellenar toda la solicitud y pasar al paso de firmarla, me da el error que aparece en la captura de pantalla. He probado a firmar tanto con la firma b&#xE1;sica como con la firma con certificado electr&#xF3;nico as&#xED; como con diversos navegadores y siempre me da el mismo error. &#xBF;Qu&#xE9; puede estar ocurriendo?&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p dir="ltr"&gt;Tal y como os hemos insistido en los v&#xED;deo-tutoriales, esto viene producido por haber incluido caracteres "raros" en la solicitud, Normalmente se producen por cortar y pegar desde un procesador de textos (tipo word). Por ello os recomendamos que cort&#xE9;is y pegu&#xE9;is desde un fichero de texto plano.&lt;/p&gt;&#xD;
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&lt;p dir="ltr"&gt;&lt;img alt="" height="380" 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" width="589" /&gt;&lt;/p&gt;&#xD;
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&lt;p dir="ltr"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;h2 dir="ltr" id="h.r7kcknn7g9cz_l" tabindex="-1"&gt;&amp;nbsp;&lt;/h2&gt;&#xD;
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&lt;div jsaction="zXBUYb:zTPCnb;zQF9Uc:Qxe3nd;" jscontroller="sGwD4d" jsname="F57UId"&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;div jsaction="zXBUYb:zTPCnb;zQF9Uc:Qxe3nd;" jscontroller="sGwD4d" jsname="F57UId"&gt;&#xD;
&lt;p&gt;En&amp;nbsp;&lt;strong&gt;CSIF,&lt;/strong&gt;&amp;nbsp;adem&#xE1;s de una serie de&amp;nbsp;&lt;strong&gt;v&#xED;deo-tutoriales&lt;/strong&gt;&amp;nbsp;&amp;nbsp;y la normativa pertinente, incluimos un apartado sobre&amp;nbsp;&lt;strong&gt;&#x201C;Preguntas Frecuentes&#x201D;&lt;/strong&gt;,&amp;nbsp;que busca resolver las dudas m&#xE1;s habituales, diferenciando entre Aspectos generales y Situaciones espec&#xED;ficas.&lt;/p&gt;&#xD;
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&lt;p&gt;Por &#xFA;ltimo, informaros que ANECA acaba de publicar el&amp;nbsp;&lt;strong&gt;desarrollo de los criterios espec&#xED;ficos&lt;/strong&gt;&amp;nbsp;aprobados para cada uno de los campos de evaluaci&#xF3;n. Pod&#xE9;is encontrarlos en:&lt;/p&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;a href="https://www.aneca.es/orientaciones-para-los-baremos-de-los-criterios-de-la-evaluaci%C3%B3n-de-sexenios-en-la-convocatoria-2022" rel="noopener" target="_blank"&gt;https://www.aneca.es/orientaciones-para-los-baremos-de-los-criterios-de-la-evaluaci%C3%B3n-de-sexenios-en-la-convocatoria-2022&lt;/a&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;Esperamos que todo el material os sea de utilidad.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&#xD;
</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/es/noticia/portada/andaluciaensenanza/articulo/17776</guid><title>Cursos on-line reconocidos por el Ministerio de Educaci&#xF3;n y FP - 1er Semestre 2023</title><pubDate>Mon, 05 Dec 22 05:03:32 CET</pubDate><link>https://www.csif.es/es/noticia/portada/andaluciaensenanza/articulo/17776</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Concursos y movilidad</category><category>Otros Concursos y Movilidad</category><category>Convocatorias</category><category>Empleo</category><category>Otros Empleo</category><category>Formaci&#xF3;n</category><category>Formaci&#xF3;n CSIF espec&#xED;fica</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/65c734cd45ef2.jpg" type="image/jpeg" medium="image"><media:credit/><media:title>Andaluc&#xED;a - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p&gt;&lt;strong&gt;Cursos ON-LINE reconocidos por el Ministerio de Educaci&#xF3;n y FP&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;Cursos reconocidos por el Ministerio de Educaci&#xF3;n y Formaci&#xF3;n Profesional, seg&#xFA;n el Convenio firmado con CSIF en materia de formaci&#xF3;n permanente del profesorado.&amp;nbsp;&lt;strong&gt;&lt;a href="https://www.csif.es/contenido/nacional/educacion/286630" target="_blank"&gt;Resoluci&#xF3;n de 4 de diciembre de 2019. BOE, n&#xBA;302. 17 de diciembre 2019&lt;/a&gt;&lt;/strong&gt;&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;VALIDEZ:&lt;/strong&gt;&amp;nbsp;Cursos v&#xE1;lidos en casi todas las Comunidades Aut&#xF3;nomas para oposiciones, concursos de traslados, sexenios y bolsas de trabajo.&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p&gt;&lt;u&gt;&lt;strong&gt;DADA LA GRAN DIVERSIDAD DE NORMATIVA AL RESPECTO Y LAS DISTINTAS PECULIARIDADES EXISTENTES&lt;br /&gt;&#xD;
ENTRE LAS DIFERENTES COMUNIDADES, SE RECOMIENDA CONSULTAR PREVIAMENTE EN SUS RESPECTIVAS SEDES.&lt;/strong&gt;&lt;/u&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;EN LA COMUNIDAD DE MADRID:&amp;nbsp;&lt;/strong&gt;Las actividades de formaci&#xF3;n "en l&#xED;nea" reconocidas por el MEFP, ser&#xE1;n valoradas como formaci&#xF3;n permanente del profesorado por la Consejer&#xED;a de Educaci&#xF3;n e Investigaci&#xF3;n de la Comunidad de Madrid con efectos en el complemento de formaci&#xF3;n permanente(sexenios) de acuerdo con la equivalencia de 10 horas/cr&#xE9;dito con un m&#xE1;ximo de 80 horas/curso, seg&#xFA;n establecen los art&#xED;culos 4.2 y 13 de la Orden 2453/2018 de 25 de julio que desarrolla el Decreto 120/2017 del 3 de octubre. Para tal reconocimiento dispone de la citada Orden, en su art&#xED;culo 13, que la participaci&#xF3;n de las actividades deben ser inscritas en el Registro de Formaci&#xF3;n Permanente del Profesorado de la Comunidad de Madrid, seg&#xFA;n procedimiento descrito en sus art&#xED;culos 17 y 18.&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;EN LA COMUNIDAD VALENCIANA POR EL MOMENTO NO SON V&#xC1;LIDOS PARA SEXENIOS.&lt;/strong&gt;&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;NOVEDAD PARA LAS ISLAS BALEARES:&lt;/strong&gt;&amp;nbsp;Seg&#xFA;n la Orden del 14 de abril de 2021 que modifica la Orden del 24 de abril de 2017, SON V&#xC1;LIDOS PARA SEXENIOS Y BOLSAS DE TRABAJO. Pueden ser reconocidas hasta un m&#xE1;ximo de 60 HORAS por curso, siempre que est&#xE9;n en consonancia con alguna de las l&#xED;neas estrat&#xE9;gicas y de las modalidades formativas del plan cuatrienal de formaci&#xF3;n permanente del profesorado vigente y que la persona interesada solicite el reconocimiento y adjunte a la solicitud la certificaci&#xF3;n y la diligencia de reconocimiento u otra documentaci&#xF3;n acreditativa de este reconocimiento.&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;DIRIGIDOS A:&amp;nbsp;&lt;/strong&gt;Profesores y personal especializado de todos los niveles educativos, que trabajen o hayan trabajado alguna vez en centros p&#xFA;blicos, concertados y privados en los que se impartan ense&#xF1;anzas de r&#xE9;gimen general o de r&#xE9;gimen especial y en servicios t&#xE9;cnicos de apoyo a los mismos&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;A TENER EN CUENTA:&amp;nbsp;&lt;/strong&gt;El MEFP&amp;nbsp;&lt;strong&gt;s&#xF3;lo&lt;/strong&gt;&amp;nbsp;certifica un curso on-line en las mismas fechas, por tanto no concede el reconocimiento si se solapan varios.&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;INSCRIPCI&#xD3;N Y MATRICULACI&#xD3;N:&lt;/strong&gt;&amp;nbsp;LO PRIMERO DE TODO ES MATRICULARTE ON-LINE DESDE EL CUADRANTE INFERIOR DE CURSOS.&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p&gt;Una vez que te hayas registrado en la plataforma Campus Virtual, tienes que hacer efectiva la matriculaci&#xF3;n al&amp;nbsp;&lt;strong&gt;&lt;u&gt;enviar por correo ordinario&lt;/u&gt;&lt;/strong&gt;&amp;nbsp;a la Sede del&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;Sector Nacional de Educaci&#xF3;n CSIF - Formaci&#xF3;n MEFP&lt;br /&gt;&#xD;
C/Fernando el Santo 17, 1&#xBA;. 28010 Madrid&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;la siguiente documentaci&#xF3;n:&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;1. Ficha de participantes en Actividades en Formaci&#xF3;n Permanente&lt;/strong&gt;&lt;br /&gt;&#xD;
&lt;a href="https://www.csif.es/sites/default/files/field/file/ficha-ponente-o-participante-intef-2022.pdf" target="_blank"&gt;&lt;strong&gt;Ficha de registro cursos reconocidos por el MEFP en PDF&lt;/strong&gt;&lt;/a&gt;&lt;br /&gt;&#xD;
ES NECESARIO QUE LA FICHA DE REGISTRO VAYA RELLENA, FIRMADA E IMPRESA POR AMBAS CARAS&lt;br /&gt;&#xD;
POR EXIGENCIA DE LA NUEVA NORMATIVA VIGENTE SOBRE PROTECCI&#xD3;N DE DATOS.&lt;br /&gt;&#xD;
Puede mandarse&amp;nbsp;en formato digital siempre que venga firmada digitalmente.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;2. Documento acreditativo de trabajar o haber trabajado como docente (exigido por el Ministerio de Educaci&#xF3;n), siendo v&#xE1;lidas una de las tres opciones siguientes:&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&#xB7; Fotocopia de la cabecera de la n&#xF3;mina donde conste categor&#xED;a profesional.&lt;br /&gt;&#xD;
&#xB7; Certificado del centro de trabajo como docente, firmado por el director o secretario del mismo.&lt;/p&gt;&#xD;
&#xD;
&lt;hr /&gt;&#xD;
&lt;p&gt;&lt;strong&gt;IMPRESCINDIBLE ENVIAR TODA LA DOCUMENTACI&#xD3;N POR CORREO ORDINARIO (EXIGENCIA DEL MINISTERIO). PREVIAMENTE ADELANTARLA ESCANEADA POR CORREO ELECTR&#xD3;NICO:&amp;nbsp;&lt;u&gt;&lt;a href="mailto:edu.formacionmec@csif.es"&gt;edu.formacionmec@csif.es&lt;/a&gt;&lt;/u&gt;&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;hr /&gt;&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;CERTIFICACI&#xD3;N:&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p style="margin-left:40px;"&gt;El certificado de CSIF se mandar&#xE1; v&#xED;a correo electr&#xF3;nico a las sedes, en &#xE9;l se incluir&#xE1; el CSV que emite el Ministerio.&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:40px;"&gt;La diligencia que proporciona el Ministerio ahora no es en papel, debe descargarse a trav&#xE9;s de la sede electr&#xF3;nica que han habilitado para dicha funci&#xF3;n.&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:40px;"&gt;Las sedes se pondr&#xE1;n en contacto con los participantes de los cursos.&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:40px;"&gt;&lt;strong&gt;Es por tanto muy importante seleccionar la sede provincial de CSIF en el proceso de inscripci&#xF3;n&lt;/strong&gt;, ya que posteriormente ser&#xE1;n ellos los encargados de contactar con los interesados.&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:40px;"&gt;Si no se rellenar&#xE1; este apartado se enviar&#xE1;n los certificados a la sede m&#xE1;s cercana a su puesto de trabajo.&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:40px;"&gt;&lt;u&gt;&lt;strong&gt;En aproximadamente 2 meses desde el final del curso&lt;/strong&gt;&lt;/u&gt;&amp;nbsp;(siempre que no haya ninguna incidencia en la evaluaci&#xF3;n del expediente) , se podr&#xE1; disponer del certificado.&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:40px;"&gt;No se&amp;nbsp;&lt;strong&gt;&lt;u&gt;emitir&#xE1;n certificados provisionales&lt;/u&gt;&lt;/strong&gt;&amp;nbsp;antes de la recepci&#xF3;n de los definitivos por parte del MEFP.&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:40px;"&gt;M&#xED;nimo 30 alumnos, m&#xE1;ximo 50 alumnos.En el caso de que el curso&amp;nbsp;&lt;strong&gt;no llegar a al m&#xED;nimo requerido por el MEFP (30 alumnos) se devolver&#xE1; el dinero al alumno&lt;/strong&gt;.&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:40px;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;Para cualquier duda puede enviar e-mail a:&amp;nbsp;&lt;u&gt;&lt;em&gt;&lt;a href="mailto:edu.formacionmec@csif.es"&gt;edu.formacionmec@csif.es&lt;/a&gt;&lt;/em&gt;&lt;/u&gt;&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;&lt;u&gt;CURSOS PRIMER SEMESTRE 2023&lt;/u&gt;&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;table border="1" cellpadding="1" cellspacing="1" style="width:599px;"&gt;&#xD;
	&lt;tbody&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td style="width: 271px;"&gt;C U R S O&lt;/td&gt;&#xD;
			&lt;td style="width: 55px;"&gt;Horas&lt;/td&gt;&#xD;
			&lt;td style="width: 52px;"&gt;Fechas&lt;/td&gt;&#xD;
			&lt;td style="width: 53px;"&gt;Precio No Afiliado&lt;/td&gt;&#xD;
			&lt;td style="width:116px;"&gt;&lt;em&gt;Precio Afiliado&lt;/em&gt;&lt;/td&gt;&#xD;
			&lt;td style="width:105px;"&gt;Matr&#xED;cula&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td style="width: 271px;"&gt;&#xD;
			&lt;p&gt;&lt;a href="https://www.csif.es/sites/default/files/field/file/USO%20DE%20HERRAMIENTAS%20GOOGLE%20WORKSPACE%20PARA%20EDUCACI%C3%93N%20-%20PUBLICIDAD.pdf" target="_blank"&gt;&lt;strong&gt;USO DE HERRAMIENTAS&amp;nbsp;&lt;span data-scayt-word="GOOGLE" data-wsc-id="lbabra53phcrcbalf" data-wsc-lang="es_ES"&gt;GOOGLE&lt;/span&gt;&amp;nbsp;&lt;span data-scayt-word="WORKSPACE" data-wsc-id="lbabra53qgqina7e4" data-wsc-lang="es_ES"&gt;WORKSPACE&lt;/span&gt;&amp;nbsp;PARA EDUCACI&#xD3;N&lt;/strong&gt;&lt;/a&gt;&lt;/p&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td style="width: 55px;"&gt;100&lt;/td&gt;&#xD;
			&lt;td style="width: 52px;"&gt;2/2/23 - 17/4/23&lt;/td&gt;&#xD;
			&lt;td class="rtecenter" style="width: 53px;"&gt;111&#x20AC;&lt;/td&gt;&#xD;
			&lt;td class="rtecenter" style="width:116px;"&gt;61&#x20AC;&lt;/td&gt;&#xD;
			&lt;td style="width:105px;"&gt;&lt;a href="https://campuseducacion.csif.es/FCCCurso.aspx?IDAreaTematicaPrincipal=96&amp;amp;IDAreaTematica=96&amp;amp;IDCurso=2363" target="_blank"&gt;&lt;strong&gt;&#xA1;Matric&#xFA;late!&lt;/strong&gt;&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td style="width: 271px;"&gt;&lt;a href="https://www.csif.es/sites/default/files/field/file/PREVENCI%C3%93N%20DE%20RIESGOS%20EN%20EL%20AULA%20ORIGINADOS%20POR%20EL%20USO%20DE%20LAS%20NUEVAS%20TECNOLOG%C3%8DAS_4.pdf" target="_blank"&gt;&lt;strong&gt;PREVENCI&#xD3;N DE RIESGOS EN EL AULA ORIGINADOS POR EL USO DE LAS NUEVAS TECNOLOG&#xCD;AS&lt;/strong&gt;&lt;/a&gt;&lt;/td&gt;&#xD;
			&lt;td style="width: 55px;"&gt;100&lt;/td&gt;&#xD;
			&lt;td style="width: 52px;"&gt;2/3/22 - 15/5/23&lt;/td&gt;&#xD;
			&lt;td class="rtecenter" style="width: 53px;"&gt;111&#x20AC;&lt;/td&gt;&#xD;
			&lt;td class="rtecenter" style="width:116px;"&gt;61&#x20AC;&lt;/td&gt;&#xD;
			&lt;td style="width:105px;"&gt;&lt;a href="https://campuseducacion.csif.es/FCCCurso.aspx?IDAreaTematicaPrincipal=96&amp;amp;IDAreaTematica=96&amp;amp;IDCurso=2362" target="_blank"&gt;&lt;strong&gt;&#xA1;Matric&#xFA;late!&lt;/strong&gt;&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td style="width: 271px;"&gt;&lt;a href="https://www.csif.es/sites/default/files/field/file/CURSO%20MOODLE%20PARA%20DOCENTES%20-%20PUBLICIDAD.pdf" target="_blank"&gt;&lt;strong&gt;&lt;span data-scayt-word="MOODLE" data-wsc-id="lbabra1qnp8foofoo" data-wsc-lang="es_ES"&gt;MOODLE&lt;/span&gt;&amp;nbsp;PARA DOCENTES&lt;/strong&gt;&lt;/a&gt;&lt;/td&gt;&#xD;
			&lt;td style="width: 55px;"&gt;80&lt;/td&gt;&#xD;
			&lt;td style="width: 52px;"&gt;23/3/23 - 22/5/23&lt;/td&gt;&#xD;
			&lt;td class="rtecenter" style="width: 53px;"&gt;81&#x20AC;&lt;/td&gt;&#xD;
			&lt;td class="rtecenter" style="width:116px;"&gt;51&#x20AC;&lt;/td&gt;&#xD;
			&lt;td style="width:105px;"&gt;&lt;a href="https://campuseducacion.csif.es/FCCCurso.aspx?IDAreaTematicaPrincipal=96&amp;amp;IDAreaTematica=96&amp;amp;IDCurso=2361" target="_blank"&gt;&lt;strong&gt;&#xA1;Matric&#xFA;late!&lt;/strong&gt;&lt;/a&gt;&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
	&lt;/tbody&gt;&#xD;
&lt;/table&gt;&#xD;
</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/es/noticia/portada/andaluciaensenanza/articulo/17223</guid><title>Webinar CSIF: "Estabilizaci&#xF3;n por Concurso de M&#xE9;ritos para Plazas Docentes" </title><pubDate>Thu, 24 Nov 22 12:35:58 CET</pubDate><link>https://www.csif.es/es/noticia/portada/andaluciaensenanza/articulo/17223</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Concursos y movilidad</category><category>Otros Concursos y Movilidad</category><category>Convocatorias</category><category>Empleo</category><category>Otros Empleo</category><category>Negociaciones y acuerdos</category><category>Normativa</category><category>Leyes y Decretos Ley</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Interino</category><content:encoded xmlns:content="content">&lt;p&gt;Ahora puedes calcular tu baremo con el &lt;a href="https://www.csif.es/sites/default/files/field/file/CALCULATUBAREMO.xlsx" target="_blank"&gt;Excel adjunto&lt;/a&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;hr /&gt;&#xD;
&lt;h2&gt;&lt;strong&gt;CONVOCATORIAS&lt;/strong&gt;&lt;/h2&gt;&#xD;
&#xD;
&lt;p&gt;-&amp;nbsp;&lt;a href="https://www.juntadeandalucia.es/educacion/portals/web/ced/novedades/-/contenidos/detalle/convocatoria-estabilizacion" target="_blank"&gt;Andaluc&#xED;a&lt;/a&gt;&amp;nbsp; &amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19035.pdf" target="_blank"&gt;-&amp;nbsp;Arag&#xF3;n&lt;/a&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19030.pdf" target="_blank"&gt;-&amp;nbsp;Asturias&lt;/a&gt;&amp;nbsp;&amp;nbsp;-&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19039.pdf" target="_blank"&gt;&amp;nbsp;Baleares&amp;nbsp;&lt;/a&gt;&amp;nbsp; -&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19031.pdf" target="_blank"&gt;&amp;nbsp;Cantabria&amp;nbsp;&lt;/a&gt;&amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19036.pdf" target="_blank"&gt;-Castilla-La Mancha&lt;/a&gt;&amp;nbsp;&amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19042.pdf" target="_blank"&gt;-Castilla y Le&#xF3;n&lt;/a&gt;&amp;nbsp;&amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19026.pdf" target="_blank"&gt;- Ceuta y Melilla&lt;/a&gt;&amp;nbsp;&amp;nbsp;&lt;br /&gt;&#xD;
&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19038.pdf" target="_blank"&gt;-&amp;nbsp;Extremadura&lt;/a&gt;&amp;nbsp;&amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19032.pdf" target="_blank"&gt;-&amp;nbsp;La Rioja&lt;/a&gt;&amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19040.pdf" target="_blank"&gt;- Madrid (Maestros&lt;/a&gt;)&amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19041.pdf" target="_blank"&gt;-&amp;nbsp;Madrid (Secundaria, otros cuerpos docentes)&lt;/a&gt;&lt;br /&gt;&#xD;
&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19033.pdf" target="_blank"&gt;-&amp;nbsp;Murcia&lt;/a&gt;&amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19037.pdf" target="_blank"&gt;-&amp;nbsp;Navarra&lt;/a&gt;&amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19034.pdf" target="_blank"&gt;-&amp;nbsp;Valencia&lt;/a&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;em&gt;Plazo de presentaci&#xF3;n&amp;nbsp;&lt;strong&gt;del 21 de noviembre al 21 de diciembre de 2022 inclusive&lt;/strong&gt;&lt;/em&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;hr /&gt;&#xD;
&lt;h1 align="center"&gt;&lt;strong&gt;&lt;em&gt;&lt;u&gt;PREGUNTAS FRECUENTES&lt;/u&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/h1&gt;&#xD;
&#xD;
&lt;p align="center"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;em&gt;Tras la webinar realizada por CSIF el 17 de noviembre&amp;nbsp; de 2022 y recibir y contestar m&#xE1;s de 600 correos, hemos elaborado este documento con las preguntas m&#xE1;s frecuentes para que sirva de ayuda.&lt;/em&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;ol&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;&#xBF;Qui&#xE9;nes pueden participar en estos procesos?&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;Son procesos de libre concurrencia. Pueden participar aspirantes que no est&#xE9;n en las listas de interinidad, funcionarios/as interinos/as y funcionarios/as de carrera de otros cuerpos, que cumplan el requisito de titulaci&#xF3;n. El baremo dirimir&#xE1; la adjudicaci&#xF3;n de plazas.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;ol&gt;&#xD;
	&lt;li value="2"&gt;&lt;strong&gt;Si participo en varias Comunidades de las adscritas al procedimiento centralizado, &#xBF;cu&#xE1;ntas instancias tengo que registrar y cu&#xE1;ntas tasas debo abonar? &#xBF;Y si participo en varias especialidades?&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;Es una sola instancia por especialidad y se registra en la administraci&#xF3;n educativa a la que optas en la primera opci&#xF3;n, pagando la tasa correspondiente seg&#xFA;n su convocatoria. S&#xED; tienes que registrar m&#xE1;s instancias cuando participas en otras especialidades.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;ol&gt;&#xD;
	&lt;li value="3"&gt;&lt;strong&gt;&#xBF;Cu&#xE1;l es el plazo de presentaci&#xF3;n de solicitudes y hasta cu&#xE1;ndo ser&#xE1;n los m&#xE9;ritos de experiencia docente?&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;El plazo marcado es del 21 de noviembre hasta el 21 de diciembre. El tiempo de servicio ser&#xE1; reconocido hasta el 21 de diciembre, independientemente de la fecha de registro de la solicitud.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;ol&gt;&#xD;
	&lt;li value="4"&gt;&lt;strong&gt;Tengo el Grado de Magisterio de una especialidad, &#xBF;puedo presentarme a otra especialidad?&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;El requisito para acceder al Cuerpo de Maestros es Grado de Magisterio o equivalente para todas las especialidades. Ser&#xE1; posteriormente el baremo el que te asigne cada plaza.&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;ol&gt;&#xD;
	&lt;li value="5"&gt;&lt;strong&gt;Tengo un Grado de una rama, &#xBF;puedo presentarme a cualquier especialidad?&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;El requisito general para acceder al Cuerpo de Secundaria y otros cuerpos de cualquier especialidad es Grado m&#xE1;s Master de Secundaria, sin especificar la especialidad del Grado. Ser&#xE1; posteriormente el baremo el que te asigne la plaza. Existen algunas titulaciones equivalentes a efectos de docencia, que vienen contempladas en la convocatoria.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;ol&gt;&#xD;
	&lt;li value="6"&gt;&lt;strong&gt;Trabajo en una Comunidad, pero quiero optar a varias, &#xBF;d&#xF3;nde tengo que registrar la instancia?&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;La instancia hay que registrarla en la Comunidad que has elegido en primera opci&#xF3;n dentro de tu solicitud. &lt;u&gt;Es necesario que esta Comunidad oferte plazas de la especialidad y cuerpo que solicitas&lt;/u&gt;. Ser&#xE1; esta Comunidad quien te bareme y por tanto a quien tienes que presentar toda la documentaci&#xF3;n justificativa. En dicha instancia puedes solicitar todas las Comunidades que desees en orden de prioridad que est&#xE9;n dentro del acuerdo centralizado. Las que est&#xE1;n fuera de dicho acuerdo tienen convocatorias e instancias propias, as&#xED; como plazos diferentes.&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;ol&gt;&#xD;
	&lt;li value="7"&gt;&lt;strong&gt;Quiero optar a varias Comunidades, &#xBF;tengo que enviar mi baremo a todas ellas o una Comunidad se lo manda a otras?&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;La instancia se registra en la Comunidad que has elegido en primer lugar con plazas convocadas a las que optas. Es esta Comunidad quien te barema con toda la documentaci&#xF3;n justificativa que se especifica en la convocatoria. Una vez baremado, esta Comunidad Aut&#xF3;noma env&#xED;a al Ministerio el baremo por especialidades de las solicitudes que han tramitado. El Ministerio recibe de todas las CC.AA. y vuelca en una &#xFA;nica lista centralizada todos los aspirantes por baremo. As&#xED;, tiene todas las vacantes y aspirantes y procede a la adjudicaci&#xF3;n de manera centralizada. Recordamos que esto es v&#xE1;lido solamente para las Comunidades que se han adscrito al acuerdo (todas menos Catalu&#xF1;a, Galicia, Pa&#xED;s Vasco y Canarias).&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;ol&gt;&#xD;
	&lt;li value="8"&gt;&lt;strong&gt;He trabajado en la Comunidad donde voy a registrar mi instancia, &#xBF;hace falta la hoja de servicios? &#xBF;y la experiencia que tengo de otras Comunidades?&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p&gt;La experiencia docente se justifica de la manera siguiente:&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;El tiempo de servicio en la Comunidad que se registra es de oficio.&lt;/li&gt;&#xD;
	&lt;li&gt;El tiempo de servicio en otras Comunidades tiene que justificarse con hojas de servicio que se entregan en la Comunidad de registro.&lt;br /&gt;&#xD;
	&amp;nbsp;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;ol&gt;&#xD;
	&lt;li value="9"&gt;&lt;strong&gt;Estoy en lista de interinos, &#xBF;es obligatorio participar o me penalizar&#xE1; no hacerlo? &#xBF;Este procedimiento modificar&#xE1; o crear&#xE1; listas de interinidades?&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;El proceso es voluntario y no est&#xE1; ligado a las listas de interinidades de las Comunidades Aut&#xF3;nomas. Tampoco crear&#xE1; ni afectar&#xE1; a las listas ya disponibles.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;ol&gt;&#xD;
	&lt;li value="10"&gt;&lt;strong&gt;Soy interino/a de larga duraci&#xF3;n. Si no apruebo estos procesos estabilizaci&#xF3;n, &#xBF;puedo seguir trabajando como interino/a o me expulsan de la lista y/o bolsa?&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;Los procesos estabilizan todas las plazas vacantes disponibles para dar las m&#xE1;ximas oportunidades posibles. Pero las listas seguir&#xE1;n regul&#xE1;ndose en las Comunidades Aut&#xF3;nomas con la normativa aprobada adjudic&#xE1;ndose las plazas de interino de la misma manera. La ley castiga a las administraciones a compensar a los interinos de larga duraci&#xF3;n que por mor de este proceso se quedaran sin plaza o sin trabajar. Para solicitar esta posible compensaci&#xF3;n, la ley obliga a participar en todos los procesos de estabilizaci&#xF3;n.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;ol&gt;&#xD;
	&lt;li value="11"&gt;&lt;strong&gt;Quiero participar en el turno de discapacidad, &#xBF;tengo que participar tambi&#xE9;n en las libres? &#xBF;Si en una Comunidad no hay plazas del turno de discapacidad, puedo participar en el turno libre? &#xBF;Tengo que hacer dos instancias, una por el libre y otra por el de discapacidad?&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;Solo se puede participar por un turno. As&#xED;, en las Comunidades en las que hay plazas del turno de discapacidad, debes participar en ese turno a sabiendas que tambi&#xE9;n te bareman en el turno libre y optar a las plazas de dicho turno. En aquellas Comunidades que no existen plazas de tu especialidad por el turno de discapacidad puedes participar por el turno libre. Pero en todo caso, se debe entregar una instancia por especialidad.&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;ol&gt;&#xD;
	&lt;li value="12"&gt;&lt;strong&gt;Si apruebo en una Comunidad Aut&#xF3;noma, &#xBF;a qu&#xE9; plaza voy? &lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;Este procedimiento es para la adquisici&#xF3;n de la condici&#xF3;n de funcionario de carrera adscrito a una administraci&#xF3;n educativa concreta. Una vez adquirida la plaza, esta administraci&#xF3;n educativa abre un proceso para adjudicar una plaza provisional para un curso y posteriormente el nuevo funcionario de carrera tiene que participar en el Concurso General de Traslados para conseguir su primer destino definitivo en esa Comunidad o ciudad Aut&#xF3;noma. La normativa del Concurso General de Traslados obliga a estar dos cursos en el destino y a partir de ah&#xED; puedes participar en todos los Concursos Generales de Traslados de &#xE1;mbito auton&#xF3;mico o nacional.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;ol&gt;&#xD;
	&lt;li value="13"&gt;&lt;strong&gt;Si participo en este procedimiento centralizado, &#xBF;puedo participar en los concursos-oposici&#xF3;n o son incompatibles?&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;Este procedimiento es voluntario y compatible con cualquier otro procedimiento. Puedes participar posteriormente a los dem&#xE1;s procesos en caso de no obtener plaza en este.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;ol&gt;&#xD;
	&lt;li value="14"&gt;&lt;strong&gt;Quiero participar en una Comunidad Aut&#xF3;noma pero mi fase de oposici&#xF3;n aprobada es de otra, &#xBF;me cuenta? &#xBF;d&#xF3;nde tengo que solicitarla?&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;El baremo punt&#xFA;a con 2,5 puntos por superar la fase de oposici&#xF3;n en cualquier Comunidad Aut&#xF3;noma. Vale lo mismo. Se solicita en la Comunidad o delegaci&#xF3;n provincial donde se realiz&#xF3; dicha oposici&#xF3;n.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;ol&gt;&#xD;
	&lt;li value="15"&gt;&lt;strong&gt;Si tengo dos o m&#xE1;s titulaciones universitarias habilitantes, &#xBF;puedo poner el que m&#xE1;s nota tengo como el t&#xED;tulo que se alega como requisito para el baremo de formaci&#xF3;n acad&#xE9;mica?&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;Los tribunales de baremaci&#xF3;n suelen disponer el primero cronol&#xF3;gicamente como el que te da acceso a las listas de interinidad y a las plazas como tal. Las dem&#xE1;s titulaciones se consideran como m&#xE9;ritos posteriores.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;ol&gt;&#xD;
	&lt;li value="16"&gt;&lt;strong&gt;Tengo una Ingenier&#xED;a T&#xE9;cnica y posteriormente tengo un Grado en otra especialidad, &#xBF;qu&#xE9; expediente acad&#xE9;mico me tendr&#xE1;n en cuenta?&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;La convocatoria al respecto es clara: solo se computar&#xE1; la nota media de aquellas titulaciones declaradas equivalentes cuando el aspirante alegue las mismas para el ingreso y &lt;u&gt;no aporte la titulaci&#xF3;n exigida con car&#xE1;cter general&lt;/u&gt;. Por tanto, en este caso se tendr&#xED;a en cuenta el Grado como requisito para el acceso, que es la que marca la convocatoria como general.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;ol&gt;&#xD;
	&lt;li value="17"&gt;&lt;strong&gt;Tengo un certificado B2, &#xBF;cuenta? Tengo tambi&#xE9;n un C1 de la Escuela Oficial de Idiomas y reconocido ese nivel por una entidad acreditada, &#xBF;cuentan los dos?&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;Los &#xFA;nicos certificados de idiomas que cuentan son los de nivel avanzado, que equivalen a los niveles C1 y C2. Los t&#xED;tulos de idiomas de este nivel de la EOI computan en el apartado 2.4.2.&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;En el apartado 2.5 cuentan los certificados C1 y C2 de entidades acreditadas. Sin embargo, no contar&#xE1;n en este caso los ya reconocidos del mimo idioma en el apartado de EOI.&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/es/noticia/portada/andaluciaensenanza/articulo/16938</guid><title>CURSO DE ACTUALIZACI&#xD3;N DE COMPETENCIAS DIRECTIVAS 2022</title><pubDate>Mon, 21 Nov 22 11:23:47 CET</pubDate><link>https://www.csif.es/es/noticia/portada/andaluciaensenanza/articulo/16938</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Concursos y movilidad</category><category>Otros Concursos y Movilidad</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c731c3e8d5c.png" type="image/png" medium="image"><media:credit/><media:title>Andaluc&#xED;a - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p class="rtejustify"&gt;&lt;span style="font-size: 18px;"&gt;La Direcci&#xF3;n General de Tecnolog&#xED;as Avanzadas y Transformaci&#xF3;n Educativa&amp;nbsp;ha publicado el listado DEFINITlVO del personal adjudicatario de plazas para el Curso de Actualizaci&#xF3;n de Competencias Directivas convocado por la Resoluci&#xF3;n de 28 de octubre de 2022.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtecenter"&gt;&lt;a href="https://www.juntadeandalucia.es/educacion/portals/web/inspeccion-educativa/normativa/-/normativas/detalle/resolucion-por-la-que-se-hace-publico-el-listado-definitivo-del-personal-adjudicatario-de-plazas-para-el-curso-de" target="_blank"&gt;[[{"fid":"708749","view_mode":"default","type":"media","link_text":null,"attributes":{"height":200,"width":600,"class":"media-element file-default"}}]]&lt;/a&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="font-size: 18px;"&gt;&lt;strong&gt;03/11/22 &lt;/strong&gt;Publicada&amp;nbsp;la Resoluci&#xF3;n de 28 de octubre de 2022, de la Direcci&#xF3;n General de Tecnolog&#xED;as Avanzadas y Transformaci&#xF3;n Educativa, por la que se convoca &lt;strong&gt;curso de actualizaci&#xF3;n de competencias directivas sobre el desarrollo de la funci&#xF3;n directiva&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="font-size: 18px;"&gt;&lt;strong&gt;Plazo de Presentaci&#xF3;n de la Solicitud&lt;/strong&gt;:Desde&amp;nbsp;el 4&amp;nbsp;de noviembre&amp;nbsp;hasta&amp;nbsp;17&amp;nbsp;de noviembre&amp;nbsp;ambos inclusive&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="font-size: 18px;"&gt;&lt;strong&gt;Modalidad:&lt;/strong&gt; Semipresencial&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="font-size: 18px;"&gt;&lt;strong&gt;Duraci&#xF3;n:&lt;/strong&gt; El curso tendr&#xE1; una duraci&#xF3;n de 90 horas y se celebrar&#xE1; entre los meses de noviembre&amp;nbsp;y diciembre de 2022.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;&lt;span style="font-size: 18px;"&gt;Requisitos:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;&lt;span style="font-size: 18px;"&gt;a) Personal funcionario docente que a la fecha de entrada en vigor de la Ley Org&#xE1;nica para la mejora de la calidad educativa 8/2013, de 9 de diciembre, o durante los cinco a&#xF1;os siguientes, se encontrase ocupando un puesto de director o directora en un centro docente p&#xFA;blico.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;&lt;span style="font-size: 18px;"&gt;b) Personal funcionario docente con habilitaciones o acreditaciones de direcci&#xF3;n de centros p&#xFA;blicos expedidas con anterioridad a la entrada en vigor de la Ley Org&#xE1;nica 8/2013, de 9 de diciembre. &lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rteindent1"&gt;&lt;span style="font-size: 18px;"&gt;c) Personal funcionario docente que se encuentre actualmente ocupando un puesto de&amp;nbsp;direcci&#xF3;n de un centro docente p&#xFA;blico en su octavo, s&#xE9;ptimo o sexto a&#xF1;o de nombramiento.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="font-size: 18px;"&gt;&lt;strong&gt;Inscripci&#xF3;n:&lt;/strong&gt; Mediante el Portal Docente de la Junta de Andaluc&#xED;a. Hasta el 4 de noviembre&amp;nbsp;no est&#xE1;ra disponible la posibilidad de crear la solicitud.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;&lt;span style="font-size: 18px;"&gt;Criterios de prioridad y valoraci&#xF3;n de las solicitudes:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;span style="font-size: 18px;"&gt;Para la asignaci&#xF3;n de plazas se tendr&#xE1;n en consideraci&#xF3;n los siguientes colectivos, por orden de prioridad: &lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&lt;span style="font-size: 18px;"&gt;1. Quienes se encuentren en el curso escolar 2022-2023&amp;nbsp;ocupando el puesto de direcci&#xF3;n en el octavo a&#xF1;o de su nombramiento (es decir, quienes renovaron nombramiento para el periodo 2019-2023&amp;nbsp;tras evaluaci&#xF3;n positiva del periodo 2015-2019). Dicho profesorado ser&#xE1; admitido en aplicaci&#xF3;n del baremo que figura como Anexo III de esta resoluci&#xF3;n.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&lt;span style="font-size: 18px;"&gt;2. Quienes se encuentren en el curso escolar 2022-2023&amp;nbsp;ocupando el puesto de direcci&#xF3;n en el s&#xE9;ptimo a&#xF1;o de su nombramiento (es decir, quienes renovaron nombramiento para el periodo 2020-2024&amp;nbsp;tras evaluaci&#xF3;n positiva del periodo 2016-2020). Dicho profesorado ser&#xE1; admitido en aplicaci&#xF3;n del baremo que figura como Anexo III de esta resoluci&#xF3;n. &lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&lt;span style="font-size: 18px;"&gt;3. Quienes declaren estar en posesi&#xF3;n de acreditaci&#xF3;n o habilitaci&#xF3;n para el ejercicio de la direcci&#xF3;n de centros p&#xFA;blicos, expedidas con anterioridad a la entrada en vigor de la Ley Org&#xE1;nica 8/2013, de 9 de diciembre. Dicho profesorado ser&#xE1; admitido en aplicaci&#xF3;n del baremo que figura como Anexo II&amp;nbsp;de esta resoluci&#xF3;n. &lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&lt;span style="font-size: 18px;"&gt;4. Quienes se encuentren en el curso escolar 2022-2023&amp;nbsp;ocupando el puesto de direcci&#xF3;n en el sexto a&#xF1;o de su nombramiento (es decir, quienes renovaron nombramiento para el periodo 2021-2025&amp;nbsp;tras evaluaci&#xF3;n positiva del periodo 2017-2021). Dicho profesorado ser&#xE1; admitido en aplicaci&#xF3;n del baremo que figura como Anexo III de esta resoluci&#xF3;n. &lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&lt;span style="font-size: 18px;"&gt;5. Quienes a la fecha de la entrada en vigor de la Ley Org&#xE1;nica 8/2013, de 9 de diciembre, o durante los cinco a&#xF1;os siguientes hubiesen ocupado un puesto de director o directora en un centro docente p&#xFA;blico.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&lt;span style="font-size: 18px;"&gt;6. En caso de empate en la puntuaci&#xF3;n, se resolver&#xE1; a favor de quien haya obtenido mayor puntuaci&#xF3;n en los distintos apartados de m&#xE9;ritos del baremo, contemplados estos por el orden del mismo. Si el empate continuase, el desempate se resolver&#xE1; en favor del solicitante cuya letra inicial del primer apellido sea &#xAB;V&#xBB;, de conformidad con lo establecido en la Resoluci&#xF3;n de 10 de febrero de 2021, de la Direcci&#xF3;n General de Recursos Humanos y Funci&#xF3;n P&#xFA;blica. En el supuesto de que no exista ning&#xFA;n aspirante cuyo primer apellido comience por la letra &#xAB;V&#xBB;, el orden de actuaci&#xF3;n se &amp;nbsp;iniciar&#xE1; por aquellos cuyo primer apellido comience por la letra &#xAB;W&#xBB;, y as&#xED; sucesivamente.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtecenter"&gt;&lt;span style="font-size: 18px;"&gt;&lt;a href="https://www.juntadeandalucia.es/educacion/portaldocente/" target="_blank"&gt;[[{"fid":"705917","view_mode":"default","type":"media","link_text":null,"attributes":{"height":150,"width":500,"class":"media-element file-default"}}]]&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtecenter"&gt;&lt;strong&gt;&lt;span style="font-size: 18px;"&gt;CONSULTAR CONVOCATORIA&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;div style="text-align:center;"&gt;&lt;iframe allowfullscreen="" allowtransparency="" frameborder="0" height="300" scrolling="no" src="//v.calameo.com/?bkcode=0053479380907194909b2&amp;amp;mode=mini" style="margin:0 auto;" width="480"&gt;&lt;/iframe&gt;&lt;/div&gt;&#xD;
&#xD;
&lt;div style="text-align:center;"&gt;&amp;nbsp;&lt;/div&gt;&#xD;
&#xD;
&lt;p style="text-align:center"&gt;&lt;a href="https://www.csif.es/contenido/andalucia/educacion/351235"&gt;[[{"fid":"708801","view_mode":"default","type":"media","link_text":null,"attributes":{"height":260,"width":800,"class":"media-element file-default"}}]]&lt;/a&gt;&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/es/noticia/portada/andaluciaensenanza/articulo/13714</guid><title>Cursos para la Competencia Digital Docente 22/23</title><pubDate>Wed, 21 Sep 22 12:24:42 CEST</pubDate><link>https://www.csif.es/es/noticia/portada/andaluciaensenanza/articulo/13714</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Concursos y movilidad</category><category>Otros Concursos y Movilidad</category><category>Formaci&#xF3;n</category><category>Otra formaci&#xF3;n</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c7048c56d81.png" type="image/png" medium="image"><media:credit/><media:title>Andaluc&#xED;a - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p class="rtejustify"&gt;&lt;span style="font-size: 18px;"&gt;La Consejer&#xED;a de Desarrollo Educativo y Formaci&#xF3;n Profesional, ha ofertado&amp;nbsp;17 cursos en la modalidad de a distancia para el desarrollo de la Competencia Digital Docente.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&lt;span style="font-size: 18px;"&gt;&lt;strong&gt;Plazo de inscripci&#xF3;n: &lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&lt;span style="font-size: 18px;"&gt;Desde el 23 de septiembre de 2022 a las 11:00 hasta el 30 de septiembre a las 11:00.&lt;br /&gt;&#xD;
&lt;strong&gt;Publicaci&#xF3;n de listas de admisi&#xF3;n en los cursos:&lt;/strong&gt; &lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&lt;span style="font-size: 18px;"&gt;7 de octubre de 2022.&lt;br /&gt;&#xD;
&lt;strong&gt;Fechas de realizaci&#xF3;n: &lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&lt;span style="font-size: 18px;"&gt;Los cursos se iniciar&#xE1;n el 17 de octubre de 2022. La fecha de finalizaci&#xF3;n estar&#xE1; en funci&#xF3;n de la duraci&#xF3;n de cada curso.&lt;br /&gt;&#xD;
&lt;strong&gt;Destinatarios: &lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&lt;span style="font-size: 18px;"&gt;Profesorado de los centros docentes andaluces no universitarios sostenidos con fondos p&#xFA;blicos.&lt;br /&gt;&#xD;
&lt;strong&gt;Cursos convocados:&lt;/strong&gt; haz clic en tu provincia para acceder al listado:&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ul style="margin-left: 40px;"&gt;&#xD;
	&lt;li class="rtejustify"&gt;&lt;a href="https://www.juntadeandalucia.es/educacion/secretariavirtual/consultaCEP/?X_CATMODACT=3&amp;amp;C_EDIACTFOR=23DK04&amp;amp;"&gt;Almer&#xED;a&lt;/a&gt;&lt;/li&gt;&#xD;
	&lt;li class="rtejustify"&gt;&lt;a href="https://www.juntadeandalucia.es/educacion/secretariavirtual/consultaCEP/?X_CATMODACT=3&amp;amp;C_EDIACTFOR=23DK11&amp;amp;"&gt;C&#xE1;diz&lt;/a&gt;&lt;/li&gt;&#xD;
	&lt;li class="rtejustify"&gt;&lt;a href="https://www.juntadeandalucia.es/educacion/secretariavirtual/consultaCEP/?X_CATMODACT=3&amp;amp;C_EDIACTFOR=23DK14&amp;amp;"&gt;C&#xF3;rdoba&lt;/a&gt;&lt;/li&gt;&#xD;
	&lt;li class="rtejustify"&gt;&lt;a href="https://www.juntadeandalucia.es/educacion/secretariavirtual/consultaCEP/?X_CATMODACT=3&amp;amp;C_EDIACTFOR=23DK18&amp;amp;"&gt;Granada&lt;/a&gt;&lt;/li&gt;&#xD;
	&lt;li class="rtejustify"&gt;&lt;a href="https://www.juntadeandalucia.es/educacion/secretariavirtual/consultaCEP/?X_CATMODACT=3&amp;amp;C_EDIACTFOR=23DK21&amp;amp;"&gt;Huelva&lt;/a&gt;&lt;/li&gt;&#xD;
	&lt;li class="rtejustify"&gt;&lt;a href="https://www.juntadeandalucia.es/educacion/secretariavirtual/consultaCEP/?X_CATMODACT=3&amp;amp;C_EDIACTFOR=23DK23&amp;amp;"&gt;Ja&#xE9;n&lt;/a&gt;&lt;/li&gt;&#xD;
	&lt;li class="rtejustify"&gt;&lt;a href="https://www.juntadeandalucia.es/educacion/secretariavirtual/consultaCEP/?X_CATMODACT=3&amp;amp;C_EDIACTFOR=23DK29&amp;amp;"&gt;M&#xE1;laga&lt;/a&gt;&lt;/li&gt;&#xD;
	&lt;li class="rtejustify"&gt;&lt;a href="https://www.juntadeandalucia.es/educacion/secretariavirtual/consultaCEP/?X_CATMODACT=3&amp;amp;C_EDIACTFOR=23DK41&amp;amp;"&gt;Sevilla&lt;/a&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&lt;span style="font-size: 18px;"&gt;&lt;strong&gt;Modalidad y lugar de realizaci&#xF3;n: &lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&lt;span style="font-size: 18px;"&gt;Los cursos se realizan en la modalidad a distancia, en el Aula Virtual de Formaci&#xF3;n del Profesorado de la Consejer&#xED;a de Desarrollo Educativo y Formaci&#xF3;n Profesional. Los cursos ser&#xE1;n gestionados por los Centros del Profesorado, apareciendo a partir de ese momento en la ficha del curso en S&#xE9;neca el CEP correspondiente.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&lt;span style="font-size: 18px;"&gt;&lt;strong&gt;Duraci&#xF3;n:&lt;/strong&gt; &lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&lt;span style="font-size: 18px;"&gt;Los cursos tendr&#xE1;n una duraci&#xF3;n variable seg&#xFA;n las tem&#xE1;ticas.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&lt;span style="font-size: 18px;"&gt;&lt;strong&gt;Procedimiento de solicitud: &lt;/strong&gt;La inscripci&#xF3;n en los cursos se realiza a trav&#xE9;s de los enlaces de cada provincia arriba indicados o mediante S&#xE9;neca. Podr&#xE1;n solicitarse hasta 3 cursos simult&#xE1;neamente, si bien solo se adjudicar&#xE1; un curso por cada solicitante seg&#xFA;n el orden en que se hayan solicitado. Podr&#xE1; realizarse nuevamente la petici&#xF3;n de los cursos no adjudicados en las siguientes convocatorias.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&lt;span style="font-size: 18px;"&gt;&lt;strong&gt;Criterios de adjudicaci&#xF3;n:&lt;/strong&gt; &lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&lt;span style="font-size: 18px;"&gt;La adjudicaci&#xF3;n se realizar&#xE1; seg&#xFA;n los criterios establecidos en el detalle de la actividad.&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&lt;strong&gt;&lt;span style="font-size: 18px;"&gt;No podr&#xE1;n participar en un curso aquellas personas que ya lo hayan realizado con evaluaci&#xF3;n positiva en ediciones anteriores.&lt;/span&gt;&lt;/strong&gt;&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/es/noticia/portada/andaluciaensenanza/articulo/9669</guid><title>Procesos de Concurso de M&#xE9;ritos de Plazas Docentes 2023</title><pubDate>Wed, 15 Jun 22 06:01:04 CEST</pubDate><link>https://www.csif.es/es/noticia/portada/andaluciaensenanza/articulo/9669</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Concursos y movilidad</category><category>Otros Concursos y Movilidad</category><category>Convocatorias</category><category>Empleo</category><category>Oferta Empleo P&#xFA;blico</category><category>Oposiciones</category><category>Negociaciones y acuerdos</category><category>Normativa</category><category>Leyes y Decretos Ley</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Interino</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c6ac2ceb4b1.jpeg" type="image/jpeg" medium="image"><media:credit/><media:title>Andaluc&#xED;a - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;h2&gt;&lt;b&gt;INFORMACI&#xD3;N&amp;nbsp;&lt;/b&gt;&lt;/h2&gt;&#xD;
&#xD;
&lt;table border="0" cellpadding="1" cellspacing="1" style="width:99%;"&gt;&#xD;
	&lt;tbody&gt;&#xD;
		&lt;tr&gt;&#xD;
			&lt;td style="width: 207px;"&gt;&#xD;
			&lt;ul&gt;&#xD;
				&lt;li&gt;&lt;a href="https://www.csif.es/contenido/andalucia/educacion/348017" target="_blank"&gt;&lt;strong&gt;Andaluc&#xED;a&lt;/strong&gt;&lt;/a&gt;&lt;/li&gt;&#xD;
				&lt;li&gt;&lt;a href="https://www.csif.es/contenido/aragon/educacion/353267" target="_blank"&gt;&lt;b&gt;Arag&#xF3;n&lt;/b&gt;&lt;/a&gt;&lt;/li&gt;&#xD;
				&lt;li&gt;&lt;b&gt;Asturias&lt;/b&gt;&lt;/li&gt;&#xD;
				&lt;li&gt;&lt;a href="https://www.gobiernodecanarias.org/educacion/web/personal/docente/oferta/estabilizacion/meritos/convocatoria/" target="_blank"&gt;&lt;b&gt;Canarias&lt;/b&gt;&lt;/a&gt;&lt;/li&gt;&#xD;
				&lt;li&gt;&lt;a href="https://www.csif.es/contenido/cantabria/educacion/351580" target="_blank"&gt;&lt;b&gt;Cantabria&lt;/b&gt;&lt;/a&gt;&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td style="width: 303px;"&gt;&#xD;
			&lt;ul&gt;&#xD;
				&lt;li&gt;&lt;a href="https://www.csif.es/contenido/castilla-la-mancha/educacion/352883" target="_blank"&gt;&lt;b&gt;Castilla-La&amp;nbsp;Mancha&lt;/b&gt;&lt;/a&gt;&lt;/li&gt;&#xD;
				&lt;li&gt;&lt;a href="https://www.csif.es/contenido/castilla-y-leon/educacion/351567" target="_blank"&gt;&lt;b&gt;Castilla y&amp;nbsp;Le&#xF3;n&lt;/b&gt;&lt;/a&gt;&lt;/li&gt;&#xD;
				&lt;li&gt;&lt;a href="https://www.csif.es/contenido/nacional/educacion/347414" target="_blank"&gt;&lt;b&gt;Catalu&#xF1;a&lt;/b&gt;&lt;/a&gt;&lt;/li&gt;&#xD;
				&lt;li&gt;&lt;a href="https://www.csif.es/contenido/extremadura/educacion/348224" target="_blank"&gt;&lt;b&gt;Extremadura&lt;/b&gt;&lt;/a&gt;&lt;/li&gt;&#xD;
				&lt;li&gt;&lt;a href="https://www.larioja.org/edu-recursos-humanos/es/convocatoria-extraordinaria-meritos" target="_blank"&gt;&lt;b&gt;La&amp;nbsp;Rioja&lt;/b&gt;&lt;/a&gt;&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td style="width: 353px;"&gt;&#xD;
			&lt;ul&gt;&#xD;
				&lt;li&gt;&lt;a href="https://www.csif.es/contenido/comunidad-de-madrid/educacion/348935" target="_blank"&gt;&lt;b&gt;Madrid&lt;/b&gt;&lt;/a&gt;&lt;/li&gt;&#xD;
				&lt;li&gt;&lt;b&gt;Murcia&lt;/b&gt;&lt;/li&gt;&#xD;
				&lt;li&gt;&lt;b&gt;Navarra&lt;/b&gt;&lt;/li&gt;&#xD;
				&lt;li&gt;&lt;b&gt;Comunidad&amp;nbsp;Valenciana&lt;/b&gt;&lt;/li&gt;&#xD;
				&lt;li&gt;&lt;b&gt;Baleares&lt;/b&gt;&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;/td&gt;&#xD;
			&lt;td style="width: 353px;"&gt;&#xD;
			&lt;ul&gt;&#xD;
				&lt;li&gt;&lt;a href="https://www.xunta.gal/dog/Publicados/2022/20221028/AnuncioG0655-201022-0003_gl.html" target="_blank"&gt;&lt;b&gt;Galicia&lt;/b&gt;&lt;/a&gt;&lt;/li&gt;&#xD;
				&lt;li&gt;&lt;a href="https://www.educacionyfp.gob.es/contenidos/profesorado/no-universitarios/oposiciones-y-ofertas-trabajo/convocatoria-estabilizacion/estabilizacion-ambito-mefp.html" target="_blank"&gt;&lt;b&gt;Ceuta y&#x200B;&amp;nbsp;&lt;b&gt;Melilla&lt;/b&gt;&lt;/b&gt;&lt;/a&gt;&lt;/li&gt;&#xD;
				&lt;li&gt;&lt;a href="https://www.csif.es/sites/default/files/field/file/pais%20vasco.pdf" target="_blank"&gt;&lt;b&gt;Pa&#xED;s Vasco&lt;/b&gt;&lt;/a&gt;&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;/td&gt;&#xD;
		&lt;/tr&gt;&#xD;
	&lt;/tbody&gt;&#xD;
&lt;/table&gt;&#xD;
&#xD;
&lt;hr /&gt;&#xD;
&lt;style type="text/css"&gt;SELECT{ &#xD;
border: 3px solid #ada7a6;&#xD;
border-radius: 19px;&#xD;
font-family: verdana; font-size: 14px; color: white; background-color:#135808;}&#xD;
&lt;/style&gt;&#xD;
&lt;h2&gt;&lt;span style="color:#008000;"&gt;&lt;strong&gt;LISTADOS DE ADMITIDOS Y EXCLUIDOS&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;&#xD;
&#xD;
&lt;p align="center"&gt;&lt;select onchange="if (this.value) window.open(this.value,'_blank')"&gt;&lt;option selected="selected" value=""&gt;SELECCIONE CCAA&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/andalucia/educacion/356714"&gt;Andaluc&#xED;a - PROVISIONAL&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/andalucia/educacion/358653"&gt;Andaluc&#xED;a - DEFINITIVOS&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/aragon/educacion/358139"&gt;Arag&#xF3;n - DEFINITIVOS&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/principado-de-asturias/educacion/356301"&gt;Asturias - PROVISIONALES&lt;/option&gt;&lt;option value="https://www.caib.es/sites/estabilitzacio/es/concurso_excepcional_de_meritos/"&gt;Baleares - DEFINITIVO&lt;/option&gt;&lt;option value="https://www.gobiernodecanarias.org/educacion/web/personal/docente/oferta/estabilizacion/meritos/"&gt;Canarias&lt;/option&gt;&lt;option value="https://www.educantabria.es/documents/39930/11713499/Admitidos+Excluidos+Provisionales.pdf/2d88d9d0-0ecf-c735-4d8f-737bf2c4e807?t=1676038410639"&gt;Cantabria&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/castilla-la-mancha/educacion/356122"&gt;Castilla La Mancha - Todos los cuerpos&lt;/option&gt;&lt;option value="https://www.educa.jcyl.es/profesorado/es/oposiciones/procedimientos-selectivos-extraordinarios-estabilizacion-in/procedimientos-selectivos-extraordinarios-estabilizacion-li"&gt;Castilla y Le&#xF3;n - DEFINITIVOS&lt;/option&gt;&lt;option value="https://educacio.gencat.cat/ca/arees-actuacio/professors/oposicions/ingres-acces-cossos-docents/concurs-merits/llista-provisional/"&gt;Catalu&#xF1;a&lt;/option&gt;&lt;option value="https://www.csif.es/sites/default/files/field/file/admitidos-provisionales--ceuta.pdf"&gt;Ceuta&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/comunidad-de-madrid/educacion/357581"&gt;Comunidad de Madrid - DEFINITIVOS (Maestros)&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/comunidad-valenciana/educacion/357377"&gt;Comunidad Valenciana - PROVISIONALES&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/comunidad-valenciana/educacion/358790"&gt;Comunidad Valenciana - DEFINITIVOS&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/extremadura/educacion/356715"&gt;Extremadura - PROVISIONALES&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/galicia/educacion/354865"&gt;Galicia - PROVISIONALES&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/galicia/educacion/356427"&gt;Galicia - DEFINITIVO&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/baleares/educacion/356398"&gt;Islas Baleares&lt;/option&gt;&lt;option value="https://www.larioja.org/edu-recursos-humanos/es/convocatoria-extraordinaria-meritos"&gt;La Rioja - NO DISPONIBLE AUN&lt;/option&gt;&lt;option value="https://www.educacionyfp.gob.es/dam/jcr:32795002-1a33-44a9-883c-ea94c27f1ae9/admitidos-provisionales-16-2-melilla.pdf"&gt;Melilla&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/region-de-murcia/educacion/357383"&gt;Murcia - PROVISIONAL&lt;/option&gt;&lt;option value="https://www.navarra.es/es/tramites/on/-/line/docentes-estabilizacion-concurso-oposicion-2022"&gt;Navarra - DEFINITIVOS&lt;/option&gt;&lt;option value="https://www.navarra.es/es/tramites/on/-/line/docentes-estabilizacion-concurso-oposicion-pai-2022"&gt;Navarra Lengua Extranjera - DEFINITIVOS&lt;/option&gt;&lt;option value="https://www.euskadi.eus/ope-2022-docentes-proceso-excepcional-estabilizacion/web01-a2hlang/es/"&gt;Pa&#xED;s Vasco . NO DISPONIBLE AUN&lt;/option&gt;&lt;/select&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;h2&gt;&lt;font color="#008000"&gt;&lt;b&gt;BAREMO DE&amp;nbsp;M&#xC9;RITOS&lt;/b&gt;&lt;/font&gt;&lt;/h2&gt;&#xD;
&#xD;
&lt;p align="center"&gt;&lt;select onchange="if (this.value) window.open(this.value,'_blank')"&gt;&lt;option selected="selected" value=""&gt;SELECCIONE CCAA&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/nacional/educacion/361195"&gt;UNIFICADO CCAA - DEFINITIVO&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/andalucia/educacion/358811"&gt;Andaluc&#xED;a - PROVISIONAL&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/aragon/educacion/358180"&gt;Arag&#xF3;n - PROVISIONAL&lt;/option&gt;&lt;option value="https://www.educastur.es/-/procedimiento-selectivo-estabilizaci%C3%B3n.-concurso-m%C3%A9ritos.-baremo-provisional?redirect=%2Farticulos-nube%2F-%2Ftag%2Fconcurso%2520m%25C3%25A9ritos%3Fp_r_p_tag%3Dconcurso%2520m%25C3%25A9ritos"&gt;Asturias - PROVISIONAL&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/cantabria/educacion/357950"&gt;Cantabria - PROVISIONAL&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/castilla-la-mancha/educacion/357712"&gt;Castilla-La Mancha - PROVISIONAL&lt;/option&gt;&lt;option value="https://educacio.gencat.cat/ca/arees-actuacio/professors/oposicions/ingres-acces-cossos-docents/concurs-merits/valoracio-definitiva/"&gt;Catalu&#xF1;a - DEFINITIVO&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/comunidad-de-madrid/educacion/358994"&gt;Comunidad de Madrid - PROVISIONAL&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/comunidad-valenciana/educacion/361112"&gt;Comunidad Valenciana - DEFINITIVO&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/extremadura/educacion/361040"&gt;Extremadura - DEFINITIVO&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/galicia/educacion/360192"&gt;Galicia - PROVISIONAL&lt;/option&gt;&lt;option value="https://www.larioja.org/edu-recursos-humanos/es/convocatoria-extraordinaria-meritos/baremo-provisional-concurso-extraordinario-meritos"&gt;La Rioja - PROVISIONAL&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/region-de-murcia/educacion/358034"&gt;Murcia - PROVISIONAL&lt;/option&gt;&lt;option value="https://www.navarra.es/documents/48192/19588333/Anexo+Valoraci%C3%B3n+definitiva+de+m%C3%A9ritos.pdf/3c12f4d2-b046-51ca-86e2-0e7af75e4b60?t=1683285647324"&gt;Navarra - DEFINITIVA&lt;/option&gt;&lt;/select&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;h2&gt;&lt;font color="#008000"&gt;&lt;b&gt;PROPUESTA DE PERSONAS SELECCIONADAS&lt;/b&gt;&lt;/font&gt;&lt;/h2&gt;&#xD;
&#xD;
&lt;p align="center"&gt;&lt;select onchange="if (this.value) window.open(this.value,'_blank')"&gt;&lt;option selected="selected" value=""&gt;SELECCIONE CCAA&lt;/option&gt;&lt;option value="https://educacio.gencat.cat/web/.content/home/arees-actuacio/professors/oposicions/ingres-acces-cossos-docents/concurs-merits/valoracio-definitiva/llista-proposta-persones-seleccionades.pdf"&gt;Catalu&#xF1;a&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/nacional/educacion/362321"&gt;CCAA firmantes acuerdo - Provisional&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/nacional/educacion/363405"&gt;CCAA firmantes acuerdo - DEFINITIVAS&lt;/option&gt;&lt;option value="https://www.csif.es/contenido/galicia/educacion/361579"&gt;Galicia - PROVISIONAL&lt;/option&gt;&lt;/select&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;hr /&gt;&#xD;
&lt;h1&gt;&lt;u&gt;&lt;strong&gt;PLAZAS&lt;/strong&gt;&lt;/u&gt;&lt;/h1&gt;&#xD;
&#xD;
&lt;hr /&gt;&#xD;
&lt;style type="text/css"&gt;SELECT{ &#xD;
border: 3px solid #ada7a6;&#xD;
border-radius: 19px;&#xD;
font-family: verdana; font-size: 14px; color: white; background-color:#135808;}&#xD;
&lt;/style&gt;&#xD;
&lt;h2&gt;&lt;span style="color:#008000;"&gt;&lt;strong&gt;MAESTRAS/OS&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;&#xD;
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&lt;p align="center"&gt;&lt;select onchange="if (this.value) window.open(this.value,'_blank')"&gt;&lt;option selected="selected" value=""&gt;SELECCIONE ESPECIALIDAD&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vQ_T9LK0Y5AcYt3TwRRtzVqOp0376tH4_pJjLp8kqTfeCTmaWkNubm2lgy4EtG32_eqJM91HY9wcj4L/pubhtml"&gt;Adultos Ingl&#xE9;s&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vSo-rOHx1b7H3-AIGfUDgOYtavO6bG0j3kMQRet0qdgaOjC_G-ayVfTJcyxFaGzxLgry11cl-pBKeWD/pubhtml"&gt;Alem&#xE1;n&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vRoe55pY3e4i9cM19gQD-vz9CgsNZjHh-CmrFAn1H3opnnX7wKKz4Ybj8WT9myVHdpquJ7FARWpxnzY/pubhtml?gid=0"&gt;Audici&#xF3;n y Lenguaje&lt;/option&gt;&lt;option value=" https://docs.google.com/spreadsheets/d/e/2PACX-1vTQ0XQ0MxjEV6gXIyqjn1W2l8NowFfTWYVUMf_PkW74GRxo0zThkdFD09d7b2wAsG45QVx17d3y0yin/pubhtml?gid=0&amp;amp;"&gt;Pedagog&#xED;a Terap&#xE9;utica&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vT2af98VNJVf1K6GlYzWGdSPRWBSUZ3MPY5sEd2C7z8n7FM1bgD6l2A5qzKe4DB9zzM80LpuSawuBIx/pubhtml?gid=0&amp;amp;single=true"&gt;Educaci&#xF3;n Infantil&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vQ8ZE0fMAyQIJcxSRVJHVsi7zRR6gZJ8y0OcNrvoa_FIc_QPx2DHpXbsL-T78sSb-RCRPUgp6GzWuAp/pubhtml?gid=0&amp;amp;single=true"&gt;Ingl&#xE9;s&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vTCIEV93TLDV4Srfe56QTEa5EABoi8lJl1cw9aI-2O9SfvdbpoAY6H_i3wFyY92ur-hlp0Jo9oItHln/pubhtml?gid=0&amp;amp;single=true"&gt;Educaci&#xF3;n F&#xED;sica&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vTHxZow3E0F0mePrc0KfLAt8pz1_QeYQxEbctlhFcBlhA0R1IDwit0YNXc9XxZFZgAUyod8mMt_xzE0/pubhtml"&gt;Euskera&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vSerquHJNVCRiJ-Kz1hwD5BnFe8W5_cN3JKSc35f_qkRVB1ZLqf1CcH9BKfCbIF51IxN3sWubRL1zEv/pubhtml?gid=0&amp;amp;single=true"&gt;Franc&#xE9;s&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vS1tB-angBXI1pRwgyhrNnSjoqtIGwzjh6f9mousZSiixchl3V2NR-4M7YNEckKg1RL6YytEWwJnRyn/pubhtml?gid=0&amp;amp;single=true"&gt;M&#xFA;sica&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vQd2XKbE3Y_NHWxNSMwRTlm1Zu3EwvTDgNsTli92DJwjvBQbVzmRmHIHHBAwt2hj4wwTm8PT-QfQoe9/pubhtml?gid=0&amp;amp;single=true"&gt;Educaci&#xF3;n Primaria&lt;/option&gt; &lt;/select&gt;&lt;/p&gt;&#xD;
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&lt;hr /&gt;&#xD;
&lt;h2&gt;&lt;strong&gt;SECUNDARIA &lt;/strong&gt;&lt;/h2&gt;&#xD;
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&lt;p align="center"&gt;&lt;select onchange="if (this.value) window.open(this.value,'_blank')"&gt;&lt;option selected="selected" value=""&gt;SELECCIONE ESPECIALIDAD&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vRVDS8wHXDK3ub5ObNRUdxr03l2syhMJ02k31uEOCpaLJ7ZN3ZGSBOw8Qm9aWgtQg2v52xlurTfVR7F/pubhtml?gid=0&amp;amp;single=true"&gt;Administraci&#xF3;n de Empresas&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vT_Aeom6FsU1CIUB-Ua3k1K6_4kSUQ0NOubsXlAtaZ6_awX_G-IZPW-POhSf7vYX4tVfSSfYTJ7pFIb/pubhtml?gid=0&amp;amp;single=true"&gt;An&#xE1;lisis y Qu&#xED;mica Industrial&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vSW5AM_OB63q6Gu2vsY0PgcPQ-CGTPE7Xs-cKgmnlWmOvUfPuirqX_Udys1xFeS0o23dY28ey13UPjf/pubhtml?gid=0&amp;amp;single=true"&gt;Asesor&#xED;a y Procesos de Imagen Personal&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vROMtfl4YEo--977cljJk7nVMYz0OjUkR55aVoQY28cqubS1FU9_cZy22TDoeszaH2QkLNKHwGqDUa2/pubhtml?gid=0&amp;amp;single=true"&gt;Construcciones Civiles y Edificaci&#xF3;n&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vRkvY1R1S86AY-HDzlqmJOxPHeQH8za8x5i1xbv6sJE7e7cT9uY7IKYZZC9e-pdK1dOCc2HwG_H2K8L/pubhtml?gid=0&amp;amp;single=true"&gt;FOL&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vTEXAn-PdZjggHzvVHtztZ--T2j9FHwtGjZaSElwM1GWJtPu1njmzdpQ8Ws-Bxu7rCk6GMIHbMuobZQ/pubhtml?gid=0&amp;amp;single=true"&gt;Hosteler&#xED;a y Turismo&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vQRKBNvkhh-QjK4rnv8u6MDvVwk-mrpUAmXvDYlibUm36bNChNHfrXk28BklYMa-V5CVwwSPGAsVBVm/pubhtml?gid=0&amp;amp;single=true"&gt;Inform&#xE1;tica&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vTRYUmIe8HogZoEJhtIaLYlvqbdb5gGe8koAVL3Azr_sIn2YQln03WBdlgMc8Z7AREd1-hj2xGtOauV/pubhtml?gid=0&amp;amp;single=true"&gt;Intervenci&#xF3;n Sociocomunitaria&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vQlEzBoYqjBiEVlYVjZQzpSyGYdn3gKq0THbbQxXATkkiTbpr6jApbQrshTgs1FyX6KLfMg0lfP63IZ/pubhtml?gid=0&amp;amp;single=true"&gt;Navegaci&#xF3;n e Instalaciones Marinas&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vTAnJRWqSEcTVUxZexN2zu4Uz4XvYA57y3R9vucg53OPKKfgGUcWpTEBsuK5P8pPuOt4csjvGnKCR9R/pubhtml?gid=0&amp;amp;single=true"&gt;Organizaci&#xF3;n y Gesti&#xF3;n Comercial&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vQNUblnKYWrqKhtXcgbkcxcYgFc3vZvOtxYPotBoDpBuI7pEeRnVL8WicUR7KcG7eOekofHkEP7CVc8/pubhtml?gid=0&amp;amp;single=true"&gt;Org. y Procesos de Mto. de Veh&#xED;culos&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vSXcfQ3gAVS9l4I91JpPKIsGyeR8oqQxPknnBuzd98uJxPG0q_Dpu9UUjiFa1_OFgFjwGx6fCpxoAjm/pubhtml?gid=0&amp;amp;single=true"&gt;Org. y Proyectos de Fabricaci&#xF3;n Mec&#xE1;nica&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vR9CKL4gg-YaC2SDzhaEY_FKHnMPKAsaTMlePH7kaaCr_1-b6JpAbTsv0FwmN32yk5rUgBXKIFyUX8n/pubhtml?gid=0&amp;amp;single=true"&gt;Org. y Proyectos de Sistemas Energ&#xE9;ticos&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vSogj0uwn7GwqWM3EAB7IOVUhkXVm03_lkbgWEGfsx8O5XLjiuQmCOBRU88CqfvF4oVk_AVC9Z7BGgA/pubhtml?gid=0&amp;amp;single=true"&gt;Procesos de Cultivo Acu&#xED;cola&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vQE4Bua6A4caCuKWZD14R4woB1ekQhrh4qz87-n8_JRS_-7_i6IWDZBj0yp-L3Iz6SM4PFrkrH2r412/pubhtml?gid=0&amp;amp;single=true"&gt;Procesos de Producci&#xF3;n Agraria&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vR4lcskmYizoXlAIsxLBkIkD-Bi55e3HJZpxnWNw2upKs_NtHYvGfLIc1S42OJ52nwV6JB6r9J67GmC/pubhtml?gid=0&amp;amp;single=true"&gt;Procesos de la Industria Alimentaria&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vSZYGofmUGK0PQAGQ7ZnmSOmRddx5IWVCFmhIwLwXgeQk3fTa07Fh4GM3y00uH5TKZ7GoSs21sN11x1/pubhtml?gid=0&amp;amp;single=true"&gt;Proc.Diagn&#xF3;stico Cl&#xED;nico y Prod. 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&lt;hr /&gt;&#xD;
&lt;h2&gt;&lt;span style="color:#008000;"&gt;&lt;strong&gt;PTFP&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;&#xD;
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&lt;p align="center"&gt;&lt;select onchange="if (this.value) window.open(this.value,'_blank')"&gt;&lt;option selected="selected" value=""&gt;SELECCIONE ESPECIALIDAD&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vQv1J8FzKl6Bbqx482MSK16xdTmfF_tYdmfPtolKTXEA86-tR5KGhPm5ZmHGma5J9T-eKq50Sc3gU9P/pubhtml?gid=0&amp;amp;single=true"&gt;Cocina y Pasteler&#xED;a&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vQQMwEeXIcV9NLupKuyeq4yTcbw48VGzswg36lorbfCfMlpLIYd85Oyes5tarsC-Qu8N4ls865VgEP6/pubhtml?gid=0&amp;amp;single=true"&gt;Equipos Electr&#xF3;nicos&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vRc4Pypb1ixgPrxhUbMJ6ct5xIkNszrR02CczFjmlBbtYd3j8tGzbeFBt0KyMCA4Wj6fDQd0N65IaL8/pubhtml?gid=0&amp;amp;single=true"&gt;Est&#xE9;tica&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vSigSbT83CrsaVtFjp09yYXA1dNgq4K9HeU0Ct-exB5MaAhqQjojMLHjeBpgk6BYmMuiwI6K8bQG_A5/pubhtml?gid=0&amp;amp;single=true"&gt;Fabricaci&#xF3;n e Inst. de Carpinter&#xED;a y Mueble&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vRYsVfISN9CHKnuTjUKOr5_W7C-ELTzuaJ3nrjp-dxF6hT-GyBSOEcn8Wso7bj6LRV1ExiBorxSK1ad/pubhtml?gid=0&amp;amp;single=true"&gt;Inst. y Mto.de Equipos T&#xE9;rmicos y Fluidos&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vT510P9Yf5i0crjuIr5vFf2Zd5ALDcIV9XEtgggoJo4Ho4-SS0esAeoRlik9R0VuGBA0CmAGJMkfPGG/pubhtml?gid=0&amp;amp;single=true"&gt;Instalaciones Electrot&#xE9;cnicas&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vR2PVJprBjOm1ORGmPTY96dooSblA-LLTLwtJtC8TPMYusxJ6wlzqJ7AbquWBbu1AjF3GX9uEp091dH/pubhtml?gid=0&amp;amp;single=true"&gt;Inst. y Equipos de Cr&#xED;a y Cultivo&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vSms_H9HAxOvtxnQ9f_TGfvPHldwEBVoGjd2-JfQ_aR4SJILASujIwsTl9xksZndXvQKsc0l32PMHOm/pubhtml?gid=0&amp;amp;single=true"&gt;Laboratorio&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vS2lj5aNdFq0cOUgOMXrD3V8mUZsgY9k1VrvllSx0DJwzxwaxj-tpLlWjtYNmgIgAhPLTUBbamgsxt8/pubhtml?gid=0&amp;amp;single=true"&gt;Mantenimiento de Veh&#xED;culos&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vTgLdJCVgnDKhmvpR9YLE3pE1Uq2xhxWSPpI3um6O9r5kDHYUtUD0H2EKKHKPK2RQTbczkktogq--Gx/pubhtml?gid=0&amp;amp;single=true"&gt;M&#xE1;quinas, Servicios y Producci&#xF3;n&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vQ2XrKy6j0dU-dQVXQjCrbN-LYHujkK03JQOu_VMea-pxXYDxTBsV3NhMPClgpZWJ3DOq1GZ5WQr-E4/pubhtml?gid=0&amp;amp;single=true"&gt;Mecanizado y Mto. de M&#xE1;quinas&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vQEQ4f6ClkoW41EQuoWYNz2x3iGyAsVGx2hm5JGcGsyJ809vT-PgoobYZNSZCgU-SzQatUAMnbG0s2P/pubhtml?gid=0&amp;amp;single=true"&gt;Oficina de Proyectos de Construcci&#xF3;n&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vTbwi26HhT4Ev0wm5hT950L9uleM-KrypYamArPDL7DwRAV7rPnZZ17McYLDb4BlAHjS3GMUE37d09i/pubhtml?gid=0&amp;amp;single=true"&gt;Oper. Equipos Elab.Prod. Alimentarios&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vQglx44IsiDplYPGnOXIsxraWExajfJX6NvjFDvlJM_X-0jFr7ukUhIeknIg1F7bGREIecQ2ln8jl7H/pubhtml?gid=0&amp;amp;single=true"&gt;Operaciones de Procesos&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vTMk9pHYp-sHRsJGXAkStty3ldy3DodJNiwQVGG0i4c0K-0U5BOB481BeUR4Cudt3lD-K2J4c22kD1i/pubhtml?gid=0&amp;amp;single=true"&gt;Oper.y Eq.de Prod.Agraria&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vRbJBH77j_jjxlCErR9n0n6fznOPoo7MQ-5C2l0t5GhgxNpmM1QZ0cAkhK6nbxANSWwqhKb0_S8qQOk/pubhtml?gid=0&amp;amp;single=true"&gt;Patronaje y Confecci&#xF3;n&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vQqkD0xIJ0UgeH6_1IXgHZ5K_jtRS_bp80KhHtp-U8l1SfWAFXQV3TdQTxcSluEb4T_umN4Gm_h_wGP/pubhtml?gid=0&amp;amp;single=true"&gt;Peluquer&#xED;a&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vS-L7BUbBQOm5fYpKZnOYlPicibDQPufm3r3A17hpu8FrOvqfQph1R8WwGcFVOXnTS9OxBll9GHIKpl/pubhtml?gid=0&amp;amp;single=true"&gt;Proc.de Diagn&#xF3;stico Cl&#xED;nico&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vSmLnCbq8_-aX010NEYWSKuAlALqSKgW35aOqYgjZGunaVnrGMIfoBdfXXqP6CsaBdoHl1zBy4MlgDN/pubhtml?gid=0&amp;amp;single=true"&gt;Procedimientos Sanitarios y Asistenciales&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vRHMiM4u--AzX02X67Lhq-jPqm66PXsOXqxs7Mk-tZi_Vmar1T7t4_tXtal8hmUhnpWFSRnTDTgjXFX/pubhtml?gid=0&amp;amp;single=true"&gt;Procesos Comerciales&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vSBpTOI7M6LUpY8VKXxBT0fl_dUnZnta5GLqSeuNhMvnGwgzYb8SpvLxe9jJB811qx8C6H4GRDE4eXX/pubhtml?gid=0&amp;amp;single=true"&gt;Procesos de Gesti&#xF3;n Administrativa&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vS16QPl-rPGQbgJON983rogl3R7tcjCgh-60X7AhD-Xkcgpxu14L0YhiWVVzGXVqE_dgFh88pvWoXlb/pubhtml?gid=0&amp;amp;single=true"&gt;Producci&#xF3;n en Artes Gr&#xE1;ficas&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vTBUSbCbSjz9qW3YFlIwyPLUmWVHhFASg_cTvSQwlvL0XZXERL2B7BdiQe8Kv_Vpd2mOCX1bG6bW4Ln/pubhtml?gid=0&amp;amp;single=true"&gt;Producci&#xF3;n Textil y Tto. F&#xED;sico-Qu&#xED;mico&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vQyK-unYk3GSJGpCgJCIbB_1_1IvDGof-it8sr9WkCAAw4Ud9E8CFlLtJDolNKHLiwHdqaIXen-k64B/pubhtml?gid=0&amp;amp;single=true"&gt;Servicios a la Comunidad&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vTu7pqtYLURnlzkRp-1HWpUzBiooaHEXw9oqL0xEY6tGi4t6TUgmpEqhJMNpc1Y9xtkfo-m8d7-6_DS/pubhtml?gid=0&amp;amp;single=true"&gt;Servicios de Restauraci&#xF3;n&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vQ8wvakPEnY78s9Um-8xrGUlGsvSa7-riyerur7w-Hpd9o3-YSKPgWyrd5xXiiRBTb4Af4qv5cSkVOr/pubhtml?gid=0&amp;amp;single=true"&gt;Sistemas y aplicaciones Inform&#xE1;ticas&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vRFvLlNDIJ5nVd0Ar9-sAV_YXi4qdbmzCF82BYOX2bJcrXBjvsbTdfRtVBOf2xPJfC_y-zQUqZQ9YWT/pubhtml"&gt;Soldadura&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vREI3eJWiPMz-YMByCwbITZ9GG6lRtw83dPGTaik1Az-zAlaRrImI4-FOiZ7D6N6tmOuen8Hn_vmS6j/pubhtml?gid=0&amp;amp;single=true"&gt;T&#xE9;cnicas y Proc. de Imagen y Sonido&lt;/option&gt; &lt;/select&gt;&lt;/p&gt;&#xD;
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&lt;hr /&gt;&#xD;
&lt;h2&gt;&lt;strong&gt;EOI&lt;/strong&gt;&lt;/h2&gt;&#xD;
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&lt;p align="center"&gt;&lt;select onchange="if (this.value) window.open(this.value,'_blank')"&gt;&lt;option selected="selected" value=""&gt;SELECCIONE ESPECIALIDAD&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vQVCsmd9NGrJXzpHwFBQcxARqh3AKz6igKQWWcU6wALtQ9xE1xo-5jwMjoeZ_xMbrv4zb1BY1uKcvt5/pubhtml?gid=0&amp;amp;single=true"&gt;Alem&#xE1;n&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vTi2W9apqwKsmu5_-KODpLnHBGdtcAoxvec-sZVnSh8k8jGd2b90WXeajQs1gVNTe3mAO1ElhKbc9Ll/pubhtml?gid=0&amp;amp;single=true"&gt;&#xC1;rabe&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vTC6ffBjLLOQ5rwkpYjaXPRCA8UJf-sJcyVQAo6v4DNUubKXG98mKT_KF9bYo2fBr1xgZpVwc5pW5_5/pubhtml?gid=0&amp;amp;single=true"&gt;Catal&#xE1;n&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vTe_tIda_HY0xZqMxJiQ0rzhHW3Fp1yzweOrnXOAbcp6l25HKypLnAzeF4hpzhvq-QwKyXwidwJNGRE/pubhtml?gid=0&amp;amp;single=true"&gt;Chino&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vTe_tIda_HY0xZqMxJiQ0rzhHW3Fp1yzweOrnXOAbcp6l25HKypLnAzeF4hpzhvq-QwKyXwidwJNGRE/pubhtml?gid=0&amp;amp;single=true"&gt;Dan&#xE9;s&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vRVJggSsNKrZ8HxFz5TOzUPWObDKOUVx9ESk0ch4jd5TTOnrDDCtwLYGJv-C10X2aZDtFQCwmuY5RlO/pubhtml?gid=0&amp;amp;single=true"&gt;Espa&#xF1;ol para Extranjeros&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vRM9p_Lq9oukNC4hJ4HQ7pbgQo7y_xKbzgHmwot8gsl_XB3xbC8UfsqI4g9dpuW2SiRGGCffJCsblJs/pubhtml?gid=0&amp;amp;single=true"&gt;Euskera&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vTbQDy6qtRDs-02MppZ5H-ThKYQGAcU_opoZMgo7MiBPMizCaVxBNeVU_lqCZIXXwoZtydZoAT0u5WI/pubhtml?gid=0&amp;amp;single=true"&gt;Franc&#xE9;s&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vSF8dPJlfpfVHWhgaZE95phw4yrH0PrG-PNVVHsAwqln86YyaaJ11y652ojmtv0OtNSBR9YnBc2Q2dr/pubhtml"&gt;Fin&#xE9;s&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vTgTjdBwMVRj-UtGTzxd5nkOSNrz-3Kuc-p2wvSTaRbLJfh-cTR2ekdC86_b99GBjwo6X-za_4kqmH3/pubhtml?gid=0&amp;amp;single=true"&gt;Gallego&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vTXJ4cXqyUp_Z_PUQ9ubsluhmN8FuQmT2zrLDQI9jn1QqnysqhG74VU52YyOcb_z9tzMYPbmC2D79BK/pubhtml?gid=0&amp;amp;single=true"&gt;Griego&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vTd6XWLBV44xu-7PB1A_hCttpRCHbzoM0QuS0PQBxEaJ0KheVF2pZXcM5uaqDIcQQDVDnsh1qGgsUVz/pubhtml?gid=0&amp;amp;single=true"&gt;Ingl&#xE9;s&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vRhU0q9CItnK6stPjO6vtFu_8SUxiGS5NyN5I9BI9QsSZ08hYh3VewQSj86CGj4Bq8XLvOz7bhj_TcI/pubhtml?gid=0&amp;amp;single=true"&gt;Italiano&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vSgGomq4-SAcQW6TDrMOpqNR3-V1Dd_kT58UQLbqdptFbrTamWkageNJqLwrOxsODmacvDbP_n-n4Pe/pubhtml?gid=0&amp;amp;single=true"&gt;Japon&#xE9;s&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vQgCwJJcvh7_JokwJSX8hXe_faUpKa1wPwivuT8BTxBMwlCJ707OFlRyOTJA6zCmmGuuXtVhvkebdgN/pubhtml?gid=0&amp;amp;single=true"&gt;Neerland&#xE9;s&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vR-jVenNRanXAG3Q-3YPbn3HKbknq3M1YuqzXwa8vYIiG5fOgvLNSdJfAUfamkoIgcw6_dDBa0qDP8B/pubhtml"&gt;Polaco&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vSeLBxnDJRlMke-UrNUtvULVxzbFQUquqO0e8RtZp7Fdb28gGPkkg9EmiL5HRIPuAdgQGT-t0kr6Q8d/pubhtml?gid=0&amp;amp;single=true"&gt;Portugu&#xE9;s&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vRMVEwXf9PwiExWaF49nLXmriCuqCDkjEccCpU2JC-E3BovZLRAFv3MNBFyuA4PGt2oDC0SAo8-l2Br/pubhtml?gid=0&amp;amp;single=true"&gt;Rumano&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vTphEAtUIALkndbbDiAmwRaI2WagM5k5VwMX6fbo365CKTtq3Yf9q8naj_pmjWNwXXTYIAgqRJ2qzt_/pubhtml?gid=0&amp;amp;single=true"&gt;Ruso&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vRyCHYaEZRDux6BTIIq1eRrKyZfz8GgDb3GyT7FmPEyHPjvLvtdYZ8eXXWpCmuQPiwl5iaYuJHjFDy5/pubhtml"&gt;Sueco&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vTwF-4Mzv-PxD107oOLrGYNNiSjlOOpNXSuFOPDUlem6rWpA5NFuoFNG-q8yc8Z4ggk8mAzjDSPTASP/pubhtml?gid=0&amp;amp;single=true"&gt;Coreano&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vRC9LqAuTGQc2twdZ0nRN7uAAjbHqT_IkkuVMfdmGZVmbeSXExSG8oDZKYRRFMX6e5HAhqch9cIE_di/pubhtml?gid=0&amp;amp;single=true"&gt;Valenciano&lt;/option&gt; &lt;/select&gt;&lt;/p&gt;&#xD;
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&lt;hr /&gt;&#xD;
&lt;h2&gt;&lt;span style="color:#008000;"&gt;&lt;strong&gt;ARTES PL&#xC1;STICAS Y DISE&#xD1;O&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;&#xD;
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&lt;p align="center"&gt;&lt;select onchange="if (this.value) window.open(this.value,'_blank')"&gt;&lt;option selected="selected" value=""&gt;SELECCIONE ESPECIALIDAD&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vRTzlWLjMOo6tLXNoHdE7ba9D-8CNIM1e-NUsZKsFymwsfAEQzs_M1IWR4o32UokhAHJEqAhar9aKgD/pubhtml?gid=0&amp;amp;single=true"&gt;CER&#xC1;MICA&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vSnm1UGGPjYlXlKJ9vqOuEtyU7UkPwNZSeVDSDYuYBByKhujjqcaq0xbGxXzE1T9IBvCIyU3xa13NGE/pubhtml"&gt;CONSERVACI&#xD3;N Y RESTAURACI&#xD3;N DE MATERIALES ARQUEOL&#xD3;GICOS&lt;/option&gt;&lt;option value="https://docs.google.com/spreadsheets/d/e/2PACX-1vS9J3BF2D-FRfRDYh-ohSeAIbEqS7VFvg9O6W6sAlGeVhJUibV9hpwst_JChW2zxSCXdiqbtK7w6v5u/pubhtml"&gt;CONSERVACI&#xD3;N Y RESTAURACI&#xD3;N DE OBRAS ESCULT&#xD3;RICAS&lt;/option&gt;&lt;option 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&#xD;
&lt;hr /&gt;&#xD;
&lt;h2&gt;&lt;a href="https://docs.google.com/spreadsheets/d/e/2PACX-1vSH6Zr2qvdpaArZLLmGHueRelWkqCRXmFcYWh4K2t2afPsdZBkJRg4FOBlZDdfTX3u-Q_xVqL8rv1HJ/pubhtml" target="_blank"&gt;&lt;strong&gt;MAESTRAS/OS DE TALLER DE ARTE PL&#xC1;STICAS Y DISE&#xD1;O&lt;/strong&gt;&lt;/a&gt;&lt;/h2&gt;&#xD;
&#xD;
&lt;hr /&gt;&#xD;
&lt;h2&gt;&lt;a href="https://docs.google.com/spreadsheets/d/e/2PACX-1vRB0uDdJ5jiHIXJp8piSNlM0KWrtoBMd0Q2P47uZTY6e5w0Ggs5vID3aI0oMb9fCO2QHKopVcl3HW2R/pubhtml" target="_blank"&gt;&lt;font color="#008000"&gt;&lt;b&gt;M&#xDA;SICA Y ARTES ESC&#xC9;NICAS&lt;/b&gt;&lt;/font&gt;&lt;/a&gt;&lt;/h2&gt;&#xD;
&#xD;
&lt;hr /&gt;&#xD;
&lt;h2&gt;&lt;a href="https://docs.google.com/spreadsheets/d/e/2PACX-1vQtMSv3wpp2wtJKyplDGo7UTx5lE9RuYvMR0Ftr8G2Za8S097NdfHhYK_5guXwrWsCRM4ukmlm_A43_/pubhtml" target="_blank"&gt;&lt;strong&gt;CATEDR&#xC1;TICAS/OS DE M&#xDA;SICA Y ARTES ESC&#xC9;NICAS&lt;/strong&gt;&lt;/a&gt;&lt;/h2&gt;&#xD;
&#xD;
&lt;hr /&gt;&#xD;
&lt;p&gt;NOTA: Recuerde que tiene que tener habilitadas las&amp;nbsp;ventanas emergentes para ver la distribuci&#xF3;n de plazas.&lt;/p&gt;&#xD;
&#xD;
&lt;hr /&gt;&#xD;
&lt;hr /&gt;&#xD;
&lt;h2&gt;&lt;strong&gt;CONVOCATORIAS&lt;/strong&gt;&lt;/h2&gt;&#xD;
&#xD;
&lt;p&gt;-&amp;nbsp;&lt;a href="https://www.juntadeandalucia.es/educacion/portals/web/ced/novedades/-/contenidos/detalle/convocatoria-estabilizacion" target="_blank"&gt;Andaluc&#xED;a&lt;/a&gt;&amp;nbsp; &amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19035.pdf" target="_blank"&gt;-&amp;nbsp;Arag&#xF3;n&lt;/a&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19030.pdf" target="_blank"&gt;-&amp;nbsp;Asturias&lt;/a&gt;&amp;nbsp;&amp;nbsp;-&lt;a href="https://intranet.caib.es/sites/estabilitzacio/ca/concurs_excepcional_de_merits/" target="_blank"&gt;&amp;nbsp;Baleares&amp;nbsp;&lt;/a&gt;&amp;nbsp; -&lt;a href="https://www.csif.es/sites/default/files/field/file/2022-8750.pdf" target="_blank"&gt;&amp;nbsp;Cantabria&amp;nbsp;&lt;/a&gt;&amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19036.pdf" target="_blank"&gt;-Castilla-La Mancha&lt;/a&gt;&amp;nbsp;&amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19042.pdf" target="_blank"&gt;-Castilla y Le&#xF3;n&lt;/a&gt;&amp;nbsp;&amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19026.pdf" target="_blank"&gt;- Ceuta y Melilla&lt;/a&gt;&amp;nbsp;&amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19038.pdf" target="_blank"&gt;-&amp;nbsp;Extremadura&lt;/a&gt;&amp;nbsp;&amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19032.pdf" target="_blank"&gt;-&amp;nbsp;La Rioja&lt;/a&gt;&lt;br /&gt;&#xD;
&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19040.pdf" target="_blank"&gt;- Madrid (Maestros&lt;/a&gt;)&amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19041.pdf" target="_blank"&gt;-&amp;nbsp;Madrid (Secundaria, otros cuerpos docentes)&lt;/a&gt;&amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19033.pdf" target="_blank"&gt;-&amp;nbsp;Murcia&lt;/a&gt;&amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19037.pdf" target="_blank"&gt;-&amp;nbsp;Navarra&lt;/a&gt;&amp;nbsp;&lt;a href="https://www.boe.es/boe/dias/2022/11/18/pdfs/BOE-A-2022-19034.pdf" target="_blank"&gt;-&amp;nbsp;Valencia&lt;/a&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;em&gt;Plazo de presentaci&#xF3;n&amp;nbsp;del 21 de noviembre al 21 de diciembre de 2022 inclusive&lt;/em&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;hr /&gt;&#xD;
&lt;p&gt;- &lt;a href="https://www.gobiernodecanarias.org/educacion/web/personal/docente/oferta/estabilizacion/meritos/convocatoria/" target="_blank"&gt;Canarias:&amp;nbsp;&lt;em&gt;Plazo:&amp;nbsp;del 30&amp;nbsp;de noviembre al 30 de diciembre de 2022&lt;/em&gt;&lt;/a&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;|---|&lt;/p&gt;&#xD;
</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/es/noticia/portada/andaluciaensenanza/articulo/8276</guid><title>CSIF exige modificaciones en el borrador del Real Decreto que regula la integraci&#xF3;n del Profesorado T&#xE9;cnico de Formaci&#xF3;n Profesional al cuerpo de Secundaria</title><pubDate>Thu, 26 May 22 13:39:57 CEST</pubDate><link>https://www.csif.es/es/noticia/portada/andaluciaensenanza/articulo/8276</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Concursos y movilidad</category><category>Otros Concursos y Movilidad</category><category>Convocatorias</category><category>Empleo</category><category>Otros Empleo</category><category>Negociaciones y acuerdos</category><category>Normativa</category><category>Leyes y Decretos Ley</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><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c69ab733225.png" type="image/png" medium="image"><media:credit/><media:title>Andaluc&#xED;a - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p&gt;En esta mesa de negociaci&#xF3;n el Ministerio ha comunicado que se prev&#xE9; la publicaci&#xF3;n en Bolet&#xED;n Oficial del Estado de esta norma en el &lt;strong&gt;tercer trimestre del 2022&lt;/strong&gt;. Para &lt;strong&gt;CSIF&lt;/strong&gt; esto supone una nueva dilataci&#xF3;n de un procedimiento que desde el primer momento hemos exigido que sea lo m&#xE1;s &#xE1;gil posible.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Antes incluso de la publicaci&#xF3;n de la LOMLOE, en la que se inclu&#xED;a la disposici&#xF3;n por la que se declaraba a extinguir el cuerpo de Profesores T&#xE9;cnicos de Formaci&#xF3;n Profesional, &lt;strong&gt;CSIF&lt;/strong&gt; ya expuso que era inaplicable en los centros educativos. Este es el resultado de disponer una norma que afecta al profesorado sin haberse negociado con los representantes del profesorado.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Esta afirmaci&#xF3;n de &lt;strong&gt;CSIF&lt;/strong&gt; ha sido contrastada por los hechos, pues se ha tenido que modificar la LOMLOE mediante la Ley Org&#xE1;nica de Formaci&#xF3;n Profesional.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;En esta Ley de FP se regulan los cuerpos docentes de FP: PTFP a extinguir; Profesores de Ense&#xF1;anza Secundaria; y un nuevo Cuerpo de Profesores Especialistas en Sectores Singulares de la FP. Quedaba regular ahora c&#xF3;mo se procede integrar a los PTFP en los Cuerpos de Secundaria.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;CSIF&lt;/strong&gt; hab&#xED;a exigido algunas &lt;u&gt;mejoras&lt;/u&gt; que se han incorporado al texto:&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;La integraci&#xF3;n tendr&#xE1; car&#xE1;cter retroactivo a &lt;strong&gt;19 de enero de 2021&lt;/strong&gt;.&lt;/li&gt;&#xD;
	&lt;li&gt;Esta integraci&#xF3;n se producir&#xE1; con un &lt;strong&gt;procedimiento sencillo&lt;/strong&gt; y regulado de manera general en el &lt;strong&gt;&#xE1;mbito nacional&lt;/strong&gt;.&lt;/li&gt;&#xD;
	&lt;li&gt;Posibilidad hasta el &lt;strong&gt;19 de enero de 2026&lt;/strong&gt; de integrarse en el cuerpo de Secundaria a los PTFP que tengan la titulaci&#xF3;n y no hayan concurrido en la convocatoria general y a los que obtengan la titulaci&#xF3;n en ese per&#xED;odo.&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;CSIF&lt;/strong&gt; ha vuelto a lamentar la tardanza de tramitaci&#xF3;n de esta norma y ha exigido algunas &lt;strong&gt;&lt;u&gt;mejoras&lt;/u&gt;&lt;/strong&gt; a este borrador:&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;Que el Real Decreto imponga unos l&#xED;mites de plazo m&#xE1;ximo para las convocatorias auton&#xF3;micas. La disparidad de tiempos en las convocatorias puede implicar perjuicios a los afectados en cuanto a concurso de traslados, comisiones de servicio y otras situaciones similares.&lt;/li&gt;&#xD;
	&lt;li&gt;Que no se tenga que presentar aquella documentaci&#xF3;n de la que ya dispone la administraci&#xF3;n, tal y como regula la ley 39/2015 de procedimiento administrativo.&lt;/li&gt;&#xD;
	&lt;li&gt;Cambios en la redacci&#xF3;n para aclarar que todos aquellos que puedan obtener la titulaci&#xF3;n hasta 2026 puedan ejercer su derecho de adscribirse al cuerpo de Secundaria.&lt;/li&gt;&#xD;
	&lt;li&gt;Incluir situaciones administrativas que quedan fuera, como excedencias por trabajar en otras administraciones y otras situaciones equivalentes. Exigimos que puedan concurrir todos los funcionarios del PTFP.&lt;/li&gt;&#xD;
	&lt;li&gt;Tener en cuenta a todos los PTFP que por la tardanza en la regulaci&#xF3;n desde el 19 de enero de 2021 hasta ahora ha cambiado su situaci&#xF3;n administrativa (jubilaciones, cambios de cuerpo u otros).&lt;/li&gt;&#xD;
	&lt;li&gt;Del mismo modo, los interinos e interinas que han ejercido su labor durante este tiempo deben tener el reconocimiento administrativo y econ&#xF3;mico correspondiente a ese per&#xED;odo. &amp;nbsp;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p style="margin-left:18.0pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:18.0pt;"&gt;Asimismo, este real decreto evidencia la necesidad de regular todos los cuerpos docentes y evitar agravios comparativos de otros colectivos en situaciones similares.&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:18.0pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p align="right" style="margin-left:18.0pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Madrid, 26 de mayo de 2022&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtecenter" style="margin-left:18.0pt;"&gt;&lt;strong&gt;&lt;u&gt;CSIF EDUCACI&#xD3;N&lt;/u&gt;&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:18.0pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p align="center"&gt;&lt;u&gt;&lt;strong&gt;ACTUACIONES SOBRE PTFP&lt;/strong&gt;&lt;/u&gt;&lt;/p&gt;&#xD;
&#xD;
&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;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;CSIF ha mantenido m&#xFA;ltiples reuniones antes de la publicaci&#xF3;n de la LOMLOE demandando mejoras para los PTFP, tanto en el &#xE1;mbito ministerial como en las diferentes comunidades aut&#xF3;nomas, como con todas las asociaciones que se han puesto en contacto con nosotros.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;A continuaci&#xF3;n, se recuerdan algunas de las actuaciones de CSIF m&#xE1;s relevantes en este &#xE1;mbito.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;a href="https://www.csif.es/contenido/nacional/educacion/310687" rel="noopener" target="_blank"&gt;https://www.csif.es/contenido/nacional/educacion/310687&lt;/a&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;a href="https://www.csif.es/contenido/nacional/educacion/318434" rel="noopener" target="_blank"&gt;https://www.csif.es/contenido/nacional/educacion/318434&lt;/a&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;a href="https://www.csif.es/contenido/nacional/educacion/312323" rel="noopener" target="_blank"&gt;https://www.csif.es/contenido/nacional/educacion/312323&lt;/a&gt;&lt;/p&gt;&#xD;
&#xD;
&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;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;a href="https://www.csif.es/contenido/nacional/educacion/312585" rel="noopener" target="_blank"&gt;https://www.csif.es/contenido/nacional/educacion/312585&lt;/a&gt;&lt;/p&gt;&#xD;
&#xD;
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