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<rss version="2.0"><channel><title>Extremadura - Ense&#xF1;anza</title><description>Extremadura - Ense&#xF1;anza</description><language>va</language><link>https://www.csif.es/va/portada/extremaduraensenanza/categoria/notasdeprensaycomunicaciones</link><lastBuildDate>Sun, 05 Apr 26 10:23:21 CEST</lastBuildDate><item><guid isPermalink="true">https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/31403</guid><title>REUNI&#xD3;N DE CSIF CON LA CONSEJER&#xCD;A DE EDUCACI&#xD3;N. REIVINDICACIONES CURSO 24/25. 01/10/2024</title><pubDate>Tue, 01 Oct 24 10:08:00 CEST</pubDate><link>https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/31403</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Negociaciones y acuerdos</category><category>Otros art&#xED;culos</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/65c7404749ee0.png" type="image/png" medium="image"><media:credit/><media:title>Extremadura - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p class="rtejustify"&gt;ASISTENTES por parte de la Consejer&amp;iacute;a: Secretaria General de Educaci&amp;oacute;n y Formaci&amp;oacute;n Profesional, M&amp;ordf; del Pilar P&amp;eacute;rez Garc&amp;iacute;a, el Director General de Personal Docente, David Moreno Rego, y representantes de CSIF&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Desde CSIF entendemos que ha llegado el momento de reconocer la labor docente y, para ello, es necesario seguir avanzando en los retos pendientes a trav&amp;eacute;s del comienzo de una nueva negociaci&amp;oacute;n de mejoras que tenga como fruto la imprescindible implantaci&amp;oacute;n de la carrera profesional docente o la jornada continua real de todos los docentes.&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;CSIF, como sindicato mayoritario de la funci&amp;oacute;n p&amp;uacute;blica extreme&amp;ntilde;a, solicita el inicio inmediato de un nuevo periodo de negociaci&amp;oacute;n para este curso 2024 &amp;ndash; 2025 sobre determinados temas de inter&amp;eacute;s para el profesorado extreme&amp;ntilde;o:&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;&lt;strong&gt;I. GENERALES&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;NEGOCIACI&amp;Oacute;N DE LA CARRERA PROFESIONAL DOCENTE. Como desarrollo del Acuerdo firmado por CSIF en junio de 2018 con la Consejer&amp;iacute;a de Administraciones P&amp;uacute;blicas.&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Aplicaci&amp;oacute;n para el CUERPO DE MAESTRO de la JORNADA CONTINUA REAL, con 20 horas de docencia a la semana como desarrollo de la Ley 4/2019.&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Cumplimiento Acuerdo junio 2018 (falta abordar mejora condiciones itinerantes)&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;REGULACI&amp;Oacute;N del TELETRABAJO docente (Como por ej dotaci&amp;oacute;n de medios electr&amp;oacute;nicos)&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Incremento de la inversi&amp;oacute;n educativa en la Ense&amp;ntilde;anza P&amp;uacute;blica para poder equipararnos a la media de la OCDE, cumpliendo con el 6 % del PIB y que represente al menos el 20% de los Presupuestos en base a la LEEX.&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;&lt;strong&gt;II. ECON&amp;Oacute;MICO-LABORALES.&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Actualizar permisos conforme al RD ley 5/2023 de 28 de junio &amp;ndash; TREBEP ( 8 semanas para cuidado menores 8 a&amp;ntilde;os con car&amp;aacute;cter retribuido.) https://www.csif.es/es/articulo/extremadura/educacion/57939&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Actualizaci&amp;oacute;n de indemnizaciones por comisi&amp;oacute;n de servicios. Actualizar cuant&amp;iacute;a kilometraje itinerancias a 0,26 &amp;euro;/km. Entr&amp;oacute; en vigor el 18 de julio. Orden HFP/793/2023 y 792 (IRPF).&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Abono de la subida salarial del 2% correspondiente a los meses de enero a noviembre de 2020.&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Abono del Complemento para la funci&amp;oacute;n tutorial en todas las etapas.&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Establecer un modelo nuevo de flexibilizaci&amp;oacute;n de movilidad de los funcionarios docentes.&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Acceso C&amp;aacute;tedras: cumplir con el acuerdo de llegar al 10% de catedr&amp;aacute;ticos en plantilla en los pr&amp;oacute;ximos 4 a&amp;ntilde;os, as&amp;iacute; como convocar c&amp;aacute;tedras de conservatorio.&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;&lt;strong&gt;III. APUESTA POR LA ENSE&amp;Ntilde;ANZA P&amp;Uacute;BLICA.&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Paralizaci&amp;oacute;n de la supresi&amp;oacute;n de unidades en la Ense&amp;ntilde;anza P&amp;uacute;blica en aquellas localidades en las que haya unidades concertadas.&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Potenciaci&amp;oacute;n de la red p&amp;uacute;blica de la Formaci&amp;oacute;n Profesional, con la puesta en marcha de un plan para el aumento significativo de plazas p&amp;uacute;blicas de Formaci&amp;oacute;n Profesional para atender la creciente demanda.&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Incremento de plantillas y reposici&amp;oacute;n y cobertura de todas las vacantes.&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Plan de compensaci&amp;oacute;n para centros rurales.&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Aumento del n&amp;uacute;mero de los equipos de orientaci&amp;oacute;n y su dotaci&amp;oacute;n, as&amp;iacute; como del n&amp;uacute;mero de orientadores por centro.&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;&lt;strong&gt;lV - INTERINOS Y OFERTAS DE EMPLEO P&amp;Uacute;BLICO.&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Derogaci&amp;oacute;n del Decreto de los 280 d&amp;iacute;as para el cobro de julio y agosto para interinos - DECRETO 122/2012. Pago &amp;iacute;ntegro del periodo de julio y agosto para aquellos docentes interinos que acrediten haber trabajado durante el curso un m&amp;iacute;nimo de 5 meses y medio (165 d&amp;iacute;as).&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Oferta voluntaria de todas las plazas en interinidad.&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;&lt;strong&gt;V. CENTROS EDUCATIVOS: CONVIVENCIA Y DISCIPLINA. &lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Retomar o en su caso iniciar negociaci&amp;oacute;n de proyectos normativos, a saber:&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Reglamentos de Organizaci&amp;oacute;n y funcionamiento de CEIPs e IES&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;NEGOCIACI&amp;Oacute;N real del Decreto de Convivencia y del Decreto de Inclusi&amp;oacute;n Educativa.&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Reducci&amp;oacute;n de las ratios.&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;&lt;strong&gt;OTROS:&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Resoluci&amp;oacute;n de la convocatoria de catedr&amp;aacute;ticos con la mayor premura.&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Dotaci&amp;oacute;n de personal de administraci&amp;oacute;n y servicios y de t&amp;eacute;cnicos inform&amp;aacute;ticos.&lt;/p&gt;&#xD;
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&lt;p class="rtejustify"&gt;Emisi&amp;oacute;n de Instrucci&amp;oacute;n o Circular que recuerde que los maestros no pueden ni deben sustituir a los TEI.&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;/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;/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;/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;/p&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/54818</guid><title>CSIF renueva su compromiso con la transparencia con la publicaci&#xF3;n de sus cuentas de 2023</title><pubDate>Fri, 05 Jul 24 12:33:00 CEST</pubDate><link>https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/54818</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Prensa y Comunicaci&#xF3;n</category><category>Notas de prensa y comunicaciones</category><content:encoded xmlns:content="content">&lt;p&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;La&lt;strong&gt; Central Sindical Independiente y de Funcionarios (CSIF)&lt;/strong&gt;, sindicato m&amp;aacute;s representativo en las administraciones p&amp;uacute;blicas, &lt;strong&gt;renov&amp;oacute; hoy su compromiso con la transparencia publicando sus cuentas correspondientes a 2023 avaladas por una auditor&amp;iacute;a externa&lt;/strong&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;Tal y como destaca la Auditor&amp;iacute;a, &lt;strong&gt;las cuentas anuales de 2023 expresan en todos los aspectos significativos la imagen fiel del patrimonio y de la situaci&amp;oacute;n financiera de CSIF a 31 de diciembre de 2023&lt;/strong&gt;, as&amp;iacute; como de los resultados de sus operaciones correspondientes al ejercicio anual terminado en dicha fecha, de conformidad con el marco normativo de informaci&amp;oacute;n financiera que resulta de aplicaci&amp;oacute;n y, en particular, con los principios y criterios contables contenidos en el mismo.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;Ya fuimos pioneros adelant&amp;aacute;ndonos al resto de los sindicatos con la publicaci&amp;oacute;n de las cuentas auditadas del ejercicio 2012 y queremos seguir siendo ejemplares reafirmando un a&amp;ntilde;o m&amp;aacute;s nuestra apuesta por la transparencia. Los datos se han difundido a los medios de comunicaci&amp;oacute;n y a trav&amp;eacute;s de nuestras redes sociales y estar&amp;aacute;n disponibles permanentemente en la web de nuestro sindicato (&lt;a href="https://www.csif.es"&gt;www.csif.es&lt;/a&gt;).&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;Los datos de la auditor&amp;iacute;a externa de las cuentas anuales de la organizaci&amp;oacute;n, cerrada a 31 de diciembre de 2023, vuelven a mostrar la buena salud de nuestras cuentas, que se sustentan fundamentalmente por las &lt;strong&gt;cuotas de nuestros afiliados (30.786.867,29 euros de ingresos). Se observa un aumento de 821.907,63 de ingresos por este concepto respecto al a&amp;ntilde;o anterior como consecuencia del importante incremento de la afiliaci&amp;oacute;n experimentado en este periodo&lt;/strong&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;Como se puede observar, las cuotas de nuestros afiliados es la principal fuente de financiaci&amp;oacute;n de CSIF. Asimismo, CSIF percibe ingresos correspondientes a servicios prestados (fundamentalmente asesor&amp;iacute;as y formaci&amp;oacute;n sin cargo a subvenciones), a afiliados, empleados p&amp;uacute;blicos y trabajadores en general, que ascienden a los 922.485,43 euros.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;El aumento del n&amp;uacute;mero de afiliados unido al a los ingresos correspondientes a servicios prestados ha generado un &lt;strong&gt;excedente positivo (ahorro) de 3.700.019,04&lt;/strong&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;La situaci&amp;oacute;n patrimonial es muy saneada, tal y como se aprecia en el &lt;strong&gt;constante aumento del Fondo Social que pasa de 49.830.104,78 en 2017 a&amp;nbsp;78.713.883,88 en 2023&lt;/strong&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;La publicaci&amp;oacute;n de estos datos responde al compromiso del sindicato con la transparencia y nuestra firme convicci&amp;oacute;n en que las instituciones que reciben fondos p&amp;uacute;blicos deben dar cuentas a los ciudadanos de hasta el &amp;uacute;ltimo euro que reciben de las arcas p&amp;uacute;blicas.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;La situaci&amp;oacute;n econ&amp;oacute;mica y social, la crisis que afecta a las instituciones econ&amp;oacute;micas, financieras y en l&amp;iacute;neas generales a las instituciones democr&amp;aacute;ticas, hacen preciso un ejercicio de responsabilidad de los poderes p&amp;uacute;blicos y agentes de la sociedad civil para generar credibilidad hacia los ciudadanos, reforzar y regenerar las instituciones y en definitiva fortalecer la democracia.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;&lt;strong&gt;(Se adjuntan documento PDF con el &lt;a href="https://www.csif.es/uploads/articulo/archivosAdjuntos/balance-y-pyg-csif-23-1720207883.pdf"&gt;Balance de Situaci&amp;oacute;n y Cuenta de Resultados&lt;/a&gt;)&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/46256</guid><title>RESUMEN CSIF MESA SECTORIAL DE PERSONAL DOCENTE NO UNIVERSITARIO DE  20 DE FEBRERO DE 2024 </title><pubDate>Tue, 20 Feb 24 12:05:16 CET</pubDate><link>https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/46256</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Prensa y Comunicaci&#xF3;n</category><category>Notas de prensa y comunicaciones</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Funcionario</category><category>Funcionario en pr&#xE1;cticas</category><category>Interino</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65d6300289c96.jpg" type="image/jpeg" medium="image"><media:credit/><media:title>Extremadura - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;div&gt;&#xD;
&lt;p align="center"&gt;&lt;strong&gt;RESUMEN CSIF MESA SECTORIAL DE PERSONAL DOCENTE NO UNIVERSITARIO DE &amp;nbsp;20 DE FEBRERO DE 2024&lt;/strong&gt;&lt;/p&gt;&#xD;
&lt;/div&gt;&#xD;
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&lt;p&gt;Asisten la Secretaria General de Educaci&#xF3;n, el Director General de Personal Docente, el Director General de Formaci&#xF3;n Profesional e Innovaci&#xF3;n Educativa, Jefe de Servicio de Ense&#xF1;anza de Personas Adultas y a Distancia y la Jefa de Servicio de Coordinaci&#xF3;n Educativa; representantes de CSIF y de otras organizaciones sindicales.&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;strong&gt;&lt;em&gt;ORDEN DEL D&#xCD;A:&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;a name="_Hlk158888361"&gt;&lt;strong&gt;Punto uno: Aprobaci&#xF3;n, si procede, de las actas de la Mesa Sectorial de Personal Docente de fecha:&lt;/strong&gt;&lt;/a&gt;&lt;/p&gt;&#xD;
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&lt;ol&gt;&#xD;
	&lt;li&gt;Mesa Sectorial de fecha 21 de noviembre de 2023.&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;ol&gt;&#xD;
	&lt;li value="2"&gt;Mesa Sectorial de fecha 1 de febrero de 2024.&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
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&lt;p&gt;&lt;strong&gt;Punto dos&lt;/strong&gt;: &lt;a name="_Hlk158888484"&gt;&lt;strong&gt;Orden de XX de XX de 2024, de la Consejer&#xED;a de Educaci&#xF3;n, Ciencia y Formaci&#xF3;n Profesional, por la que se convoca el procedimiento de selecci&#xF3;n y nombramiento de directores de los centros docentes p&#xFA;blicos no universitarios de la Comunidad Aut&#xF3;noma de Extremadura.&lt;/strong&gt;&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;&lt;strong&gt;Punto tres&lt;/strong&gt;: &lt;a name="_Hlk158888575"&gt;&lt;strong&gt;Programa &#xCD;TACA. 2&#xAA; acci&#xF3;n formativa.&lt;/strong&gt;&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;&lt;strong&gt;Punto cuatro: &lt;/strong&gt;&lt;strong&gt;Ruegos y preguntas&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;div style="margin-left:18.0pt;"&gt;&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;ADMINISTRACI&#xD3;N EDUCATIVA&lt;/strong&gt;&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;CSIF&amp;nbsp; &lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&lt;/div&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;div&gt;&#xD;
&lt;p&gt;&lt;strong&gt;PUNTO UNO&lt;/strong&gt;: &lt;strong&gt;Aprobaci&#xF3;n, si procede, de las actas de la Mesa Sectorial de Personal Docente de fecha:&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;1.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Mesa Sectorial de fecha 21 de noviembre de 2023.&lt;/p&gt;&#xD;
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&lt;p&gt;2.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Mesa Sectorial de fecha 1 de febrero de 2024.&lt;/p&gt;&#xD;
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&lt;p&gt;Se aprueban ambas actas.&lt;/p&gt;&#xD;
&lt;/div&gt;&#xD;
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&lt;p&gt;Se aprueban las actas.&lt;/p&gt;&#xD;
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&lt;p&gt;.&lt;/p&gt;&#xD;
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&lt;div&gt;&#xD;
&lt;p&gt;&lt;strong&gt;PUNTO DOS: Orden de XX de XX de 2024, de la Consejer&#xED;a de Educaci&#xF3;n, Ciencia y Formaci&#xF3;n Profesional, por la que se convoca el procedimiento de selecci&#xF3;n y nombramiento de directores de los centros docentes p&#xFA;blicos no universitarios de la Comunidad Aut&#xF3;noma de Extremadura.&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;La administraci&#xF3;n nos informa que entre los requisitos para optar al proceso de selecci&#xF3;n de directores se ha suprimido la necesidad de ser funcionario de carrera. Nos aclaran que no es algo definitivo, puesto que est&#xE1; pendiente de ser valorado por los servicios jur&#xED;dicos y del informe de la abogac&#xED;a. Han tomado esta decisi&#xF3;n por sentencias precedentes.&lt;/p&gt;&#xD;
&lt;/div&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;Art. 2 del borrador de la Orden: &lt;/strong&gt;Estar en posesi&#xF3;n de la certificaci&#xF3;n acreditativa de haber superado un curso de formaci&#xF3;n sobre el desarrollo de la funci&#xF3;n directiva, impartido por el Ministerio de Educaci&#xF3;n, Formaci&#xF3;n Profesional y Deportes o por las Administraciones educativas de las Comunidades Aut&#xF3;nomas, seg&#xFA;n la normativa b&#xE1;sica que regula dichos cursos. Asimismo, ser&#xE1; necesaria, en su caso, una vez transcurrido el plazo de ocho a&#xF1;os desde la expedici&#xF3;n de la certificaci&#xF3;n anteriormente mencionada, la superaci&#xF3;n de los correspondientes cursos de actualizaci&#xF3;n de competencias directivas, seg&#xFA;n lo establecido en el Real Decreto 894/2014, de 17 de octubre, por el que se desarrollan las caracter&#xED;sticas del curso de formaci&#xF3;n sobre el desarrollo de la funci&#xF3;n directiva establecido en el art&#xED;culo 134.1 c) de la Ley Org&#xE1;nica 2/2006, de 3 de mayo, de Educaci&#xF3;n. De conformidad con lo establecido en la disposici&#xF3;n adicional cuadrag&#xE9;sima cuarta de la Ley Org&#xE1;nica 2/2006, de 3 de mayo, las habilitaciones y acreditaciones de directores de centros p&#xFA;blicos expedidas con anterioridad a la entrada en vigor de dicha ley org&#xE1;nica se considerar&#xE1;n equivalentes a dicha certificaci&#xF3;n.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;a name="_Hlk158889979"&gt;&lt;strong&gt;APORTACIONES CSIF.&lt;/strong&gt;&lt;/a&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;Art&#xED;culo 2.&lt;/strong&gt; CSIF Agradece y al mismo tiempo solicita se mantengan los Cursos de Desarrollo o actualizaci&#xF3;n de la Funci&#xF3;n Directiva, organizados por el Servicio de Innovaci&#xF3;n y Formaci&#xF3;n del Profesorado (SIFP) y diferentes CPRs de manera telem&#xE1;tica, son cada vez m&#xE1;s los compa&#xF1;eros que solicitan esta formaci&#xF3;n y especialmente a distancia por no poder realizarlo de forma presencial.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Agradecen las palabras e intentar&#xE1;n ampliar la oferta.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;Art.&lt;/strong&gt;&lt;strong&gt;6. Primera fase del procedimiento de selecci&#xF3;n: valoraci&#xF3;n de m&#xE9;ritos acad&#xE9;micos y profesionales y del proyecto de direcci&#xF3;n.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;2.En caso de que existan dos o m&#xE1;s candidatos a la direcci&#xF3;n, la Comisi&#xF3;n de Selecci&#xF3;n podr&#xE1; solicitar la exposici&#xF3;n p&#xFA;blica de cada proyecto de direcci&#xF3;n, &lt;u&gt;en un tiempo m&#xE1;ximo de 30 minutos&lt;/u&gt;. Una vez concluida dicha exposici&#xF3;n, la Comisi&#xF3;n podr&#xE1; entrevistar al candidato con la finalidad de complementar la informaci&#xF3;n contenida en el proyecto de direcci&#xF3;n y la adecuaci&#xF3;n del mismo al contexto del centro y al puesto solicitado. Dicha entrevista no deber&#xE1; sobrepasar los 15 minutos. A tal efecto, la Comisi&#xF3;n citar&#xE1; a cada candidato con una antelaci&#xF3;n de al menos cuarenta y ocho horas, preferentemente en la misma jornada.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;APORTACIONES CSIF.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;El Decreto 28/2021, de 21 de abril, por el que se regula el procedimiento de selecci&#xF3;n de nombramiento, cese y renovaci&#xF3;n de directores y directoras, as&#xED; como el proceso de evaluaci&#xF3;n de la funci&#xF3;n directiva, en los centros docentes p&#xFA;blicos no universitarios dependientes de la Comunidad Aut&#xF3;noma de Extremadura, no establece ning&#xFA;n tiempo m&#xE1;ximo para su consulta, pareciendo insuficiente ese tiempo y debiendo facilitar que la comunidad educativa tenga acceso a la consulta de estos proyectos&amp;nbsp; en el tiempo que les permita leer la documentaci&#xF3;n.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;No se acepta. La administraci&#xF3;n estima este tiempo suficiente.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;a name="_Hlk158891448"&gt;&lt;strong&gt;Art&#xED;culo 8. &lt;/strong&gt;&lt;/a&gt;&lt;strong&gt;Segunda fase del proceso de selecci&#xF3;n: per&#xED;odo de pr&#xE1;cticas.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;4.b. Esta memoria se entregar&#xE1; antes del 10 de febrero de 2025 por v&#xED;a electr&#xF3;nica utilizando para ello el formato de documento port&#xE1;til (pdf).&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;a name="_Hlk158894529"&gt;&lt;/a&gt;&lt;a name="_Hlk158966638"&gt;&lt;strong&gt;APORTACIONES CSIF&lt;/strong&gt;&lt;/a&gt;&lt;strong&gt;.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;El Decreto 28/2021, de 21 de abril, por el que se regula el procedimiento de selecci&#xF3;n de nombramiento, cese y renovaci&#xF3;n de directores y directoras, al t&#xE9;rmino del per&#xED;odo de pr&#xE1;cticas, y con car&#xE1;cter general antes del 20 de febrero del curso acad&#xE9;mico en el que se desarrollan las pr&#xE1;cticas, las personas aspirantes habr&#xE1;n de realizar una memoria final de la fase de pr&#xE1;cticas.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;No se acepta. La administraci&#xF3;n necesita este tiempo para publicar el anexo de vacantes.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;5. &amp;nbsp;La tutor&#xED;a de las pr&#xE1;cticas de cada persona aspirante seleccionada &#x2026;:&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;- Emitir informe acerca de la labor desempe&#xF1;ada, con car&#xE1;cter general antes del 14 de febrero de 2025 que ser&#xE1; remitido al Servicio de Coordinaci&#xF3;n Educativa de la Secretar&#xED;a General de Educaci&#xF3;n y Formaci&#xF3;n Profesional que la remitir&#xE1; a la Comisi&#xF3;n de Evaluaci&#xF3;n del Desempe&#xF1;o de la Funci&#xF3;n Directiva de acuerdo a lo establecido en el art&#xED;culo 12 del Decreto 28/2021, de 21 de abril y que contendr&#xE1; una propuesta expresada en todo caso en t&#xE9;rminos de APTO o NO APTO.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;APORTACIONES CSIF.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Por tanto, el informe de inspecci&#xF3;n sobre la labor desempe&#xF1;ada, que sea emitido con posterioridad a la entrega de la memoria final, es decir, posterior al 20 de febrero.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Est&#xE1; relacionado con la propuesta anterior. No se acepta porque los plazos est&#xE1;n muy ajustados.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;Art&#xED;culo 11. Nombramiento del equipo directivo.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;2.Todos los miembros del equipo directivo ser&#xE1;n nombrados por el mismo periodo de tiempo que el director y cesar&#xE1;n en sus funciones al t&#xE9;rmino de su mandato o cuando se produzca su cese.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;APORTACIONES CSIF.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;En ocasiones, el nombramiento del director/a se realiza con anterioridad al resto de miembros del equipo directivo. Esto conlleva que no puedan realizar sus funciones hasta ser nombrados. Por lo que solicitamos que el nombramiento de todos los miembros se produzca, efectivamente, de modo simult&#xE1;neo.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;El art&#xED;culo 11 de la Orden lo expresa as&#xED;. Por lo tanto, todos deben ser nombrados por el mismo tiempo. Afirman que as&#xED; es como se hace.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;Anexo II.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;3.3. Por haber superado un curso de formaci&#xF3;n sobre el desarrollo de la funci&#xF3;n&lt;br /&gt;&#xD;
directiva, impartido por el Ministerio de Educaci&#xF3;n y Formaci&#xF3;n Profesional o por las Administraciones educativas de las Comunidades Aut&#xF3;nomas, cuyas&lt;br /&gt;&#xD;
caracter&#xED;sticas ser&#xE1;n desarrolladas reglamentariamente por el Gobierno a que&lt;br /&gt;&#xD;
alude el apartado 4.1.c)&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;APORTACIONES DE CSIF.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Este m&#xE9;rito es requisito para presentarse. Adem&#xE1;s, hace referencia al apartado 4.1.c cuando deber&#xED;a ser el art&#xED;culo 2.1.c.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Admiten el error y aceptan la propuesta.&lt;/p&gt;&#xD;
&#xD;
&lt;div&gt;&#xD;
&lt;p&gt;&lt;strong&gt;PUNTO TRES: Programa &#xCD;TACA. 2&#xAA; acci&#xF3;n formativa.&lt;/strong&gt;&lt;/p&gt;&#xD;
&lt;/div&gt;&#xD;
&#xD;
&lt;p&gt;&lt;a name="_Hlk158890193"&gt;&lt;strong&gt;APORTACIONES DE CSIF&lt;/strong&gt;&lt;/a&gt;&lt;strong&gt;.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Desde CSIF solicitamos que las plazas ofertadas sean en jornada completa, a fin de evitar la precariedad laboral que generan las plazas a media jornada.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;La administraci&#xF3;n nos informa que en el mes de febrero se realiza la segunda acci&#xF3;n formativa. El d&#xED;a 12 de febrero se hizo la consulta de alumnos matriculados. En el caso del CEPA de Miajadas, se ha creado una plaza a media jornada de Orientaci&#xF3;n, para que atienda exclusivamente a este centro. En el resto de centros, la asignaci&#xF3;n se basa en las necesidades que han comunicado los centros. Son media jornada por los alumnos matriculados y los grupos que se crean. Adem&#xE1;s, desde Coria han comunicado que va a cubrirse con profesorado del propio centro, puesto que pueden hacerlo para cubrir su horario.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;El d&#xED;a 23 ser&#xE1; el curso formativo presencial en horario de ma&#xF1;ana, en el CEPA Legi&#xF3;n V de M&#xE9;rida, para los docentes adjudicados&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;La duraci&#xF3;n del contrato ser&#xE1; hasta el 30 de junio.&lt;/p&gt;&#xD;
&#xD;
&lt;div&gt;&#xD;
&lt;p&gt;&lt;strong&gt;PUNTO CUATRO: &amp;nbsp;&lt;/strong&gt;Ruegos y preguntas.&lt;a name="_Hlk158888447"&gt;&lt;/a&gt;&lt;/p&gt;&#xD;
&lt;/div&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;APORTACI&#xD3;N 1. Tribunales de oposici&#xF3;n.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Ante la publicaci&#xF3;n de los listados iniciales de personas candidatas a ser integrantes de los &#xD3;rganos de selecci&#xF3;n que han de juzgar los procedimientos selectivos 2024 y para que nuestros compa&#xF1;eros tengan garant&#xED;as en el desempe&#xF1;o de esta funci&#xF3;n a la que se ven obligados en su mayor&#xED;a, desde CSIF, consideramos que deben contemplarse las siguientes propuestas:&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;Exenci&#xF3;n de todos los miembros de equipos directivos&amp;nbsp;de ser candidato a miembro de tribunal, para poder continuar con los procesos diarios de los centros educativos en fechas de realizaci&#xF3;n de pruebas, cumpliendo con el funcionamiento de las secretar&#xED;as de los centros en periodo estival como refleja la Resoluci&#xF3;n del calendario escolar,&amp;nbsp;si as&#xED; lo consideran los interesados.&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p&gt;Es voluntad de la administraci&#xF3;n, pero hay ciertas especialidades muy numerosas y no se puede eximir a tantas personas. Se ven obligados en algunos casos.&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;Garantizar el abono de las indemnizaciones por razones del servicio a los miembros de tribunal, sin limitaciones:&amp;nbsp;dietas, traslados, alojamiento, etc.; as&#xED; como el desglose de los conceptos en sus respectivas n&#xF3;minas. El abono se realizar&#xE1; en el mes de septiembre del mismo a&#xF1;o.&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p&gt;Depende de funci&#xF3;n p&#xFA;blica, aunque es algo que desean mejorar.&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;Con objeto de garantizar el &#xF3;ptimo funcionamiento de los &#xF3;rganos de selecci&#xF3;n, la Direcci&#xF3;n General de Personal Docente deber&#xE1; organizar&amp;nbsp;un curso de formaci&#xF3;n para presidentes en horario laboral&amp;nbsp;y en el que se detallen aspectos organizativos y legales.&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p&gt;Esto ya se realiza.&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;Asesor&#xED;a jur&#xED;dica con disponibilidad inmediata&amp;nbsp;y accesible, al menos para presidentes de tribunal,&amp;nbsp;a lo largo del todo el proceso.&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p&gt;Asesor&#xED;a jur&#xED;dica es algo muy espec&#xED;fico. Hasta este a&#xF1;o hab&#xED;a dos jefes de secci&#xF3;n que se encargan de esta funci&#xF3;n. Este a&#xF1;o se va a ampliar con dos personas m&#xE1;s.&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;Evitar jornadas de trabajo en fines de semana y que se alarguen m&#xE1;s all&#xE1; de las ocho horas diarias preceptivas. Sin un m&#xE1;ximo de sesiones.&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p&gt;Es algo inevitable. En ocasiones son los propios tribunales los que solicitan reunirse en fin de semana.&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;Prever las posibles condiciones climatol&#xF3;gicas adversas, proporcionando todo tipo de recursos para paliar las altas temperaturas de la propia estaci&#xF3;n.&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p&gt;Se est&#xE1;n estudiando medidas, son cuestiones muy t&#xE9;cnicas.&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;Dotaci&#xF3;n de materiales: bol&#xED;grafos, cuadernos, fotocopias incluidas en las propias sedes, etc.&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p&gt;La administraci&#xF3;n nos transmite que nunca hay falta de estos materiales.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;APORTACI&#xD3;N 2. Sobre plantillas org&#xE1;nicas.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Aunque hayan sido publicadas, no renunciamos a que se mejore el n&#xFA;mero de la plantilla org&#xE1;nica. Seguiremos solicitando que se aumente.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Este tema ya se ha tratado y consideran la oferta generosa.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;APORTACI&#xD3;N 3. Escuela rural.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;En la Comisi&#xF3;n de Educaci&#xF3;n de la Asamblea se trataron temas relacionados con la escuela rural. Pedimos que se nos convoque a los representantes de los trabajadores para tratar este tema (aumento de plantillas, reducci&#xF3;n de ratios, criterios para elaboraci&#xF3;n de las plantillas).&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Nos trasladar&#xE1;n todas las medidas que se adopten.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;a name="_Hlk158969906"&gt;&lt;strong&gt;APORTACI&#xD3;N 4.&lt;/strong&gt;&lt;/a&gt;&lt;strong&gt; Plantilla org&#xE1;nica de la ESHAEX. &lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Seguimos solicitando la creaci&#xF3;n de plantilla org&#xE1;nica en este centro para conseguir estabilidad docente y continuidad educativa con el propio alumnado.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;As&#xED; mismo, continuamos solicitando plantilla org&#xE1;nica en otras ense&#xF1;anzas: Atenci&#xF3;n a la diversidad, Conservatorios, Escuela Superior de Arte Dram&#xE1;tico, Escuelas de idiomas o Centros de adultos.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Al no depender de Educaci&#xF3;n, sino de Econom&#xED;a, insisten en que no pueden crear esta plantilla org&#xE1;nica, solo proveer de plantilla funcional.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;APORTACI&#xD3;N 5. Concurso General de Traslados.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ol style="list-style-type:upper-alpha;"&gt;&#xD;
	&lt;li&gt;CSIF ha exigido, en reiteradas ocasiones, modificar las normas procedimentales del 2010 de CGT, ya obsoletas, que no responden a las necesidades de movilidad del profesorado ni aporta soluciones a las modificaciones parciales puestas en marcha, que afectan a todo el sistema. Instamos a la Consejer&#xED;a de Educaci&#xF3;n, Ciencia y FP a que eleve e inste al Ministerio de Educaci&#xF3;n y FP sobre esta necesidad para acomodar las convocatorias a las nuevas sentencias que afectan a este procedimiento.&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p&gt;Est&#xE1;n a la espera de ser convocados por el Ministerio.&lt;/p&gt;&#xD;
&#xD;
&lt;ol style="list-style-type:upper-alpha;"&gt;&#xD;
	&lt;li value="2"&gt;Pedimos informaci&#xF3;n de la fecha de publicaci&#xF3;n del baremo definitivo y resoluci&#xF3;n provisional del CGT.&lt;/li&gt;&#xD;
&lt;/ol&gt;&#xD;
&#xD;
&lt;p&gt;El baremo definitivo se public&#xF3; ayer, d&#xED;a 19 de febrero y la adjudicaci&#xF3;n provisional est&#xE1; prevista para la segunda quincena de febrero.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;APORTACI&#xD3;N 6. Admitidos provisionales oposiciones 2024.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Solicitamos la fecha de publicaci&#xF3;n de los admitidos provisionales al proceso selectivo 2024.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Probablemente se publique ma&#xF1;ana, d&#xED;a 21 de febrero.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Otras cuestiones de las que se nos informa:&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;Se ha subido un documento al canal de dudas con especificaciones sobre las unidades did&#xE1;cticas y situaciones de aprendizaje de cara al proceso de oposici&#xF3;n.&lt;/li&gt;&#xD;
	&lt;li&gt;Previsiblemente la subida salarial del 0,5 se abone en la n&#xF3;mina de marzo, con car&#xE1;cter retroactivo desde enero de 2022.&lt;/li&gt;&#xD;
	&lt;li&gt;La subida salarial del 2% queda pendiente de la aprobaci&#xF3;n de los presupuestos generales del Estado.&lt;/li&gt;&#xD;
	&lt;li&gt;El abono del 2% pendiente a los funcionarios p&#xFA;blicos extreme&#xF1;os es compromiso del actual gobierno auton&#xF3;mico; aunque no hay fecha prevista.&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p style="margin-left:49.65pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p align="center"&gt;&lt;strong&gt;CSIF EDUCACI&#xD3;N EXTREMADURA&lt;/strong&gt;&lt;/p&gt;&#xD;
</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/46192</guid><title>Mesa General de Negociaci&#xF3;n 19/02/2024</title><pubDate>Mon, 19 Feb 24 13:27:36 CET</pubDate><link>https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/46192</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><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>Estatutario</category><category>Eventual</category><category>Funcionario</category><category>Funcionario en pr&#xE1;cticas</category><category>Interino</category><category>Laboral</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65d62fe56d704.jpg" type="image/jpeg" medium="image"><media:credit/><media:title>Extremadura - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p&gt;As&#xED;, Benito Rom&#xE1;n (CSIF) ha reconocido que tiene una sensaci&#xF3;n "agridulce" tras una reuni&#xF3;n con la que se van "con las manos vac&#xED;as" porque, si bien la Junta "ha dado un paso adelante" para "reconocer" la deuda con los empleados p&#xFA;blicos correspondiente a 11 meses de 2020, a diferencia del anterior Ejecutivo auton&#xF3;mico, "ahora hay que ver c&#xF3;mo se le va a devolver ese dinero que se le adeuda a los empleados p&#xFA;blicos", cuesti&#xF3;n donde "no se ha alcanzado acuerdo alguno".&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;"Nos han pospuesto a otra reuni&#xF3;n para que veamos la forma de devolverle esa cantidad a los empleados p&#xFA;blicos", ha se&#xF1;alado Rom&#xE1;n, quien ha incidido en que en todo caso se ha "avanzado en que por fin se reconoce" la citada "deuda" con los empleados p&#xFA;blicos, y ha confiado en que &#xE9;sta sea abonada "cuanto antes" y "de la mejor manera posible".&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;As&#xED;, ha considerado que "lo justo" es que esa deuda sea devuelta "de una sola vez" y en el a&#xF1;o 2024. "Eso ser&#xED;a lo justo, eso ser&#xED;a lo que se merecen los empleados p&#xFA;blicos, que llevan ya cuatro a&#xF1;os esperando que se les devuelvan esos 11 meses (de subida salarial en 2020", ha espetado el responsable de CSIF Extremadura, quien ha reconocido no obstante que su sindicato entiende tambi&#xE9;n que "si hay problemas econ&#xF3;micos" hay que sentarse para ver c&#xF3;mo se es capaz de "calendarizar" la cuant&#xED;a.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;"De d&#xF3;nde saquen el dinero eso es la Junta de Extremadura quien tendr&#xE1; que determinar c&#xF3;mo hacerlo, pero si hay alguna dificultad lo que queremos es que los empleados p&#xFA;blicos tengan certeza de cu&#xE1;ndo van a recibir esos 11 meses de deuda y c&#xF3;mo se va a hacer... Y es lo que cre&#xED;amos que hoy &#xED;bamos a tener pero desde la Junta de Extremadura simplemente lo que quer&#xED;an era anunciarnos que reconocen esa deuda, cu&#xE1;l es la cuantificaci&#xF3;n de la misma, y emplazarnos a mesas sucesivas para negociar c&#xF3;mo lo vamos a temporalizar", ha explicado.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;En este sentido, Benito Rom&#xE1;n ha deseado que la pr&#xF3;xima reuni&#xF3;n se produzca "cuanto antes" para que los empleados p&#xFA;blicos tengan la "certeza de saber c&#xF3;mo se les va a devolver esos 11 meses de subida salarial del 2 por ciento de 2020".&lt;/p&gt;&#xD;
</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/38076</guid><title>ACTUALIZA TUS DATOS DE AFILIACI&#xD3;N. CSIF EDUCACI&#xD3;N EXTREMADURA</title><pubDate>Tue, 06 Feb 24 18:11:00 CET</pubDate><link>https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/38076</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Boletines y publicaciones CSIF</category><category>Otros art&#xED;culos</category><category>Prensa y Comunicaci&#xF3;n</category><category>Notas de prensa y comunicaciones</category><category>Recortes de prensa</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/carnet-csif-1739525942.jpg" type="image/jpeg" medium="image"><media:credit/><media:title>Extremadura - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p class="rtejustify" style="text-align: justify;"&gt;Estimad@ afiliad@, para nosotros es primordial poder ofrecerte los mejores servicios y ajustados a tu perfil profesional o expectativas de futuro. Por esta raz&amp;oacute;n te pedimos dos minutos de tu tiempo para actualizar tus datos. Fundamentalmente el n&amp;uacute;mero del tel&amp;eacute;fono m&amp;oacute;vil, la direcci&amp;oacute;n de correo electr&amp;oacute;nico y tu direcci&amp;oacute;n postal. &lt;a href="https://www.csif.es/contenido/extremadura/educacion/306700"&gt;&lt;strong&gt;Contacta con tus sedes de CSIF&lt;/strong&gt;&lt;/a&gt;.&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="text-align: justify;"&gt;&#x2714; &amp;iquest;Recibes nuestros correos electr&amp;oacute;nicos?&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="text-align: justify;"&gt;&#x2714; &amp;iquest;Recibes nuestros boletines y &lt;strong&gt;&lt;a href="https://www.csif.es/es/articulo/extremadura/educacion/38038"&gt;revistas DP&lt;/a&gt;&lt;/strong&gt;?&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="text-align: justify;"&gt;&#x2714; &amp;iquest;&lt;a href="https://www.csif.es/es/articulo/extremadura/educacion/65414"&gt;Recibes nuestros WhatsApp&lt;/a&gt;?&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="text-align: justify;"&gt;&#x2714; &amp;iquest;&lt;a href="https://www.csif.es/contenido/extremadura/educacion/242310"&gt;Te has suscrito a nuestro CANAL de Telegram CSIFBOLSAS&lt;/a&gt;?&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li class="rtejustify" style="text-align: justify;"&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;Empleo p&amp;uacute;blico docente. Bolsas y oposiciones docentes.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="text-align: justify;"&gt;&#x2714; &amp;iquest;&lt;a href="https://www.csif.es/contenido/extremadura/educacion/364390"&gt;Te has unido a nuestro CANAL de Telegram CSIF Educaci&amp;oacute;n Extremadura&lt;/a&gt;?&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li class="rtejustify" style="text-align: justify;"&gt;Canal de difusi&amp;oacute;n con informaci&amp;oacute;n peri&amp;oacute;dica y de inter&amp;eacute;s para docentes de centros p&amp;uacute;blicos no universitarios de Extremadura. Canal creado el 13 de enero de 2023 continuador de CSIFdocentex (15/03/2020)&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="text-align: justify;"&gt;&#x2714; &amp;iquest;&lt;a href="https://www.csif.es/contenido/extremadura/educacion/289012"&gt;Tienes instalada en tu smartphone la APP DOCENTEX&lt;/a&gt;?&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="text-align: justify;"&gt;&#x2714; &amp;iquest;&lt;a href="https://www.csif.es/es/articulo/extremadura/educacion/43364"&gt;Nos sigues en nuestras Redes Sociales&lt;/a&gt;?. Pulsa &amp;quot;me gusta&amp;quot; y/o &amp;quot;seguir&amp;quot; para recibir noticias y novedades en el &amp;aacute;mbito del sector p&amp;uacute;blico docente. Comparte nuestras publicaciones.&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="text-align: justify;"&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;Todas las &lt;strong&gt;&lt;a href="https://linktr.ee/csifeducacionextremadura"&gt;Redes Sociales de CSIF EDUCACI&amp;Oacute;N EXTREMADURA a un click&lt;/a&gt;.&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="text-align: justify;"&gt;&#x2714; &lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;Para evitar duplicidades, confusiones y carga de trabajo innecesaria para los compa&amp;ntilde;er@s responsables de atender estas sedes virtuales, &lt;strong&gt;os rogamos que contact&amp;eacute;is a trav&amp;eacute;s de un solo medio telem&amp;aacute;tico, es decir, un solo email o una sola red social&lt;/strong&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="text-align: justify;"&gt;&#x2714; &lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;&lt;strong&gt;Para cuestiones o casu&amp;iacute;sticas particulares y/o privadas&lt;/strong&gt;, &lt;a href="https://www.csif.es/contenido/extremadura/educacion/306700"&gt;pod&amp;eacute;is contactar con nuestras sedes &lt;strong&gt;por tel&amp;eacute;fono o por email&lt;/strong&gt;&lt;/a&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="text-align: justify;"&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;&lt;span class="views-field views-field-body"&gt;&lt;span class="field-content"&gt;&lt;strong&gt;&lt;a href="https://www.csif.es/contenido/extremadura/general/303678"&gt;En este nuevo tiempo, cuentas con un sindicato, que sabe que sabe que todos sus afiliados cuentan, y mucho. CSIF - Por ti, contigo en un nuevo tiempo&lt;/a&gt;.&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify"&gt;&amp;nbsp;&lt;/p&gt;</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/37369</guid><title>24 de Enero - D&#xED;a Internacional de la Educaci&#xF3;n de la UNESCO</title><pubDate>Wed, 24 Jan 24 12:45:55 CET</pubDate><link>https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/37369</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Empleo</category><category>Otros Empleo</category><category>Negociaciones y acuerdos</category><category>Normativa</category><category>Otra normativa</category><category>Prensa y Comunicaci&#xF3;n</category><category>Notas de prensa y comunicaciones</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Funcionario</category><category>Interino</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c74437137b5.png" type="image/png" medium="image"><media:credit/><media:title>Extremadura - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p style="margin-left:-14.2pt;"&gt;Un a&#xF1;o m&#xE1;s se conmemora el D&#xED;a Internacional de la Educaci&#xF3;n proclamado por la asamblea general de la ONU y anunciado por la UNESCO. El tema de esta edici&#xF3;n es &lt;strong&gt;&lt;em&gt;"Combatir los discursos de odio a trav&#xE9;s de la educaci&#xF3;n&#x201D;.&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;Este a&#xF1;o se quiere hacer hincapi&#xE9; en el&amp;nbsp;&lt;strong&gt;papel crucial que desempe&#xF1;an la educaci&#xF3;n y los docentes en la lucha contra el discurso del odio&lt;/strong&gt;, un fen&#xF3;meno que se ha multiplicado en los &#xFA;ltimos a&#xF1;os con el uso de las redes sociales, da&#xF1;ando el tejido de nuestras sociedades.&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;CSIF, como miembro de la Internacional de la Educaci&#xF3;n y de la Confederaci&#xF3;n de Sindicatos Independientes de Europa, apoya estas iniciativas internaciones y recuerda la necesidad de que todos los pa&#xED;ses act&#xFA;en en consecuencia en la defensa de todos los derechos humanos y por supuesto, la educaci&#xF3;n.&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;Lamentamos la oleada de conflictos violentos que acontecen en la actualidad y que promueven la discriminaci&#xF3;n, racismo, xenofobia y odio, determinados por cuestiones geopol&#xED;ticas que afectan a la sociedad en su conjunto. Para CSIF es esencial promover actuaciones encaminadas hacia la paz y la no violencia, utilizando la educaci&#xF3;n como un medio y un fin en s&#xED; mismo, como herramienta vehicular para lograr una sociedad alejada de conflictos, igualitaria y justa. El conocimiento en s&#xED; mismo promueve la paz, ya que la cultura permite reducir extremismos injustificados. Hay que fortalecer la especialidad docente y dignificar su labor docente.&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;CSIF defiende el acceso a una ense&#xF1;anza de calidad, con igualdad de oportunidades, que permita que toda la poblaci&#xF3;n pueda acceder al mayor &#xE9;xito educativo posible y se asegure una trayectoria profesional y laboral acorde a la sociedad actual, garantizando la igualdad de oportunidades para toda la ciudadan&#xED;a.&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;Los datos de abandono escolar, tasa de repetici&#xF3;n, paro juvenil, informes PISA y desigualdades entre Comunidades Aut&#xF3;nomas nos indican que, si bien todo el mundo puede acceder a la educaci&#xF3;n, esta no tiene la calidad necesaria debido a la mala gesti&#xF3;n de nuestras administraciones, la falta de inversi&#xF3;n educativa, la utilizaci&#xF3;n partidista de la educaci&#xF3;n y la falta de reconocimiento de la labor docente.&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;La Constituci&#xF3;n consagra el derecho a la educaci&#xF3;n y por tanto este derecho debe ser defendido por todos los partidos pol&#xED;ticos y administraciones. Es necesario estabilizar el sistema educativo con un Pacto de Estado que impida el continuo cambio legislativo en cada cambio de gobierno. Cambios adem&#xE1;s que no mejoran los datos e &#xED;ndices de nuestra educaci&#xF3;n, que nos mantienen en los &#xFA;ltimos lugares de la OCDE y Uni&#xF3;n Europea desde hace m&#xE1;s de 30 a&#xF1;os.&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;CSIF cree en un sistema educativo p&#xFA;blico, estable, igualitario, inclusivo, flexible, innovador y tolerante. La educaci&#xF3;n es una responsabilidad colectiva que debe enfocarse hacia la b&#xFA;squeda del bien com&#xFA;n. Debe ser una cuesti&#xF3;n de Estado, que asegure la igualdad de oportunidades y sirva como elemento compensador de desigualdades. Y en esta convicci&#xF3;n luchamos d&#xED;a a d&#xED;a para que la educaci&#xF3;n p&#xFA;blica adquiera la importancia que debe tener, para que sea la base de un pa&#xED;s democr&#xE1;tico. Porque la educaci&#xF3;n de hoy es la sociedad de ma&#xF1;ana. Por ello, rechazamos cualquier intromisi&#xF3;n medi&#xE1;tica o pol&#xED;tica, que desvirt&#xFA;e el fin mismo de la educaci&#xF3;n: formar a una ciudadan&#xED;a responsable y cr&#xED;tica.&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;&amp;nbsp;&amp;nbsp; Consideramos que esta convicci&#xF3;n solo se puede conseguir a partir de un profesorado reconocido y prestigiado. En un sistema educativo que se plantee a partir de las opiniones profesionales, que no vean mermadas sus condiciones laborales por criterios meramente econ&#xF3;micos, que se dude de su necesario liderazgo pedag&#xF3;gico para hacer mejorar la educaci&#xF3;n de los que formar&#xE1;n el futuro de nuestra sociedad o que se coarte su libertad de c&#xE1;tedra en pos de unas metodolog&#xED;as que dudan de la especializaci&#xF3;n docente o de la reducci&#xF3;n de contenidos.&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;&amp;nbsp; Los problemas de la educaci&#xF3;n son profundos y estructurales y no se solucionan escondiendo la realidad tras falsas estad&#xED;sticas. Esto nos llevar&#xE1; a dos v&#xED;as educativas en la que la educaci&#xF3;n p&#xFA;blica quedar&#xED;a como subsidiaria de instituciones privadas (la anglosajonizaci&#xF3;n del sistema educativo) impidiendo la verdadera igualdad de oportunidades, que es poder optar a una educaci&#xF3;n de calidad. &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:-14.2pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p style="margin-left:56.6pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtecenter" style="margin-left:56.6pt;"&gt;&amp;nbsp;Hoy y siempre, &lt;strong&gt;CSIF&lt;/strong&gt; &lt;strong&gt;Por la&lt;/strong&gt; &lt;strong&gt;dignificaci&#xF3;n de la labor docente.&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p class="rtecenter" style="margin-left:56.6pt;"&gt;&lt;img alt="" 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" /&gt;&lt;/p&gt;&#xD;
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&lt;p style="margin-left:56.6pt;"&gt;&amp;nbsp;&lt;/p&gt;&#xD;
</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/36963</guid><title>CSIF reclama negociaci&#xF3;n sobre norma que regula el funcionamiento de los tribunales para OPOSICIONEX2024.</title><pubDate>Tue, 16 Jan 24 12:01:46 CET</pubDate><link>https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/36963</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Empleo</category><category>Oposiciones</category><category>Normativa</category><category>Otra normativa</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/65c743f6568f0.png" type="image/png" medium="image"><media:credit/><media:title>Extremadura - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p class="rtejustify" style="margin-left:14.2pt;"&gt;&lt;strong&gt;SRA. CONSEJERA DE EDUCACI&#xD3;N, CIENCIA &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;&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p class="rtejustify" style="margin-left:14.2pt;"&gt;&lt;strong&gt;Y FORMACI&#xD3;N PROFESIONAL&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p class="rtejustify" style="margin-left:14.2pt;"&gt;&lt;strong&gt;JUNTA DE EXTREMADURA&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="margin-left:14.2pt;"&gt;M&#xE9;rida, a 16 de enero de 2024&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="margin-left:14.2pt;"&gt;Ayer lunes 15 de enero se public&#xF3; en el Diario Oficial de Extremadura la &lt;a href="https://www.csif.es/contenido/extremadura/educacion/373211"&gt;&lt;em&gt;Resoluci&#xF3;n de 9 de enero de 2024, de la Direcci&#xF3;n General de Personal Docente, por la que se regula la constituci&#xF3;n y funcionamiento de los &#xF3;rganos colegiados del procedimiento selectivo para ingreso extraordinario, para la estabilizaci&#xF3;n del empleo docente de acuerdo a la Ley 20/2021, de 28 de diciembre, por el sistema de concurso-oposici&#xF3;n&lt;/em&gt;&lt;/a&gt;.&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="margin-left:14.2pt;"&gt;No se nos ha hecho llegar a las organizaciones sindicales, ni se ha negociado el borrador de la citada Resoluci&#xF3;n, cuesti&#xF3;n que nos parece grave, y deb&#xED;a haberse producido con anterioridad a esta publicaci&#xF3;n.&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="margin-left:14.2pt;"&gt;Consideramos que este hecho ha vulnerado el art&#xED;culo 15.b) del &lt;em&gt;Real Decreto Legislativo 5/2015, de 30 de octubre, por el que se aprueba el texto refundido de la Ley del Estatuto B&#xE1;sico del Empleado P&#xFA;blico.&lt;/em&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="margin-left:14.2pt;"&gt;&lt;em&gt;&amp;nbsp;Los empleados p&#xFA;blicos tienen los siguientes derechos individuales que se ejercen de forma colectiva:&lt;/em&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="margin-left:14.2pt;"&gt;&lt;em&gt;b) A la negociaci&#xF3;n colectiva y a la participaci&#xF3;n en la determinaci&#xF3;n de las condiciones de trabajo.&lt;/em&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="margin-left:14.2pt;"&gt;Y el art&#xED;culo 37, cuando alude a materias de negociaci&#xF3;n, determina que:&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="margin-left:14.2pt;"&gt;&lt;em&gt;1.Ser&#xE1;n objeto de negociaci&#xF3;n, en su &#xE1;mbito respectivo y en relaci&#xF3;n con las competencias de cada Administraci&#xF3;n P&#xFA;blica y con el alcance que legalmente proceda en cada caso, las materias siguientes&lt;/em&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="margin-left:14.2pt;"&gt;&lt;em&gt;k) Las que afecten a las &lt;strong&gt;condiciones de trabajo y a las retribuciones de los funcionarios&lt;/strong&gt;, cuya regulaci&#xF3;n exija norma con rango de ley.&lt;/em&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="margin-left:14.2pt;"&gt;&lt;em&gt;m) Las referidas a calendario laboral, &lt;strong&gt;horarios, jornadas&lt;/strong&gt;, vacaciones, permisos, movilidad funcional y geogr&#xE1;fica, as&#xED; como los criterios generales sobre la planificaci&#xF3;n estrat&#xE9;gica de los recursos humanos, &lt;strong&gt;en aquellos aspectos que afecten a condiciones de trabajo de los empleados p&#xFA;blicos.&lt;/strong&gt;&lt;/em&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="margin-left:14.2pt;"&gt;&lt;strong&gt;Por todo ello solicitamos convocatoria de mesa sectorial en cuyo orden del d&#xED;a a tratar, figure &#xE9;ste, de forma que negociemos una modificaci&#xF3;n de la Resoluci&#xF3;n mencionada que incluya las aportaciones propuestas por las organizaciones sindicales.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtejustify" style="margin-left:14.2pt;"&gt;Reciba un cordial saludo.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtecenter" style="margin-left:14.2pt;"&gt;Mercedes Barrado Pacheco&lt;/p&gt;&#xD;
&#xD;
&lt;p class="rtecenter" style="margin-left:14.2pt;"&gt;&lt;strong&gt;CSIF EDUCACI&#xD3;N EXTREMADURA&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/va/noticia/portada/extremaduraensenanza/articulo/36833</guid><title>CSIF pide que los PGEx 2024 incluyan lo pendiente del 2% salarial de 2020 y el desarrollo de la Ley de Funci&#xF3;n P&#xFA;blica.</title><pubDate>Fri, 12 Jan 24 13:15:14 CET</pubDate><link>https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/36833</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><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>Estatutario</category><category>Eventual</category><category>Funcionario</category><category>Funcionario en pr&#xE1;cticas</category><category>Interino</category><category>Personal del sector privado</category><category>Laboral</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c743df01b4a.jpg" type="image/jpeg" medium="image"><media:credit/><media:title>Extremadura - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p&gt;El sindicato CSIF Extremadura ha presentado a los diferentes grupos parlamentarios un documento en el que realiza 18 propuestas para que sean incluidas en el debate de enmiendas de los Presupuestos de la comunidad (PGEx) para 2024, y entre las que figuran la reivindicaci&#xF3;n "hist&#xF3;rica" del pago de la deuda de los 11 meses de la subida salarial del 2 por ciento a empleados p&#xFA;blicos del 2020.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;"Hay que evitar que los empleados p&#xFA;blicos de Extremadura sigan siendo los &#xFA;nicos que no han cobrado todav&#xED;a la totalidad de la subida salarial del 2020", ha espetado al respecto el presidente de CSIF Extremadura, Benito Rom&#xE1;n, en rueda de prensa este viernes en M&#xE9;rida.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Igualmente, el sindicato solicita el desarrollo de la Ley de Funci&#xF3;n P&#xFA;blica; campa&#xF1;as para la "dignificaci&#xF3;n" del trabajo de los empleados en administraciones p&#xFA;blicas; el blindaje con partidas suficientes y "estructurales" de la Carrera Profesional; el refuerzo de plantillas en las cantidades necesarias y "adecuadas a la realidad".&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Asimismo, pide la actualizaci&#xF3;n m&#xED;nima del pago por kilometraje por desplazamientos a 0,26 euros por kil&#xF3;metro, tal y como establece el Ministerio de Hacienda; y la equiparaci&#xF3;n salarial entre cuerpos, grupos y niveles; as&#xED; como facilitar las promociones internas; y establecer concursos "abiertos y permanentes".&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Tambi&#xE9;n reclama la realizaci&#xF3;n de un "esfuerzo" para que los empleados p&#xFA;blicos recuperen "cuanto antes" el poder adquisitivo que llevan "perdido", y que se cifra en torno al 25 por ciento desde que en 2010 el Gobierno central Jos&#xE9; Luis Rodr&#xED;guez Zapatero les rebajara las n&#xF3;minas entre un 5 y un 10 por ciento.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;En la misma l&#xED;nea, en el sector privado CSIF reclama que los PGEx 2024 contemplen la mejora del actual servicio de transporte sanitario terrestre en la comunidad, con el objetivo de acabar "cuanto antes" con el "calvario" que sufren --ha indicado Rom&#xE1;n-- "todos y cada uno" de los trabajadores de dicho sector y, en consecuencia, para que los ciudadanos se ven beneficiados del "servicio que se merecen".&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Tambi&#xE9;n reclama el sindicato la inclusi&#xF3;n de partidas presupuestarias que permitan mejorar los actuales planes de empleo en la comunidad y, con ello, se adecuen a las necesidades de la regi&#xF3;n y reducir el "paro estructural" existente en Extremadura.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;De igual manera, en sus propuestas de cara a los PGEx 2024, CSIF reivindica el fomento y mejora de las infraestructuras ferroviarias, viarias y a&#xE9;reas de las que dispone la regi&#xF3;n, con el objetivo de que Extremadura salga del "vag&#xF3;n de cola" y pueda "converger de una vez" con el resto de comunidades aut&#xF3;nomas.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Adem&#xE1;s, reivindica que en la regi&#xF3;n se potencien "sin ambig&#xFC;edades" y con partidas presupuestarias "claras y tangibles" a las empresas y aut&#xF3;nomos. "Con partidas que lleguen sin dilaciones a sus destinatarios, con partidas presupuestarias que reduzcan al m&#xE1;ximo todo el papeleo y toda la burocracia que cierne a su alrededor", ha a&#xF1;adido Rom&#xE1;n, quien ha defendido que "cuanto mejor le vaya a las empresas y a los aut&#xF3;nomos mejores condiciones laborales y mejores convenios se podr&#xE1;n negociar para los trabajadores".&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;En la misma l&#xED;nea, Benito Rom&#xE1;n ha reivindicado la adaptaci&#xF3;n de la Ley de Participaci&#xF3;n Institucional a la "realidad" social de la comunidad, con la pretensi&#xF3;n de que CSIF --a diferencia de lo que ocurre en la actualidad-- pueda participar en los "foros de di&#xE1;logo social" y as&#xED; se haga "justicia" a la representaci&#xF3;n con la que el sindicato cuenta tanto en la Junta como en las empresas "m&#xE1;s importantes" de ambas provincias.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;em&gt;&lt;strong&gt;ESPERA "SENTIDO COM&#xDA;N"&lt;/strong&gt;&lt;/em&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Seg&#xFA;n ha indicado el presidente de CSIF Extremadura en su comparecencia este viernes ante los medios, "muchas" de estas propuestas han sido recogidas por parte de diferentes grupos parlamentarios en la Asamblea en las enmiendas parciales a los PGEx que ser&#xE1;n debatidas los pr&#xF3;ximos d&#xED;as 2 y 3 de febrero en la C&#xE1;mara regional, por lo que espera que "reine el sentido com&#xFA;n" y que, finalmente, lo que solicita el sindicato pueda ser incluido en las cuentas auton&#xF3;micas para 2024.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Al respecto, Rom&#xE1;n ha agradecido "el tono, la sensibilidad y sobre todo la atenci&#xF3;n" a las propuestas de CSIF, que tienen como objetivo "potenciar los servicios b&#xE1;sicos y esenciales de la sociedad, mejorar las condiciones laborales, sociales y econ&#xF3;micas de los trabajadores" y, finalmente, "hacerle much&#xED;simo m&#xE1;s f&#xE1;cil la vida a la gente en la regi&#xF3;n".&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;En esta l&#xED;nea, ha abogado por que los empleados p&#xFA;blicos "no se sientan de segundo y todos tengan lo que se les acord&#xF3; y se pact&#xF3; con ellos en cuanto a retribuciones econ&#xF3;micas y condiciones laborales".&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;"&#xC9;stas han sido algunas de las enmiendas que les hemos hecho llegar a los distintos grupos parlamentarios esperando fundamentalmente que reine el sentido com&#xFA;n y sobre todo se puedan aprobar la mayor&#xED;a de ellas y con ello mejorar nuestros servicios b&#xE1;sicos, podamos potenciar a nuestras empresas, a nuestros aut&#xF3;nomos, a nuestras industrias, nuestras infraestructuras, y nuestra comunidad, y sobre todo mejorarle las condiciones laborales, sociales y econ&#xF3;micas a aquellos a los que representamos y nos debemos, que son los trabajadores", ha concluido Rom&#xE1;n.&lt;/p&gt;&#xD;
</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/36739</guid><title>Financiaci&#xF3;n para implantar la LOSU y aprobar el Estatuto del PDI, retos del Gobierno en 2024</title><pubDate>Thu, 11 Jan 24 10:31:54 CET</pubDate><link>https://www.csif.es/va/noticia/portada/extremaduraensenanza/articulo/36739</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><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><category>Interino</category><category>Laboral</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c743cd0c6fa.jpg" type="image/jpeg" medium="image"><media:credit/><media:title>Extremadura - Ense&#xF1;anza Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p&gt;Os recordamos que el reciente informe&amp;nbsp;&#xAB;&lt;a href="https://www.crue.org/wp-content/uploads/2023/12/Monografia_Financiacion_Publica_web.pdf" rel="noopener" target="_blank"&gt;&lt;strong&gt;Financiaci&#xF3;n p&#xFA;blica en la Ley Org&#xE1;nica del Sistema Universitario&lt;/strong&gt;&lt;/a&gt;&#xBB;, presentado por la Crue concluye que&amp;nbsp;&lt;strong&gt;la Administraci&#xF3;n central, impulsora y proponente de la LOSU, "debe asumir con sus propios recursos la mayor parte del incremento de suficiencia de 3.180 millones de euros de gasto p&#xFA;blico que supone cumplir el objetivo de alcanzar el 1% del PIB".&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Por otro lado tambi&#xE9;n se&#xF1;ala que&lt;strong&gt;&amp;nbsp;844 millones supondr&#xED;an el coste de aplicar las disposiciones de la LOSU en materia de PDI tales como:&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;Reducci&#xF3;n ya en 2024 de la carga docente de Asociados, Ayudantes Doctores y profesorado permanente por un importe estimado de, al menos, 225 millones de euros.&lt;/li&gt;&#xD;
	&lt;li&gt;En el horizonte de 2030, la reducci&#xF3;n de la temporalidad y la mejora de la calidad de la plantilla supondr&#xE1;n un coste adicional de 424 millones euros.&lt;/li&gt;&#xD;
	&lt;li&gt;Anualmente la reposici&#xF3;n de efectivos por jubilaci&#xF3;n supondr&#xE1; asumir sus costes de Seguridad Social por un importe adicional de 195 millones de euros.&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p&gt;&lt;u&gt;Desde CSIF hemos pedimos a la nueva ministra responsable de universidades financiaci&#xF3;n para aplicar la LOSU y poner coto a la precariedad e inestabilidad de las plantillas universitarias.&lt;/u&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;CSIF tambi&#xE9;n exige a Diana Morant para el a&#xF1;o 2024:&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li style="margin-left: 18pt;"&gt;Recursos para estabilizar, promocionar y renovar las plantillas de PTGAS y PDI&lt;/li&gt;&#xD;
	&lt;li style="margin-left: 18pt;"&gt;Modificar los criterios ANECA de acreditaci&#xF3;n y evaluaci&#xF3;n del profesorado&lt;/li&gt;&#xD;
	&lt;li style="margin-left: 18pt;"&gt;Financiaci&#xF3;n para generalizar y mejorar la carrera Profesional del PTGAS&lt;/li&gt;&#xD;
	&lt;li style="margin-left: 18pt;"&gt;Normativa nacional que permita el cobro de Quinquenios y Sexenios a todo el PDI laboral temporal&lt;/li&gt;&#xD;
	&lt;li style="margin-left: 18pt;"&gt;Actualizar el RD de retribuciones del PDI de 1989 y la Orden del procedimiento para evaluar la actividad investigadora de 1994&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
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