El sindicato pide al Ministerio que lidere mejoras relacionadas con el horario lectivo, la reducción de las ratios y de la burocracia y el marco regulador del personal docente
En Aragón se denuncia el incremento de las precariedades existentes: ajustes en cupos, insuficiencia en la dotación de medios personales y materiales, desconocimiento del texto del Acuerdo sin publicar firmado por tres sindicatos, retrasos en los abonos salariales de la integración retroactiva en el grupo A1, elevada interinidad de especialidades con déficit crónico de profesionales docentes, etc.
08 / 07 / 2024. Tras la celebración de su Comité Ejecutivo Estatal, ANPE, primer sindicato de la enseñanza pública no universitaria, ha realizado un análisis del curso escolar que finaliza en el que destaca como asignaturas pendientes diferentes mejoras relacionadas con el horario lectivo, las ratios, la burocracia docente y el marco general de las condiciones laborales y profesionales del profesorado.
El presidente de la organización sindical, Francisco Venzalá, hace hincapié en el “descontento creciente del personal docente ante el continuo aumento de las cargas burocráticas que interfieren en su trabajo en el aula” y advierte de que “esta situación está llevando a un clima general de malestar en los centros”. En este sentido, subraya que, “mientras la sociedad cada vez exige más al profesorado, las administraciones siguen sin dotarlo de los recursos y del tiempo necesario para afrontar esas exigencias”.
ANPE insiste también en que se ha de regular el horario lectivo máximo del profesorado en una norma estatal. Venzalá indica que esta norma “no debe establecer simplemente una recomendación a las administraciones educativas autonómicas, como hasta ahora, sino fijar la obligación de que no se sobrepase el horario señalado”. En lo que respecta a las ratios máximas de alumnado por aula, que sí están reguladas a escala estatal, el sindicato sostiene que deben reducirse en todas las enseñanzas. Para su presidente, “el establecimiento de unas condiciones mínimas comunes para todo el Estado en ambos aspectos contribuiría de manera determinante a reducir las desigualdades existentes entre territorios”.
A juicio de ANPE, el curso ha estado marcado, entre otras cuestiones, por la promulgación de la nueva Ley de Enseñanzas Artísticas Superiores y por los retrasos curriculares en el ámbito de la Formación Profesional. La organización recalca que la situación del profesorado requiere un tratamiento urgente en el compromiso de mejorar la educación y reitera que todo lo relacionado con las condiciones laborales y profesionales del personal docente de la enseñanza pública debería quedar establecido en un marco propio, el Estatuto Docente.
Venzalá recuerda que este ha sido un compromiso “reiteradamente incumplido” en las últimas legislaturas. “Desgraciadamente no se ha avanzado en el desarrollo de la disposición adicional séptima de la LOMLOE, relacionada con el futuro diseño de nuestra profesión, ni tampoco en la propuesta de elaborar el Estatuto Docente”, tal y como ANPE ha venido lamentando. En esta línea, insta a la Administración al establecimiento de una “política efectiva respecto al profesorado”, pues, en su opinión, “las leyes educativas hasta la LOMLOE han venido ignorando el importante papel del docente en la calidad del sistema educativo, que es el primer factor de calidad”.
ANPE considera imperativo renovar los requisitos de formación inicial y las condiciones de habilitación para el profesorado de las enseñanzas no universitarias, así como regular, en el marco de un Estatuto de la Función Pública Docente, los procedimientos de ingreso y acceso propios de los cuerpos docentes, la reestructuración de estos, el establecimiento de la carrera profesional desde el ingreso en los respectivos cuerpos hasta la jubilación y la inclusión de todo el profesorado en el grupo funcionarial A1.
Para ello, el sindicato ha solicitado al Gobierno que redacte una propuesta normativa previa que establezca la integración en el grupo A1 de los cuerpos docentes que aún continúan en el grupo A2 e incluir también la actualización de los complementos de nivel retributivo que les corresponden a los diferentes cuerpos docentes, que actualmente van del nivel 21 al 26, de forma que partan como mínimo del nivel 24.
ANPE denuncia, igualmente, la continua pérdida de poder adquisitivo del profesorado como consecuencia del avance imparable de la inflación y de la no deflactación de las tablas del IRPF, que ha perjudicado de manera notable al colectivo docente. Venzalá insiste en la “necesidad de establecer un aumento salarial para los empleados públicos que permita la recuperación del poder adquisitivo perdido desde los recortes de 2010 y que incluya cláusulas de revisión salarial vinculadas a la subida del IPC, con el fin de preservar la capacidad de compra”. Asimismo, aboga por la “equiparación salarial de los docentes de todo el Estado, en su calidad de cuerpo nacional”.
El presidente de ANPE subraya que el sindicato seguirá exigiendo la negociación de todas estas mejoras, poniendo el acento en aspectos tan esenciales como la equiparación salarial y de las condiciones laborales del profesorado de todo el Estado, la reducción del horario lectivo y la disminución generalizada de ratios en todas las etapas educativas. A este respecto, insta al Ministerio a liderar el impulso y la puesta en marcha de estas medidas.
ANPE Aragón contra la ausencia de voluntad y de política docente
En Aragón ANPE mantiene gran preocupación por la falta de compromiso y voluntad de la Administración para el establecimiento de una agenda imprescindible para reducir sistemáticamente el diferencial de precariedades propias de la Educación Pública en nuestra comunidad. Muy al contrario, nos alarma que las diferentes medidas que se anuncian e implementan no hacen sino parchear y dilatar una situación de por sí muy deteriorada para la calidad de un servicio público educativo que, una vez más, se sostiene únicamente por la profesionalidad y entrega de sus docentes.
Para ANPE Aragón resultan del todo inadmisibles los ajustes en cupos; la falta de la dotación de medios personales precisa en los centros (tanto docentes, con crecientes especialidades con déficit crónico de profesorado, como no docentes —auxiliares de educación especial, auxiliares de transporte, enfermería escolar, personal administrativo en los servicios centrales, etc.—); las excesivas ratios de las aulas, el desconocimiento de los términos fidedignos del acuerdo no público firmado por tres sindicatos; los retrasos en más de un año para el pago de los abonos salariales de la integración retroactiva en el grupo A1; la continua pérdida de poder adquisitivo de los docentes en Aragón con una brecha autonómica en la que los docentes aragoneses siguen en la cola y que nos aleja más de cualquier equiparación salarial con la media nacional… Todo ello entre otras numerosas prioridades que, también en el ámbito rural, resultan cada vez más inaplazables para unos docentes aragoneses tan sobrecargados como desamparados por su Administración educativa.
La “política efectiva respecto al profesorado”, que reclama de la Administración central el presidente nacional de ANPE, ni siquiera se atisba en Aragón aún, ni muy lejanamente, respecto de nuestra Administración educativa autonómica. Las contrariedades y problemas no aminoran: siguen aumentando.
Aragón, a 8 de julio de 2024
ANPE, Sindicato independiente de la enseñanza pública.
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)
HAZ CLIC EN LA IMAGEN PARA DESCARGAR EN FORMATO .PDF