![Nuevas estadísticas sobre el aprendizaje de lenguas extranjeras - INTEF](data:image/png;base64,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)
A Resolución do 10 de xuño de 2022, da Direccion Xeral de Ordenación e Innovación Educativa pola que se regula a xestión de probas de nivel lingüístico para o alumnado que curse estudos durante o curso 2022/2023 en centros públicos dependentes da Consellería de Cultura, Educación, Formación Profesional e Universidades, regula a xestión de probas de nivel lingüístico (B1, B2 ou C1) para o alumnado que curse 4º de ESO no curso 2022/2023.
O alumnado interesado e os seus responsables legais deberán cubrir un compromiso de participación e entregalo asinado na oficina do centro antes do 15 de setembro. O impreso para cubrir figura como adxunto ao final desta nova e pódese descargar premendo neste enlace.
O alumnado escollerá, asesorado polo profesorado de lingua estranxeira, o nivel de competencia da proba á que se presentará. Cada alumno e cada alumna poderá matricularse nunha única proba dunha lingua, que será, preferentemente, a cursada como primeira lingua estranxeira. O centro seleccionará as probas ás que se presentará o alumnado con criterios de comodidade e proximidade. As familias encargaranse do traslado ao lugar do exame en caso de que este non se poida realizar no propio centro educativo.
A realización destas probas, que se desenvolverán durante o curso 2022/2023, recibirá financiamento da Consellería de Cultura, Educación, Formación Profesional e Universidades. Se a dotación económica non fose suficiente para cubrir todas as demandas de alumnado interesado, o centro seleccionará o alumnado participante por rigorosa orde de entrada da solicitude no rexistro do centro.