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)
ORDE do 3 de maio de 2019 pola que se regula a participación no fondo solidario de libros de texto e se convocan axudas para adquirir libros de texto e material escolar destinadas ao alumnado matriculado en educación primaria, educación secundaria obrigatoria e educación especial en centros docentes sostidos con fondos públicos para o curso escolar 2019/20. CLICA PARA LER.
O prazo para presentar a solicitude rematará o día 21 de xuño de 2019
(este incluído). Horario de Secretaría: LUNS-MÉRCORES-VENRES de 9 a 9.45
PRESENTACIÓN DE SOLICITUDES. PREFERIBLEMENTE POR VÍA ELECTRÓNICA. CLICA.
Opcionalmente poderase presentar presencialmente nos centros docentes. Entregarase cunha copia da primeira folla.
A presente orde integra nun formulario as diversas modalidades de gratuidade solidaria dos libros de texto dos niveis obrigatorios de ensino:
- Fondo solidario de libros de texto en 3º, 4º, 5º e 6º de educación primaria.
- Axudas para adquirir libros de texto en 1º e 2º de educación primaria
- Axudas para adquirir material escolar destinadas ao alumnado matriculado en educación primaria.
FORMULARIO para descargar en papel -AQUÍ-
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