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Para aquellos alumnos que han finalizado sus estudios de Formación Profesional, es necesaria la solicitud para obtener el título correspondiente y en este caso deben seguir los siguientes pasos:
- Hacer clic en el siguiente enlace:
Impreso para solicitar el título de Formación Profesional
- Rellenar todos los campos del impreso. El documento tiene varios apartados:
-Obligado al pago. Son los datos generales del alumno: nombre, DNI, domicilio fiscal, tlf.,... (Dejar en
blanco RAZÓN SOCIAL).
-Datos generales. Son los referentes al pago de la tasa. Muy importante tener en cuenta lo siguiente:
- Marcar AUTOLIQUIDACIÓN
- Poner en el cuadro justamente de debajo, según corresponda: SOLICITUD TÍTULO TÉCNICO FP/
TÉCNICO SUPERIOR FP
- Poner la fecha del día en el que se haga como FECHA DE DEVENGO.
- En TOTAL A INGRESAR poner la cantidad que corresponda:
- Tarifa normal: 22,38 € (Técnico), 54,97 € (Técnico Superior).
- Familia Numerosa General: 11,19 € (Técnico), 27,49 € (Técnico Superior).
- Familia Numerosa Especial: 0 €.
- En CÓDIGO TERRITORIAL introducir este número alfanumérico: ED29C4
- En CONCEPTO DE PAGO poner el siguiente número: 0049
- Liquidación anexa. No hay nada que rellenar aquí.
- Responsable solidario. No hay nada que rellenar aquí.
- VALIDAR la operación (margen superior derecho de la pantalla).
- Imprimir el documento (sale por triplicado) e ir a la entidad bancaria para proceder al pago.
- Una vez pagada la tasa en el banco, venir al centro y entregar las dos copias restantes selladas por el
banco, junto con una fotocopia del DNI (además de fotocopia de la tarjeta de F.N., en su caso).