![](data:image/jpeg;base64,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)
Vuelve este año la carrera nocturna. Se celebrará el viernes 6 de mayo. Tienes toda la información en el pdf.
Si tienes 16 años o menos te puedes apuntar con el instituto. Si tienes más debes hacerlo directamente en la página de la universidad.
Último día para inscribirse y hacer el pago de 3 € es el día 2 de mayo en el enlace que pone en el documento adjunto.
Si tienes dudas pregunta a tu profesor de Educación Física.