Becas Externas
Ayudas para estudiantes universitarios/as de las comarcas del Alt Pirineu, el Berguedà, la Garrotxa, la Vall d'Aran, el Ripollès y el Solsonès
El objeto de esta convocatoria es conceder ayudas para la movilidad comarcal a las familias residentes en las comarcas del ámbito del Alt Pirineu, Berguedà, Garrotxa, Vall d'Aran, Ripollès y Solsonès (APA) en las que alguno de sus miembros esté matriculado en una universidad del sistema universitario catalán en el curso académico por el que se solicita la ayuda. La mobilidad se entiende como desplazamiento y alojamiento fuera de la comarca en la que se tiene la residencia familiar.
Las familias susceptibles de ayudas deben residir en una de las siguientes comarcas: Alt Urgell, Alta Ribagorça, Berguedà, Cerdanya, Garrotxa, Pallars Jussà, Pallars Sobirà, Ripollès, Solsonès o Vall d'Aran.
Plazo de inscripción: del 9 de abril al 8 de mayo de 2024
Becas Santander Tecnología / Conecta![](data:image/png;base64,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)
3 becas para los estudiantes de la UVic-UCC para obtener un renting por un año de un ordenador portátil y una ayuda a la conectividad de 350€.
Plazo de inscripción: pendiente de publicación
Becas Santander Equality ![](data:image/png;base64,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)
Mujeres matriculadas al 2º curso de un grado, con buen expediente académico y pocos recursos económicos, que hayan sido beneficiarios de la Beca General del Ministerio el curso 2022-2023.
Plazo de inscripción: del 12 de junio al 5 de octubre de 2023
Becas Santander Ayuda Económica (Progreso) 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)
Tienen como objectivo facilitar el acceso a la educación superior a los estudiantes con los mejores expedientes académicos a nivel estatal de cualquier curso de grado o máster.
Plazo de inscripción: del 30 de abril al 31 de octubre de 2024
Becas Liderazgo Tech GL Santander![](data:image/png;base64,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)
Becas de formación (cursos) para mujeres estudiantes de grados o másters relacionados en materia tecnológica o digital.
Plazo de inscripción: pendiente de publicación.
Beques Santander Habilidades / Evolution Universidades![](data:image/png;base64,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)
Becas de formación -cursos online- que tienen como objetivo aprender las claves para superar con éxito un proceso de selección. Están destinadas a estudiantes de 3º curso o superior de grado y cualquier año de máster que tengan un buen expediente académico.
Plazo de inscripción: pendiente de publicación
Becas del DIPLOCAT
Diplocat cuenta con un programa de becas para realizar estudios de postgrado en el extranjero con el objetivo de formar profesionales especialistas en relaciones internacionales, integración europea o la política euromediterránea, que en el futuro contribuyan a posicionar internacionalmente Cataluña. Van dirigidas a estudiantes de último curso de grado que tengan interés en especializarse en relaciones internacionales y diplomacia o en la política de vecindad de la Unión Europea y, más concretamente, en la política euromediteránea.
Para obtener más información sobre el programa de becas Diplocat, visite aquí
Ayudas Universitat Catalana d'Estiu
Ayudas para la financiación del 75% del importe de la matrícula y del 75% de los gastos de la estancia, a estudiantes del sistema universitario catalán, de edades comprendidas entre 18 y 30 años, que se matriculen para toda la edición en la Universitat Catalana de Verano 2023.
Becas Jaume Casademont
Becas para impulsar proyectos innovadores en diferentes campos de la sociedad y reforzar el compromiso con el territorio.
Premio a la innovación tecnológica en el ámbito educativo catalán enfocado al sector cárnico porcino
Becas Carnet Jove del programa Connecta't
Convocatoria de becas de “Introducción a la Investigación" en el Instituto de Física Interdisciplinar y Sistemas Complejos IFISC (CSIC-UIB) para estudiantes de grado
Becas de colaboración para desarrollar estudios y trabajar en materias del Centro de Estudios Jurídicos y Formación Especializada
Estudiantes de grado, máster o postgrado de las universidades catalanas.
Borsa de estudios del Ayuntamiento de Torelló
1 beca de 2.500€ por la financiación de proyectos de investigación sobre aspectos inéditos en cualquier campo de conocimiento (historia, geografía, política, medio ambiente, economía, lengua, sociología u otros) relacionada con Torelló y su ámbito de influencia.
Plazo de inscripción: del 16 de noviembre al 1 de diciembre de 2023