RAPPEL
Une nouvelle manifestation scientifique dans le cadre du 50e anniversaire du traité de l’Elysée:
Le Traité de l’Elysée![](data:image/png;base64,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)
Le socle d’une coopération exemplaire
50 ans après
27 et 28 juin 2013
Faculté de droit, 3 avenue Pasteur, Rouen
Ce colloque interdisciplinaire en deux temps (à Rouen en juin et à Hanovre en novembre) a pour objet de fêter les cinquante ans du Traité de l’Elysée, « socle politique, juridique et symbolique d’une coopération exemplaire ».
Interviendront des spécialistes de différentes disciplines (sciences politiques, histoire, civilisation, philosophie, économie, droit) – notamment Alfred Grosser, Heinz Wismann et David Capitant -, des élus français et allemands, des responsables administratifs, des étudiants ayant suivi un cursus franco-allemand (Erasmus ou Erasmus Mundus, UFA) et des élèves de classes AbiBac.
L’exposition du CIDAL relative aux « relations franco-allemandes – Une amitié féconde au service de l’Europe », sera visible dans le hall de la Faculté de droit de Rouen du 1er au 28 juin, et un vernissage de clôture aura lieu le 28 juin en fin de journée, en présence de tous les acteurs locaux de la coopération entre la Normandie et la Basse-Saxe.
Enfin, en juin comme en novembre, des concerts de mélodies et de Lieder seront proposés, par les étudiants français et allemands du Conservatoire de Rouen et par les étudiants et les enseignants des Universités de Rouen et de Hanovre.
Colloque organisé sous le haut-patronage du Ministère des Affaires Étrangères