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Correspondance Versailles / Medellin

21mars

 

La classe de 4°B du collège R.Poincaré correspond en espagnol avec les élèves du centre éducatif « La Cruz » à Medellín, en Colombie.

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Les origines de la fête nationale espagnole

9novembre

El origen del doce de octubre:

Es el día en el que Cristobal Colón descubrió América pensando llegar a India. LLegó a la isla de Guanahani en las Bahamas (América) el doce de octubre de 1492. 

Los españoles viajaron hacia el oeste con tres caravelas (La Niña, la Pinta y la Santa María) gracias a la ayuda de la Reina española Isabel la Católica. En homenaje a Colón, un país se llama hoy Colombia.

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Nino Rota par Richard Galliano

30janvier
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La playlist pour l'EPI des 3°

17janvier

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Les Quatre Saisons de la 4°D

17mars

Les élèves de Mme Guerouard vous présentent leurs productions poétiques sur le thème des quatre saisons. poeme_4ed_2016.pdf

https://pixabay.com/static/uploads/photo/2013/07/13/11/45/seasons-158601__180.png

Joli travail! Bravo pour votre créativité.