Avui fem públic el nom dels alumnes que ens representaran com a Institut durant el Barcelona Pensa, però abans de passar a identificar-los vull transmetre la meva
satisfacció per totes i cadascuna de les vostres
fotofilosofies. Enhorabona a tots, heu estat una promoció realment exemplar, tant per
la quantitat com per la qualitat, tots mereixeu un reconeixement públic,
per això a cadascú de vosaltres, representats des del número 1 fins al
60, us dono l'enhorabona per dedicar una part del vostre temps a fusionar pensament i art,
![Resultat d'imatges de molt bé](data:image/jpeg;base64,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)
, gràcies!!!
Les fotofilo seleccionades han estat:
Amb 17 punts tant el post número 7 com el 10, han estat els més votats donada la seva absoluta conjunció de creativitat i pensament!!!
Amb 15 punts el post número 15, i els posts 37, 19 i 1 empatats amb 8 punts.
Els seus autors han estat:
Post 7: Joel
Díez Quijorna
Post 10: Mar
Sabatés Lorenzo
Post 15:
Ana María Carrizosa Portillo.
Post 1: Marta
Saiz Moreno
Post 19:
MªÀngeles Gómez
Matute
Post 37: Sara Martínez Coll
El
següent pas serà recollir el vostre guardó a la Facultat de Filosofia -UB-,
acte al qual esteu tots convidats, companys, familiar i amics.
Recordeu:
dimecres
![Resultat d'imatges de 18 novembre](data:image/jpeg;base64,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)
a les 17.00 a l'aula magna de la facultat ( si necessiteu
Ubicació Facultat de Filosofia (UB) ). Allà ens trobarem per a celebrar-ho!!