Géographie: quelle EDC sur un aménagement urbain en région PACA ?

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]data:image/jpeg;base64,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[/url]



Hum... raté ^^' 

:lol:  merci pour les docs
C'est Géoportail pour la carte ign ! T'as aussi les photos satellites sur géoportail.



Pour ton exo, je gagnerais du temps en parlant moins d'Euroméditerranée 2, je trouve les questions un peu dures alors que ce n'est qu'un projet, au pire retenir que le projet a une extension prévue.
Après je viens de revoir le schéma, "réduire les inégalités sociales" c'est un peu incomplet pour moi. Il s'agit plutôt de créer des emplois (tourisme et bureaux) et de faire venir les riches et les classes moyennes dans ces quartiers.  Le h99 , c'est prévu pour être du grand luxe, j'ai donné les prix plus haut.

edit : et pour la question "pourquoi l'année 2013 est-elle importante ?" , je pensais que tu attendais , Marseille est capitale européenne de la culture comme réponse.

Aussi ^^


Edit : j'ai fait les modifs et rajouter une bulle à mon schéma. Merci

Si tu penses à d'autres idées, fais signe. ^^

Sinon, j'ai trouvé 2 autres cartes de l'étalement urbain à Marseille via google image.

Et attention, pour les stats sur les revenus c'est par foyer pas par habitant.

Le boulet...  j'ai pourtant cru lire par habitant quelque part....  -_-'


Edit : sur la carte, c'est bien par habitant et non par foyer...

https://www.dropbox.com/s/kmob1oh75errdvo/constrastes_socio-spatiaux_a_Marseille_ws50064551.jpg

Hérodoute a écrit:Le boulet...  j'ai pourtant cru lire par habitant quelque part....  -_-'


Edit : sur la carte, c'est bien par habitant et non par foyer...

https://www.dropbox.com/s/kmob1oh75errdvo/constrastes_socio-spatiaux_a_Marseille_ws50064551.jpg

Ah oui, je n'avais pas vu  . Mais c'est étrange car il est indiquée que la source c'est l'INSEE et l'INSEE donne le revenu moyen par foyer fiscal.
pour le 2e arrondissement de Marseille par exemple.
Les chiffres pour Lyon, Paris et Lille, je les ai pris dans l'Atlande sur la France en villes ( et c'est par foyer fiscal).