Surélévation d'une longere 44

Bonjour,

nous avons le projet d 'acheter une longère dans le 44, mais nous aimerions avoir une idée des prix  pour la surélévation d'une longere de 100m² au sol.
le projet consiste à la dépose de la toiture, mise en place d'une nouvelle charpente, avec couverture, création de 4  chiens assis et d'une avancé côté nord.
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[/img][img]data:image/jpeg;base64,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