Bonjour à tous,
Je sollicite votre aide pour m'aider dans l'implantation de notre salle de bain, dont voici les côtes ci-dessous. Nous désirons une
douche à l'italienne de de 90X120 (possible car nous sommes au dessus du garage), une simple vasque mais grande (équivalente de deux collées), et une
baignoire que nous mettrons par la suite pour les futurs enfants.
La difficulté réside dans la mansarde et la
fenêtre que nous avons souhaité sur pignon.
La cote de 378 représente la mansarde à 1m80. A gauche c'est la fenêtre (100x115) et à droite la porte.
A vos créations!
Merci beaucoup pour votre aide
[img]data:image/png;base64,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[/img]