Bonjour,
j'ai sur ma parcelle (lotissement neuf), un tampon avec support carré et couvercle intérieur rond de ce 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[/img]
et un deuxième avec un support rond et couvercle rond 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[/img].
Je voulais savoir si il y avait une norme ou regle pour savoir a quoi correspond chaque tampon : eaux usees et eaux pluviales ?
Mes voisins se contredisent quant aux raccordement des EU et EP et la mairie n'en sait pas plus et chez Veolia difficile
d'avoir quelqu'un qui sache reponde (un comble , non ?)
NOTE : lorsque j'ouvre le regard avec couvercle carré, j'entend un bruit d'ecoulement d'eau assez fort et celui avec le couvercle rond pas un bruit, mais pas de difference d'odeur entre les deux tampons
.
On m'a dit qu'il y avait une sorte de petit bassin de retention enterré au bout de la rue, le bruit d'eau que j'entend ne viendrait-il pas de la ? (meme si il ne pleuvait pas quand j'ai ecouté).
Merci pour vos eclaircissements.