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PCI Barraseal FC

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PCI Barraseal FC
PCI BARRASEAL FC
PCI BARRASEAL FC
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Descriptif :

Enduit d'imperméabilisation extérieure pour maçonneries enterrées et bétons de soubassement

Infos techniques :

Matériau à base de liants hydrauliques, de sable de silice pur, parfaitement calibré et d’adjuvants spécifiques.

Couleur : gris

Consommation : 1.70kg de poudre/m2/mm d'épaisseur
Dosage : 5.60L d'eau par sac de 25kg

Domaine d'application :

• Imperméabilisation de la face externe des murs enterrés en maçonnerie.
• Imperméabilisation et protection des ouvrages en béton.

Les plus produits :

• Application rapide et facile
• Excellent pouvoir d'accrochage
• Très bonne résistance à la pression d'eau
• Economique et écologique
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Désignation Réf. Four Code Vente UV Prix HT
SAC 25KG GRIS 50334889 3831633 PCE N/C
Pour toute demande de devis, merci de contacter l'agence souhaitée.