BLOCOS PILAR (ALVENARIA)
Os blocos destinam-se a ser utilizados na execução de paredes de alvenaria interiores ou exteriores.
VANTAGENS:
Maior facilidade de manuseamento.
Excelente resistência Mecânica.
Permite a execução de paredes com resistência estrutural.
Materiais disponíveis
Leca (Argila expandida) |
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) 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) 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