Llave de paso recto 3/4” con indice de agua fría (índice azul)

Características Técnicas:

Acabado cromado.
Tipo de grifería: Bimando
Tipo de instalación: Empotrada
Codo de salida de 3/4"

Medidas:

<img class="image_resized" 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

Set soportes angulares + tornillos (4u)

Set soportes angulares + tornillos (4u)