HORCA NORMALIZADA PLEGABLE PAU
3 Modelos:
Modelo 1: Ángulo Recto.
Modelo 2: Ángulo 30º.
Modelo 3: Ángulo 45º.
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) 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Posibilidad de montaje en diferentes inclinaciones no impidiendo el montaje de los encofrados.
Tubo de 60x60x3
Altura: 8 mts (En dos piezas de 4 m.)
También disponibles en tramos de 3m.