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)
Lattice nga drowing
![Pagdrowing ti elemento](data:image/png;base64,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)
Pagdrowing ti elemento
Distansia ti nagbaetan dagiti bertikal a baras 150.4 mm
Paisaad a detalye ti kuadro 1500 mm
Bertikal a detalye ti kuadro 1950 mm
material ti kuadro Dagup 6900 mm
Kaatiddog dagiti bertikal a baras 1950 mm
Material ti baras Dagup 15600 mm
Paisaad nga elemento 54 dagiti banag
Maymaysa nga elemento ti kaatiddog 224.8 mm
Material ti elemento Dagup 12137 mm
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