![Lateral e vista frontal](data:image/png;base64,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)
Lateral e vista frontal
![Dimensións do tellado e da parede lateral](data:image/png;base64,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)
Dimensións do tellado e da parede lateral
Invernadoiros área: 11.25 m2
O volume de invernadoiro: 22.86 m3
Perímetro: 14 m
A área de tellado: 17.67 m2
Área das paredes laterais: 9.45 m2 (2 x 4.725)
Fachadas Área: 10.16 m2 (2 x 5.08)
A área total da vidraça: 37.28 m2
Lonxitude de arcos: 6027 milímetro (6 pezas)
A lonxitude total dos materiais de cadros: 77.96 m
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