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)
Capacidad de dibujo
Resultados del cálculo
Capacidad del tanque 5.76 m3 o 5760 litros
Cantidad de líquido 3.6 m3 o 3600 litros
Volumen libre 2.16 m3 o 2160 litros
Cuadrado inferior 3.6 m2
Área superficial lateral 12.16 m2
Capacidad de área total 19.36 m2
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