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<idAbs>Nivel sonoro continuo equivalente ponderado Nocturno de la ciudad de Ibagué, es el nivel en dBA de un ruido constante hipotético correspondiente a la misma cantidad de energía acústica que el ruido real considerado, en un punto determinado durante un período de tiempo T</idAbs>
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<idPurp>Nivel sonoro continuo equivalente ponderado Nocturno de la ciudad de Ibagué</idPurp>
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</Data>
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