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<idAbs>Nivel sonoro continuo equivalente ponderado Diurno y 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 Diurno y Nocturno de la ciudad de Ibagué</idPurp>
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</Data>
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