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