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El cálculo del impuesto diferido es uno de los pasos fundamentales en el cierre contable y fiscal.
En 2020, se deben tener en cuenta las siguientes recomendaciones al momento de determinar cuáles partidas generan impuesto diferido por ser diferencias temporarias y cuáles no.
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AQUÍ
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||||