martes, 5 de febrero de 2013

 LAS COMPUTADORAS HIDRICAS: SON LAS QUE REUNEN LAS CARACTERIZTICAS DE UNA COMPUTADORA ANALOGICAS Y DIGITALES:
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ESTE 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