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ea:introduccion:gobierno:metodologiatrabajo

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METODOLGIA DE TRABAJO

Se realizar reuniones de levantamiento de información con los funcionarios de la CNSC.

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En dichas reuniones se trabajara con modelos de pantallas prediseñadas por el equipo de trabajo de informatica.

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?nolink&}} Generando una realimentación temprana de los prototipos por los funcionarios de la CNSC y permitiendo obtener un diseño que cumpla con las espectativas de los funcionarios y ciudadanos del sistema.

ea/introduccion/gobierno/metodologiatrabajo.1415999639.txt.gz · Última modificación: 2014/11/14 21:13 por varoca