Posición del programa educativo (PE) de Licenciatura en Contaduría Pública en relación a los PE de Contaduría participantes en el Rankin 2018-2023
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)
Puntaje de la Evaluación de Académicos al PE "Contaduría Pública" 2018-2023
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Fuente: https://public.tableau.com/shared/7YR744XXC