Las TIC (Tecnologías de Información y Comunicación) Desde una perspectiva Social y la Apropiació...

Get Started. It's Free
or sign up with your email address
Las TIC (Tecnologías de Información y Comunicación) Desde una perspectiva Social y la Apropiación de la tic Amenazas y Riesgos by Mind Map: Las TIC (Tecnologías de Información y Comunicación)  Desde una perspectiva Social y la Apropiación de la tic Amenazas y Riesgos

1. Potenciar resultados positivos

2. Tomar en cuenta las diferentes voces de la comunidad.

3. Cultivar la diversidad y fomentar la inclusión respetando las diferencias culturales, entre otros.

4. Fomentar el trabajo colaborativo para sacar provecho de los recursos disponibles

5. estilo de trabajo

6. data:image/jpeg;base64,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

7. perspectiva de genero

8. Ha conseguido cambios significativos en la sociedad

9. ESTRATEGIAS • Trabajar en diferentes niveles; en el local, nacional e internacional

10. Propiciar condiciones favorables en el entorno social

11. VALORES

12. Potenciar resultados positivos

13. Se necesitan para la gestión y transformación de la información

14. Deben aprovecharse para el desarrollo integral de una comunidad

15. Las TIC son neutras ni positivas ni negativas

16. Crean, modifican, almacenan y protegen

17. Acceso equitativo

18. Algunos de los elementos centrales de la visión social de las TIC serían: • Ir más allá de la conectividad. • Propiciar condiciones favorables en el entorno social. • Minimizar las amenazas y riesgos. • Potenciar resultados positivos.