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Tutorial GBrainy
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Juegos lógicos para entrenamiento mental.
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Descargar: Tutorial GBrainy
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)
Todos los tutoriales disponibles en esta sección fueron realizados por los equipos de trabajo de la Gerencia Operativa de Incorporación de Tecnologías. Cada uno de ellos es una guía que posibilita una aproximación a las aplicaciones. Los usuarios harán su propio recorrido y los adaptarán según sus necesidades. Invitamos a la toda comunidad, y en especial a los docentes, a compartir sus aportes para enriquecerlos con su propia experiencia, sus dudas y consejos para otros usuarios. Para enviar su comentario, aporte o sugerencia, seleccionar “Deje su comentario”, disponible al final de cada recurso. De esta manera, esperamos promover la producción colaborativa de recursos pedagógicos.
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Alumnos, Comunidad, Docentes |
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Primario Artes - Música,Artes - Plástica,Artes - Teatro,Bibliotecas Escolares,Ciencias Naturales,Ciencias Sociales,Conocimiento del mundo,Danza,Educación Digital,Educación física,Educación Sexual,Educación tecnológica,Formación Ética Y Ciudadana,Juego,Lenguas Extranjeras: Alemán,Lenguas Extranjeras: Francés,Lenguas Extranjeras: Inglés,Lenguas Extranjeras: Italiano,Lenguas Extranjeras: Portugués,Matemática,Medios audiovisuales,Otros,Prácticas del lenguaje |
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