SM estará el próximo miércoles 19 de octubre en
SIMO Educación presentando sus dos grandes iniciativas digitales de alto impacto en las escuelas de España. El objetivo de SM es acompañar a los centros en el proceso de transformación en que están inmersos en el que la tecnología juega un importante papel.
La tecnología por sí misma no genera cambios significativos, pero a través de una buena reflexión pedagógica se revela como una palanca imprescindible para hacer posible este proceso de transformación.
Con sus 80 años de experiencia y con presencia en 9 países de Iberoamérica, SM es un referente educativo por su profunda vocación cultural y su compromiso con la educación, sustentado en tres pilares: conocimiento del aula, innovación y formación integral del alumno.
Estas son sus dos grandes iniciativas digitales:
SAVIA DIGITAL, un entorno de trabajo personal
Según Augusto Ibáñez Pérez, director corporativo de educación de SM: “La escuela actual demanda una combinación equilibrada de enseñanza personalizada, centrada en el alumno, con trabajo cooperativo y en red. Las TIC pueden ayudar a lograr esta combinación porque son la base que permite extender el radio de acción del docente y atender necesidades que antes eran inabordables”.
Savia Digital afronta este reto a través de un entorno de trabajo personal que facilita la adaptación de la enseñanza a las características de cada alumno, permite ajustar al máximo los apoyos individuales y posibilita la atención a grupos específicos de alumnos. Esta propuesta forma parte del Proyecto Savia, una iniciativa global para todas las etapas educativas. El proyecto integra la tecnología desde la pedagogía para formar criterios y valores en los alumnos, imprescindibles para que sepan actuar de forma ética, responsable y solidaria en un mundo tan complejo.
Actualmente, Savia Digital cuenta con más de 66.000 docentes que lo han integrado en su día a día, y ha conseguido desde su creación más de 380.000 usuarios únicos.
EDUCAMOS, un ecosistema educativo integral
La escuela es un gran espacio relacional, con infinidad de interacciones que rebasan los muros del colegio. Muchas de estas interacciones están, en la práctica, mediadas por la tecnología —procesos de secretaría, calificaciones, contabilidad…— y otras son susceptibles de estarlo. Las tecnologías de la información y la comunicación (TIC) ofrecen, en este sentido, un enorme potencial de transformación del colegio.
Educamos pone la tecnología al servicio de todos los procesos que tienen lugar en un colegio, ligados a la gestión, a las necesidades de comunicación e interrelación de las personas que conviven en la institución y a la mejora de la enseñanza y el aprendizaje, en la búsqueda de la excelencia educativa. Y todo dentro de una estructura de ecosistema, que articula estos procesos de forma invisible, y que integra a todos los agentes educativos de una manera eficiente y sencilla.
El modelo de aprendizaje de Educamos es una respuesta innovadora que pone la tecnología al servicio del aprendizaje, con contenidos exclusivamente digitales, adaptados curricularmente a las exigencias de cada nivel educativo y cada materia, encaminados a transformar la dinámica del aula y pensados para colegios con modelo 1:1 (un dispositivo para cada alumno). Implantado en más de 1.200 centros y con más de 2.000.000 de usuarios, Educamos se ha consolidado como un referente en el sector educativo.
Más información en www.educamos.com
Participación de SM en SIMO 2016
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SM ha preparado en los estands H23 y G24 un espacio experiencial en el que se impartirán sesiones prácticas durante los tres días. Además, se invitará a participar en "El reto de SM: ¿Sabes más que un alumno de Secundaria?”: a través de 5 preguntas los participantes pondrán a prueba sus conocimientos en las materias principales de 2º de la ESO. Quien responda mejor y en menos tiempo podrá conseguir una tablet. Durante toda la feria, un equipo de expertos digitales de SM atenderá personalmente a todos los interesados en conocer mejor Savia Digital y Educamos.
Talleres y experiencias prácticas de SM
Están previstos estos dos talleres en la sala Infantil y Primaria II de SIMO Educación:
“Innovación tecnológica o pedagógica. ¿Por qué elegir?”. Jueves 20 de octubre a las 11.30 h
Impartido por Víctor Vitoria, profesor de Secundaria e impulsor de procesos de transformación digital.
Este docente del colegio SUMMA Aldapeta expone su experiencia con la que se demuestra que la tecnología y pedagogía pueden ir de la mano. Profundizaremos en los procesos de innovación en la escuela basados en un ecosistema educativo integral. Una respuesta innovadora que pone la tecnología al servicio del aprendizaje.
“Savia Digital: Conectando experiencias de aprendizaje en el aula”. Jueves 20 de octubre a las 16.30 h
Impartido por Raúl García Vázquez, asesor pedagógico TIC de SM.
¿Es complicado enseñar a través de contenidos digitales?, ¿mejoran de verdad las expectativas de rendimiento académico?, ¿se puede ofrecer a los alumnos un camino de aprendizaje personal? En definitiva: ¿qué sucede en el interior de un aula Savia Digital?
El taller es una aproximación a la realidad de trabajo en un aula con contenidos curriculares digitales. Se descubrirán la estructura de materiales, propuestas pedagógicas de uso y su instrumentación, con ejemplos accesibles para todos los docentes. Asimismo, se valorará la usabilidad de los escenarios digitales Savia y la forma de atender la diversidad del aula, el trabajo colaborativo y otras tendencias de innovación educativa.
Programa completo:
![](data:image/png;base64,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)