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)
El objetivo del curso es mostrar los diferentes motivos por los que el desarrollo sostenible de las empresas es un factor importante para incorporar en la estrategia empresarial.
Adicionalmente, durante el curso se van a presentar casos reales y diferentes herramientas para poder medir y mejorar las aportaciones de la empresa en términos medioambientales, sociales y de gobernanza.
- Sostenibilidad, ¿cambio transversal y permanente del modelo de negocio?
- Cumplimiento normativo en materia de sostenibilidad
- Incentivos empresariales para invertir en la sostenibilidad
- Actuar ahora permitirá una mejor adaptación ante futuras regulaciones
- Impacto en la inversión
- Metodología SDG Compass
- Acciones en pequeñas empresas para la integración estratégica y transversal de la sostenibilidad
- Nuevos modelos de negocio sostenibles