Below you find some videos with me in it.
How I start my (online) undergraduate lectures – GET MOTIVATED TO STUDY
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)
Lecture promo Digital Business Strategy (Master/Postgraduate) 2020
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)
Asynchronous lecture vlog on Digital Layered Architecture Model
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)
End of term video to keep students excited to prepare for their exam
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)
Full lecture Managing Strategy in the Digital Era (Bachelor/Undergraduate) 2019
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)