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<p>Thank you for joining us in the Diversity in Film and Media MOOC!<br /><br />We are a group of interdisciplinary people involved in film, media & arts education from the ifs Internationale Filmschule (Cologne, Germany), Moholy-Nagy University of Art and Design (Budapest, Hungary) and Universidade Lusófona (Lisbon, Portugal). Together we have been working on this MOOC as part of "future.film.education", a project co-funded by the Erasmus+ Programme of the European Union within the call for “Cooperation for innovation and the exchange of good practices - Partnerships for Digital Education Readiness”.</p>
<p><br />Meet our team and find out more about the project here: <a href="https://www.futurefilm.education/" target="_blank">https://www.futurefilm.education/</a><br /><br />This MOOC is aimed at introducing diversity thinking in film and media to students, staff and lecturers from our schools and beyond.<br /><br />In this module you will:</p>
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<li>Get a general idea of the learning objectives of the whole MOOC</li>
<li>Start reflecting on and questioning your own position in the subject of diversity</li>
<li>Find a starting point to understand why diversity is important</li>
<li>Receive access to tools and materials that can support you throughout the MOOC</li>
</ul>
<p>We estimate you will need between 60 and 120 minutes for most of the modules. In total we have calculated 25 hours for the completion of all modules. This is to encourage schools to consider this MOOC for the equivalent of 1 ECTS point in accordance with the Bologna Education Reform. For more information on this, ask your programm head if this applies to you.</p>
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