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<p>Welcome to the module “Gender Imbalance in Filmmaking”. In this introduction module, we discuss the imbalance of professions in filmmaking in a gender context. Explore with us the phenomenon of gender imbalance in three appearances:</p>
<p style="padding-left: 60px;">1. Gender imbalance in making films (30 minutes)</p>
<p style="padding-left: 60px;">2. Gender imbalance in wages in films (30 minutes)</p>
<p style="padding-left: 60px;">3. Gender imbalance in acting in films (30 minutes)</p>
<p>After completing this module, you should be able to:</p>
<ul>
<ul>
<ul>
<li>Understand how social, cultural and political changes in thinking about gender have affected the workplace of the film industry.</li>
<li>Know about the phenomenon of gender pay gap.</li>
<li>Outline recommendations for a strategy for inclusive practices in your work or study environment in order to achieve gender balance.</li>
</ul>
</ul>
</ul>
<p><strong>Author:</strong></p>
<p><em><strong><a href="https://www.futurefilm.education/the-team/eva-maria-baecker" target="_blank">Dr. Eva Maria Bäcker</a> </strong>is passionate about virtual learning. Her mission is to promote intercultural and sustainable ways of online education. Eva studied sociology, psychology and ethnology in Munich before becoming a certified e-facilitator and intercultural trainer. Her focus lies on qualitative research methods and education & science management. </em></p>
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