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" 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<p dir="ltr">In this module you will learn:</p>
<ul>
<ul>
<ul>
<li>Why the term “queer” is hard to define and how it is commonly understood in the context of filmmaking</li>
<li>By what parameters queer cinema/queer filmmaking can be defined</li>
<li>Who some of the paragons of queer cinema are</li>
</ul>
</ul>
</ul>
<p>Estimated time for this module: 60 minutes</p>
<p><strong>Authors:</strong></p>
<p><strong><em><a href="https://www.futurefilm.education/the-team/nils-bothmann" target="_blank">Dr. Nils Bothmann</a></em></strong> <em>studied English, history and theatre, film & TV studies at the University of Cologne and has a PhD in English. His dissertation was published as</em> Action, Detection and Shane Black. Antiessentialist Genre Theory and Its Application<em> in 2018. His research interests include genre theory, action movies, gender and crime fiction. He is currently the third-party funding acquisition officer at the ifs Internationale Filmschule Köln and part of the research group on gender and diversity.</em></p>
<p><strong><a href="https://www.futurefilm.education/the-team/bjoern-sonnenberg-schrank" target="_blank"><em>Dr. Björn Sonnenberg-Schrank</em></a> </strong><em>teaches at the Media & Cultural Studies Department of the Heinrich Heine University Düsseldorf. His research covers American literature and history, gender and diversity studies, sub-, mass- and popular cultures and the representational politics of teen films.</em></p>
<p></p>
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