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<p dir="ltr">This module addresses a documentary representation of Black life in Los Angeles from the 1960s. You are invited to have a closer look at <em>Felicia</em> (1965) – a 12-minute documentary portrait of an African American high school student. Felicia was shot on 16 mm film and conceived as an educational film. The documentary was made by three young filmmakers (Alan Gorg, Bob Dickson and Trevor Greenwood), who were studying at UCLA at the time.</p>
<p dir="ltr">When you have completed this module, you should be able to describe and discuss the documentary representation of a Black teenage girl and her family’s life in the disadvantaged neighborhood of Watts. You will be able to analyze the intricate interconnections between the filmmakers' formal decisions about sound and image and the ethical relationship between the filmmakers and the documented person. In addition, the social and historical references of the film allow you to analyze how documentaries can shape and change our vision of the past and thus further our knowledge of the world we live in.</p>
<p dir="ltr">Estimated time for this module: 60 minutes</p>
<p dir="ltr"></p>
<p><strong><em>Author</em></strong></p>
<p><em><strong><a href="https://www.futurefilm.education/the-team/ulrike-hanstein" target="[object Object]">Ulrike Hanstein</a> </strong>is Professor of Film Studies and dedicated to diversity and equality work at the ifs internationale filmschule köln. For her research on film, video art, and visual cultures she has been awarded grants from DFG, Volkswagen Stiftung, DAAD, Fritz Thyssen Stiftung, and the Getty Research Institute in Los Angeles. Her research interests include experimental film and video practices, feminist art and collaborative artistic strategies, performance art, feminist pedagogies, queer theory, minor cinemas, and the materials and methods of media historiography.</em></p>
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