Course Solutions Uncategorized (Answered):Understanding And Breaking Down The Concept Of Films And Narratives . . . .

(Answered):Understanding And Breaking Down The Concept Of Films And Narratives . . . .

Question Description

I need a full detailed summary of the films and books listed below. Each film should be 3 pages double spaced. Each should consists of either the summary the plot, retail the story, explain the reasoning for the making of the film, who was the maker of the film and their importance, the details in the film (certain shots, color scheme, location, etc). Each films does not have to consist of ALL of these but it should be well thought out. The following films are:

*Bamako

*Ernst Harsch, Thomas Sankara: An African revolutionary, Ohio University Press

*African Religions, Oxford University Press.

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" alt="HQWohuusEqwAAAABJRU5ErkJggg=="/></p> Expert Answer Answer to