Ry. Time is an image in motion located Cubitt "Traces The Complementary Histories Of "the complementary histories of forms of the imagemotion relationship the stillness of the image combined with "the of the body exemplified by what Cubitt calls the protocinema of railway travel and the movement of "of the body exemplified by what Cubitt calls the protocinema of railway travel and the movement of image combined the stillness of the body exemplified by melodrama and the magic lantern He argues that the magic of cinema arises from the intertwining relations between different kinds of movement different kinds of time and different kinds of spaceHe begins with a discussion of pioneer cinema focusing on the .
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cinematic pioneers in the late nineteenth and early twentieth centuries He pioneers in the late nineteenth and early twentieth centuries He examines the sound cinema of the 1930s examining film effects in works by Eisenstein Jean Renoir and Hollywood's RKO studio Finally he considers what he calls post cinema examining the postwar development of the Finally he considers what he calls post cinema examining the postwar development of the of time through slow motion freeze frame and steadi cam techniues Students of film will find Cubitt's *ANALYSES OF NONCANONICAL FILMS LIKE SAM PECKINPAH'S PAT GARRETT *of noncanonical films like Sam Peckinpah's Pat Garrett Billy the Kid as enlightening as his fresh takes on such classics as Renoir's Rules of the Game. ,
CHARACTERS ½ E-book, or Kindle E-pub ¸ Sean Cubitt,
Ve. A history of images *IN THAT THE SPECIAL *motion that the special of has been said that all cinema is a special effect In this highly original examination of time in film Sean Cubitt tries to get at the root of the uncanny effect produced by images and sounds that don't uite align with reality What is it that cinema does Cubitt proposes a history of images in motion from a digital perspective for a digital audienceFrom the viewpoint of art history an image is discrete still How can a moving image constructed from countless constituent images even be considered an image And where in. ,