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Extreme Close Up ("ECU" or "XCU"): The shot is so tight that only a detail of the subject, such as someone's eyes, can be seen. [ 3 ] Lean-In: when the juxtaposition of shots in a sequence, usually in a scene of dialogue, starts with medium or long shots, for example, and ends with close-ups.
Some cameras can focus on subjects so close that they touch the front of the lens. It is difficult to place a light between the camera and a subject that close, making extreme close-up photography impractical. A normal-focal-length macro lens (50 mm on a 35 mm camera) can focus so close that lighting remains difficult.
Then the medium close up is a shot that has the waist to the chest and up. The next closest shot is the close up which has the shoulders and up or maybe a little tighter on the head. Finally, there is the extreme close up shot which has one body part usually. This can be an eye, a hand or anything else.
The photograph is an extreme close-up of a woman's upturned face with glass droplets placed on her cheeks to imitate tears. [s 1] [s 3] The Hague: 3 January 1930 Erich Salomon: The Hague, the Netherlands [s 2] Al Capone Mug Shot: 8 May 1930 Miami Police Department [40] Miami, United States [s 3] See article Behind the Gare Saint-Lazare: 1932 ...
Extreme close-up A shot framed so closely as to show only a portion of the face or of some object. Extreme long shot A shot in which the human figure would be extremely insignificant compared to its surroundings. A panoramic view photographed from a considerable distance and made up essentially of landscape or distant background. Fade in/out
the medium close-up, where more of the shoulder is visible than in the close-up, the close-up, where the shoulder line is visible, the extreme close-up, where the frame stops at the subject's chin and forehead. Three less often used field sizes are: the extreme long shot (used for epic views and panoramas),
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That distance is sometimes given on the filter in millimeters. A +3 close-up lens has a maximal working distance of 0.333 m or 333 mm. The magnification is the focal distance of the objective lens (f) divided by the focal distance of the close-up lens; i.e., the focal distance of the objective lens (in meters) multiplied by the diopter value (D) of the close-up lens: