Издательство на компьютере. Самоучитель. Владимир Молочков

Скачать книгу

предназначенный для перекладывания части типовых операций по работе с изображением на встроенный процессор адаптера. Различаются ускорители графики (graphics accelerators) с поддержкой изображения отрезков, простых фигур, заливки цветом, вывода курсора мыши и т. п. и ускорители анимации (video accelerators) – с поддержкой масштабирования элементов изображения и преобразования цветового пространства. Для компьютерных игр используются ускорители трехмерной графики (3D-accelerators) с поддержкой многослойного изображения, теней и пр.

      8

      Классическая офсетная система установок растрирования имеет следующие углы поворота растра: С — 165°, М — 45°, Y – 0°, К – 105°. Общими для всех систем являются соотношения линиатуры растра и разрешения: 133 lpi – 2286 dpi, 150 lpi – 2540 dpi, 175 lpi – 3810 dpi, 200 lpi – 4486 dpi.

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

Скачать книгу