Задание. Научиться работать с основными фигурами, методами заливки и эффектами Corel Draw.
Алгоритм выполнения:
При помощи инструментов Прямоугольник (Rectangle), Эллипс (Ellipse), Полигон (Polygon), Спираль (Spiral) и Миллиметровка (Graph Paper) создать простые фигуры и расположить их в документе как показано на рисунке 10.
Рис. 10. Начальное расположение фигур на листе
При помощи рабочего инструмента Заливка (Fill) вызвать диалоговое окно Заливка юниформ (Fill Color Dialog). Закрасить первый объект выбранным цветом;
При помощи докера Стили цвета (Color Styles) создать свой собственный стиль, выбрав любой цвет из диапазона и задав цветовую модель (CMYK, RGB или HSB), сохранить его и закрасить данным цветовым стилем второй объект, щелкнув дважды по созданному стилю.
Осуществить заливку шаблоном третьей фигуры, используя инструмент Интерактивная заливка (Interactive Fill) и выбрав в панели инструментов способ заливки Палитра битмапа.
Осуществить градиентную заливку четвертой фигуры, используя инструмент Заливка (Fill) и выбрав способ заливки Фонтанная заливка (Fountain Fill). Выбрать тип градиентной заливки (linear – линейная, radial – радиальная, conical – коническая, square – квадратная).
Произвести заливку текстурой шестой фигуры при помощи инструмента Интерактивная заливка (Interactive Fill), выбрав в панели инструментов способ заливки Текстурная заливка.
При помощи инструментов создания автофигур Базовые формы (Basic Shapes), Формы стрелки (Arrow Shapes), Формы блок-схемы (Flowchart Shapes), Формы звезд (Banner Shapes), Формы вызова (Callout Shapes) создайте пять рядов автофигур в нижней части листа (рисунок 11).
Рис. 11. Расположение автофигур на листе
Для каждого из рядов примените соответственно пять видов заливки: равномерную заливку, заливку шаблоном, градиентную заливку, заливку текстурой и заливку узором PostScript.
Для нарисованных фигур применить все виды эффектов:
Наложить эффект перехода на фигуры Прямоугольник (Rectangle) и Эллипс (Ellipse) следующим образом:
Рис. 12. Эффект перехода между фигурами
Наложить эффект контура на третью фигуру (фигура Полигон):
Рис. 13. Эффект контура для фигуры Polygon
Наложить эффекты искажения на четвертую фигуру в виде звезды:
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) 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)
Рис. 14. Эффекты искажения для фигуры
Наложить эффект интерактивной оболочки на фигуру в виде спирали (фигура Спираль):
Рис. 15. Эффект интерактивной оболочки для фигуры Spiral
Наложить эффект выдавливания на последнюю фигуру в виде шахматных клеток для придания объемного вида. Добавить эффекты перспективы и тени для придания изображению свойств композиции:
Рис. 16. Эффекты перспективы и тени для объекта
Используйте эффект PowerClip для помещения звезды внутрь изображения спирали:
Рис. 17. Эффект PowerClip для фигур звезда и спираль
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