Основы изобразительного искусства. Р. И. Федотова

Основы изобразительного искусства - Р. И. Федотова


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острым, но по сути, это кривая линия – и она не должна сводиться к точке.

      Рис. 4.4

      На рис. 4.5 показано, что получается, когда вы рисуете вазу, имеющую форму цилиндра. Оба её края, и верхний и нижний, представляют из себя эллипсы (часть нижнего не видна), разные по форме. Тот эллипс, который находится дальше от линии горизонта, всегда будет более полным, чем тот, который находится ближе к линии горизонта.

      Конец ознакомительного фрагмента.

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