matplotlib.artist.Artist.set_visible
- Artist.set_visible(b)[source]
-
Установите видимость объекта.
- Параметры:
-
- bbool
Примеры использования matplotlib.artist.Artist.set_visible
Создание временной шкалы с линиями, датами и текстом
Создание временной шкалы с линиями, датами и текстом
<img alt="Вложенные GridSpecs" src="data:image/png;base64,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
Вложенные GridSpecs
<img alt="Руководство по Tight Layout" src="data:image/png;base64,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</div>
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