Цикл свойств управляет такими стилями свойств, как цвет, маркер и стиль линии будущих команд построения графиков. Свойства стиля уже добавленных на оси данных не изменяются.
Форма 2 создаёт Cycler, который циклически перебирает одно или несколько свойств одновременно, и устанавливает его как цикл свойств осей. Если задано несколько свойств, списки их значений должны иметь одинаковую длину. Это всего лишь сокращение для явного создания цикла и передачи его в функцию, т.е. это сокращение для set_prop_cycle(cycler(label=values label2=values2, ...)).
Форма 3 создаёт Cycler для одного свойства и устанавливает его как цикл свойств осей. Эта форма существует для совместимости с первоначальным интерфейсом cycler.cycler. Её использование не рекомендуется по сравнению с формой с ключевыми словами, т.е. set_prop_cycle(label=values).
Параметры:
cyclerCycler
Установить заданный Cycler. None сбрасывает значения до цикла, определенного текущим стилем.
labelstr
Ключ свойства. Должен быть допустимым свойством Artist. Например, 'color' или 'linestyle'. Разрешены псевдонимы, такие как 'c' для 'color' и 'lw' для 'linewidth'.
valuesiterable
Конечная итерируемая последовательность значений свойства. Эти значения проверяются и в случае некорректности вызовут ValueError.
Примеры использования matplotlib.axes.Axes.set_prop_cycle
<img alt="Бакалавриат по гендеру" 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
<img alt="Стиль с помощью цикла" src="data:image/png;base64,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