matplotlib.axis.XAxis.tick_bottom
- XAxis.tick_bottom()[source]
-
Переместить деления и надписи делений (если они присутствуют) в нижнюю часть оси.
Примеры использования matplotlib.axis.XAxis.tick_bottom
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