mpl_toolkits.axisartist.angle_helper.LocatorDMS
- classmpl_toolkits.axisartist.angle_helper.LocatorDMS(nbins, include_last=True)[source]
-
Bases:
LocatorBase- __call__(v1, v2)[source]
-
Вызов self как функции.
Примеры использования mpl_toolkits.axisartist.angle_helper.LocatorDMS
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
Демонстрация криволинейной сетки
Демонстрация криволинейной сетки
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