Отображать уровень позиции с учетом комиссии

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Отображать уровень позиции с учетом комиссии
 
Предложение такое.
В окне "редактирование настроек графика" есть вкладка уровни, где можно включить отображение уровня позиции.
Предлагаю добавить опцию "отображать с учетом комиссии". И поле где пользователь может ввести процент комиссии брокера который ему известен.

Нужно это, чтобы случайно не продать акцию себе в убыток.
Приблизительно выглядеть это должно вот так:

[img]data:image/png;base64,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[/img]


При включенной опции на графике уровень позиции + % комиссия брокера думаю следует отображать сплошной линией, а уровень позиции без комиссии пунктиром.

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[/img]
 
Странно... Добавленые в текст изображения почему-то отображаются не корректно...
 
Eugene777, Здравствуйте!  

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Eugene777,  добрый день.
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