Добрый день. Хочу, чтобы график объема выглядел, как на приложенной картинке.
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Я наивно предположил, что если для объема использовать вид графика свечи, то нужный результат будет достигнут т.к. по сути это свечи, у которых значение минимума совпадает с открытием, а максимум с закрытием. Но при выборе свечей именно для графика объема вообще ничего не отображается, что странно. Вид гистограммы, даже с учетом того, что можно выбрать толщину линии, все таки немного не то. Суть в том, чтобы у свечи цены инструмента и объема была одинаковая ширина. Возможность окраски в разные цвета при росте цены и падении не так важна, хотя это реализовано для гистограммы, можно применить этот же принцип т.к. при использовании обычных свечей для объема они все будут растущими.
Прошу реализовать данную возможность, тем более что все необходимое в программе уже есть, нужно только допилить реализацию.
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Я наивно предположил, что если для объема использовать вид графика свечи, то нужный результат будет достигнут т.к. по сути это свечи, у которых значение минимума совпадает с открытием, а максимум с закрытием. Но при выборе свечей именно для графика объема вообще ничего не отображается, что странно. Вид гистограммы, даже с учетом того, что можно выбрать толщину линии, все таки немного не то. Суть в том, чтобы у свечи цены инструмента и объема была одинаковая ширина. Возможность окраски в разные цвета при росте цены и падении не так важна, хотя это реализовано для гистограммы, можно применить этот же принцип т.к. при использовании обычных свечей для объема они все будут растущими.
Прошу реализовать данную возможность, тем более что все необходимое в программе уже есть, нужно только допилить реализацию.
