Список проголосовавших за комментарий "realuse algo, Если смотреть как нефиксированная просадка к начальному депозиту то да, но тут как всегда есть нюансы, например когда мы скинули все кроме 1х контракта а цена пошла вниз и этот один контракт у нас закрывается по стопу то от длинной позиции просадка отображается большая, а по факту когда позиция полностью закрывается ситуация иная, как на скриншоте ниже — зеленая и фиолетовая линия.<br/> Ну и можно сигналы на вход подбирать и количество шагов цены на свой вкус.<br/> <img src="http://data:image/png;base64,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"/>"