Николай Зятьков (Все сообщения пользователя)

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Автоматизация процесса добавления lua-скрипта в QUIK и его запуска, Автоматизация процесса добавления lua-скрипта в QUIK и его запуска
 
Добрый день!

Возможно ли работать с QUIK из командной строки Windows?
В частности, интересует автоматизация процесса добавления lua-скрипта в QUIK и его запуска. Возможно ли это?
Максимальный лот по фьючерсному контракту, Как рассчитать максимальный лот на покупку/продажу фьючерсного контракта?
 
Например, на покупку Quik рассчитывает максимальное количество лот как 36, а на продажу при той же самой цене и том же самом инструменте - уже как 47.



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[/img]
Максимальный лот по фьючерсному контракту, Как рассчитать максимальный лот на покупку/продажу фьючерсного контракта?
 
Добрый день. Подскажите, пожалуйста, по какому алгоритму Quik рассчитывает максимально возможное количество лот на покупку и продажу для заданного фьючерсного контракта? Предполагал, что это простое отношение Свободного капитала и ГО инструмента, но вижу, что ещё присутствует какая-то зависимость от цены инструмента.  
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