ted (Автор тем)

Выбрать дату в календареВыбрать дату в календаре

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Пропали ценовые колонки в таблице текущих торгов, Пропали ценовые колонки в таблице текущих торгов. В доступных параметрах их тоже нет - добавить нельзя. Брокер виноват?
 
Пропали ценовые колонки в таблице текущих торгов. В доступных параметрах их тоже нет - добавить нельзя. Брокер виноват?
Связанная заявка, Можно ли в Web quik выставить заявку, связанную с другой заявкой по другому инструменту по типу One cancels another)? Например - выставлена заявка на продажу по Si c ценой выше текущей, выставляется заявка по Ri на покупку с ценой ниже текущей, при испол
 
Можно ли в Web quik выставить заявку, связанную с другой заявкой по другому инструменту по типу One cancels another)? Например -  выставлена заявка на продажу по Si c ценой выше текущей, выставляется заявка по Ri на покупку с ценой ниже текущей, при исполнении одной из заявок, вторая тут же снимается.
Добавить отображение сделок треугольниками более чем за 1 день
 
Добавить отображение сделок треугольниками более чем за 1 день
Отображение изменения цены в проц
 
Добрый день.
Почему при росте цены d таблице показывается отрицательный процент роста?

[img]file:///D:/perc.png[/img]
Потеря соединения?
 
Почему стало часто появляться такое окно?


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[/img]
Замена устаревших фьючерсов
 
Добрый день.
При входе в Квик программа предлагает заменить 11 инструментов срочного рынка, срок действия которых истек. Я соглашаюсь, программа переоткрывает окна.
При следующем входе все опять и опять повторяется.
Почему программа многократно повторно предлагает менять инструменты (хотя их я в открытых окнах не нахожу)?  
Экспорт таблицы сделок по ODBC в .txt
 
Как правильно настроить экспорт по ODBC в txt.
Настройки сделаны как на картинке. К полю Номер не могу выбрать соответствующую колонку в файле.
И кнопка Начать вывод данных не активна.  
Как настроить склейку фьючерсов Quik->Amibroker ?
 
Вопрос в теме
График - эпизод 2
 
На графике символы, отображающие сделки по разным ценам выводятся на одном уровне (даже более дорогая сделка - чуть ниже дешевой). Сильно запутывает ситуацию.
https://yadi.sk/i/QCQmhxV3sjyqT
На графике отображаются не все данные, На графике отображаются не все данные
 
На графике в 17-25 отображаются только четыре свечи. Почему не все?
[img]file:///D:/%D0%9C%D0%B0%D0%BB%D0%BE%20%D0%B4%D0%B0%D0%BD%D0%BD%D1%8B%D1%85.jpg[/img]
Excel вывод по DDE. Не могу остановить
 
При запуске QUIKa автоматически также стартует Excel, а это мне не нужно. Как отключить автозапуск Excel? Все поля в окне Вывод через DDE сервер - очистил.
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