getBuySellInfoEx

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getBuySellInfoEx, (Купить/Продать)
 
Добрый день.
Вопрос по таблице "Купить\Продать". При получении данных через qlua по таблице возникает ряд вопросов:
1. values: d_short and d_min_short по некоторым инструментам имеют непонятно большое значение '1.000000e+50' в тестовом формате (см. вложение). Что это значит и как интерпретировать?
2. В документации для поля client_type описаны четыре состояния, у меня присутствует значение 5 . Что это значит и как интерпретировать?
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Здравствуйте,
По поводу очень больших значений. Суть в том, что, если по инструменту запрещены короткие продажи, d_short (и соответственно d_min_short) на сервере имеет бесконечно большое значение (1.000000e+50). В терминале в таком случае отображается пустая ячейка. То есть, получая функционалом Qlua значение "1.000000e+50", Вы должны интерпретировать его как отсутствие какого-либо значения, либо же действительно как бесконечно большое число (в зависимости от задачи).

По поводу поля client_type. Числовое значение "5" обозначает клиентов со схемой кредитования "МД+". К сожалению, в документации по QLUA данной информации нет. Это будет в скором времени исправлено. Приносим свои извинения за предоставленные неудобства.
 
Цитата
Daniil Pozdnyakov написал:
Числовое значение "5" обозначает клиентов со схемой кредитования "МД+"
Возможно, тогда почему для таких же инструментов в QUIK различные значения типов

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[/img]
Q
 
Цитата
QApplication написал:
Возможно, тогда почему для таких же инструментов в QUIK различные значения типов
Цитата
Daniil Pozdnyakov написал:
Числовое значение "5" обозначает клиентов со схемой кредитования "МД+".
Q
 
Q
 
Добрый день,
возможно, имеет место быть небольшое недопонимание. Суть в том, что "Тип клиента" в таблице "Клиентский портфель" и "Тип" в таблице "Купить\Продать" - не одно и то же. "Тип клиента" - это схема ведения позиций, а "Тип" - это принадлежность инструмента к списку маржинальных инструментов. Более подробно об этом можно почитать в документации "Info.chm" в разделе 3 "Просмотр информации" в соответствующих пунктах "Таблица 'Клиентский портфель' " и "Таблица 'Купить/Продать'".
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