Вячеслав Некрасов (Все сообщения пользователя)

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15.11.2017 - данные на графике, Не отображаются данные на графике
 
Цитата
Egor Zaytsev написал:
Добрый день.

Перезакажите архив графиков через пункт меню Система - Заказ данных - Перезаказать данные.
Если не поможет, то обратитесь к брокеру.
Спасибо. К сожалению, перезаказ данных не решил проблему, написал брокеру.
не отображаются данные на графике
 
Тоже столкнулся с проблемой отсутствия данных на графиках. Подозреваю, что произошло это после обновления quik. Только у меня выпал целый день... на любых тайм-фреймах, для любых эмитентов, полностью отсутствует данные за 15.11.2017. Брокер - Сбербанк.
15.11.2017 - данные на графике, Не отображаются данные на графике
 
Добрый день!

Не отображаются данные на графиках за 15.11.2017, в чем может быть проблема? Так на всех графиках, для любого эмитента... 13,14, а потом сразу 16 число. Пробовал перезапускать квик и пересоздавать графики, но проблема остается.  
Клиентский портфель, колонка "лонги", Приобретенные акции не попадают в колонку "лонги"
 
Цитата
Anastasia Gordienko написал:
Цитата
Вячеслав Некрасов   написал:
Цитата
Anastasia  Gordienko   написал:
Цитата
Вячеслав Некрасов   написал:
Добрый день!

Приобретенные акции "Yandex clA" не попадают в таблицу "Клиентский портфель" -> "Лонги". Почему-то проблема именно с этой бумагой, все остальные нормально добавляются. В чем может быть проблема?
Добрый день.
Возможно бумага настроена, как не принимаемая в обеспечение.
Для ответа на вопрос нужно видеть данные таблицы. Сделайте скриншот таблицы "Клиентский портфель" и таблицы "Купить/продать"
Добрый день!

Прикрепил таблицу лимитов по бумагам и таблицу купить/продать.
Вячеслав, добавьте в таблицу "Клиентский портфель" и таблицу "Купить/продать" все доступные параметры(выделить таблицу CTRL+E переместить доступные параметры в выбранные) и сделайте скриншот повторно со всеми параметрами. В предыдущем скриншоте Вы прикрепили таблицу лимитов.
Додумался позвонить брокеру, бумага не маржинальная, по-этому не попадает в это поле. Спасибо.
Клиентский портфель, колонка "лонги", Приобретенные акции не попадают в колонку "лонги"
 
Клиент QUIK скачивал уже настроенный брокером. Объясните, пожалуйста, что для меня, как для клиента означает "бумага настроена, как не принимаемая в обеспечение" и какие в следствии этого накладываются ограничения?
Клиентский портфель, колонка "лонги", Приобретенные акции не попадают в колонку "лонги"
 
Цитата
Anastasia Gordienko написал:
Цитата
Вячеслав Некрасов   написал:
Добрый день!

Приобретенные акции "Yandex clA" не попадают в таблицу "Клиентский портфель" -> "Лонги". Почему-то проблема именно с этой бумагой, все остальные нормально добавляются. В чем может быть проблема?
Добрый день.
Возможно бумага настроена, как не принимаемая в обеспечение.
Для ответа на вопрос нужно видеть данные таблицы. Сделайте скриншот таблицы "Клиентский портфель" и таблицы "Купить/продать"

Добрый день!

Прикрепил таблицу лимитов по бумагам и таблицу купить/продать.
Клиентский портфель, колонка "лонги", Приобретенные акции не попадают в колонку "лонги"
 
Добрый день!

Приобретенные акции "Yandex clA" не попадают в таблицу "Клиентский портфель" -> "Лонги". Почему-то проблема именно с этой бумагой, все остальные нормально добавляются. В чем может быть проблема?
Трендовые линии привязка к одному графику
 
Цитата
Alexey Ivannikov написал:
Цитата
Вячеслав Некрасов   написал:
Цитата
Alexey Ivannikov   написал:
Цитата
morion   написал:
Получается, реализовали?
   screen    

З.Ы. Надписи (метки) так и остаются на всех графиках, а вот для линий вроде как запоминается инструмент.
Добрый день.

Добавлено управление видимостью трендовых линий и фигур на графиках при смене инструмента. Для этого в форму редактирования свойств диаграммы добавлена опция «Оставлять трендовые линии и фигуры при смене инструмента». Описание
см. п. 4.2.1 Руководства пользователя.
В новой теме (темная которая), нет такого чекбокса в настройках. Может я что-то неправильно понял? Как сделать, чтобы на графике отображались только те горизонтальные линии, которые относятся к активной бумаге?
Добрый день.  

Он есть, смотрите самое нижнее значение.
Криво вставилось изображение в прошлом сообщении, не нашел, как удалить или отредактировать, прошу прощения.
Трендовые линии привязка к одному графику
 
Алексей, нет такого пункта, прикрепляю скрин:

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[/img]
Трендовые линии привязка к одному графику
 
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Alexey Ivannikov написал:
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morion   написал:
Получается, реализовали?
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З.Ы. Надписи (метки) так и остаются на всех графиках, а вот для линий вроде как запоминается инструмент.
Добрый день.

Добавлено управление видимостью трендовых линий и фигур на графиках при смене инструмента. Для этого в форму редактирования свойств диаграммы добавлена опция «Оставлять трендовые линии и фигуры при смене инструмента». Описание
см. п. 4.2.1 Руководства пользователя.

В новой теме (темная которая), нет такого чекбокса в настройках. Может я что-то неправильно понял? Как сделать, чтобы на графике отображались только те горизонтальные линии, которые относятся к активной бумаге?
Клиентский портфель, Помогите разобраться со значением полей в таблице "клиентский портфель"
 
Благодарю за помощь, Анастасия!
Клиентский портфель, Помогите разобраться со значением полей в таблице "клиентский портфель"
 
Анастасия, спасибо за помощь! Доступные средства отображаются с учетом плеча, правильно понимаю?
Клиентский портфель, Помогите разобраться со значением полей в таблице "клиентский портфель"
 
Всем привет!

Помогите, пожалуйста, разобраться со значением полей в таблице "клиентский портфель" и "таблица лимитов по денежным средствам".

В таблице "клиентский портфель" интересуют поля:

Мин. маржа
Нач. маржа
Скор. маржа
УДС
Входящие активы

Поделитесь, пожалуйста, кратким описанием к этим полям, что означают, как формируются?

В таблице "лимиты по денежным средствам" интересуют поля "заблокировано" и "доступно". Что означают, как формируются?

Если возможно, на примере моего портфеля:

 
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