Линии тренда и объекты

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Линии тренда и объекты, Закрепление линий тренда и объектов на графике
 
Очень часто бывает так что какая то ранее наложенная линия тренда или фигура или фибо мешают провести новую линию тренда, так как при попадании курсора на объекты они активируются. При рисовании новой линии можно запросто сбить старую что создает большие неудобства.Как закрепить ранее нанесенные линии и фигуры?
 
Добрый день.


Такой возможности нет.
 
И снова здравствуйте!
Возможно сделать в QUIK при нажатии кнопки скрыть рисунки чтобы вместе с рисунками скрывались "сделки"
 
Цитата
Andrey Malyar написал:
И снова здравствуйте!
Возможно сделать в QUIK при нажатии кнопки скрыть рисунки чтобы вместе с рисунками скрывались "сделки"
Добрый день.


Такой возможности тоже нет.

Если необходимо регистрация пожелание на добавление нового функционала, то сообщите, мы зарегистрируем по первому и второму обращению пожелания.
 
Здравствуйте! Мне тоже очень мешает то, что линии и объекты активируются при наведении. Добавьте пожалуйста выбор активации/деактивации линии по двойному щелчку мышки и возможность видеть список всех объектов и редактировать из него свойства объектов.  
 
Здравствуйте, Степан.
Не могли бы Вы уточнить, что означает "активируются"? Становятся активными для перемещения?
Проверили на версии 7.24.1 - проблема не подтвердилась, все новые рисунки (линии тренда, дуги Фибоначчи, прямоугольники) рисуются поверх старых.
QUIK clients support
 
Активируются, да, я имел в виду становятся активными для перемещения. Новые рисуются сверху, но как взять объект который находится внизу? Приходится либо удалять объекты сверху либо перемещать их в сторону
 
Степан, не могли бы Вы прислать скриншот графика, на котором видно, как у Вас нарисованы объекты?
QUIK clients support
 
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[/img]
 
Например когда начальная точка трендовой лежит на прямой и чтобы за нее взяться придется либо наклонную подвинуть либо горизонтальную. Хотелось бы добавить возможность закрепить объекты выборочно, чтобы они мертво лежали на графике и не активировались при наведении.
 
Здравствуйте, Степан.
Попробовали воссоздать похожую ситуацию, точка начала линии тренда, которая совпадает с горизонтальной линией, все так же возможна для перемещения.
Так же, по присланному Вами скриншоту видно, что Вы рисуете довольно тонкие линии и на большом масштабе. Попробуйте выполнить те же действия но на большем приближении, или сделать линии толще.
QUIK clients support
 
Ладно, приведу другой пример. Когда перемещаешь график то порой случайно цепляешь объекты. Приходится целиться в свободное место чтобы мышкой сдвинуть график. А если бы объекты были бы заблокированы, то можно было бы перемещать график не опасаясь, что можешь сбить какой нибудь объект. Очень удобно эта функция реализована в метатрейдере, так же если тебе нужно поменять какой то параметр объекта ты активируешь его либо двойным кликом либо из списка объектов
 
Здравствуйте, Степан.

Ваше пожелание зарегистрировано.  Мы постараемся рассмотреть его и  сообщить Вам результаты анализа. Впоследствии, по результатам анализа,  будет приниматься решение о реализации пожелания в будущих версиях ПО.
QUIK clients support
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