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Выбрать дату в календареВыбрать дату в календаре

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Создание индикатора внутри скрипта
 
Спасибо. А если рассчитать значения в скрмпте, можно как-нибудь отрисовать их на графике?
Создание индикатора внутри скрипта
 
Здравствуйте.

В процессе освоения Lua для QUIK никак не могу найти ответ на один вопрос. Я понял, что с помощью функции getCandlesByIndex можно получить в скрипте значения индикатора, если этот индикатор уже привязан к графику и ему уже присвоен инедтификатор вручную. Но если индикатор к графику не привязан, можно ли из скрипта, не командуя вручную, привязать к графику один или несколько стандартных индикаторов, и если да, то как?

Спасибо.
Стоп-заявки - вопрос
 
Вот, наконец-то
Стоп-заявки - вопрос
 
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[/img]
Простите, в прошлый раз картинка вставиться не захотела. Надеюсь, так нормально будет.
Стоп-заявки - вопрос
 
Добрый день.

Есть вопрос, думаю, уместный в этой теме. Если у меня есть уже купленные 4 лота TATNP, то правильно ли я понимаю, что для того, чтобы выставить по ним стоп-лосс - нужно ввести заявку в точности так, как на картинке.

[img]d:\stoploss-center.png[/img]
Естественно, с заполненными полями счет и код клиента. То есть - при точно такой заявке эти 4 лота будут проданы по рынку в случае падения цены до 599 или ниже. Инструкцию я, конечно, читал, но там один момент меня смущает - в примере выставления стоп-заявки активна кнопка покупки, а не продажи. Новички обычно начинают с лонг-позиций, то есть по стопу нужно именно продавать.

Спасибо.
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