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Трейдеры могут использовать биржевые платформы или брокеров, чтобы воспользоваться колебаниями цен. В отличие от традиционных рынков, торговля криптовалютой децентрализована и работает 24/7, что позволяет совершать глобальные транзакции в любое… Внедрение стратегий управления рисками, таких как использование стоп-лоссов и размера позиций, имеет решающее значение для защиты вашего торгового капитала и обеспечения долгосрочного успеха. Дивергенция RSI возникает, когда направление индикатора RSI отличается от ценового тренда.
Сигналом для покупки бинарного опциона является пробитие любого экстремума модели. У нас снова появляется бычий бар, но мы вновь видим отскок цены от более высоких значений. Дивергенция является одной из моих любимых торговых концепций, потому что она предлагает достаточно надежные торговые сигналы. Оценок со средним рейтингом 4.9 у наших мобильных приложений.
![дивергенция по 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)
Индекс относительной силы (RSI)│Что это такое и как это работает
- Как и в прошлом случае, цена актива находится на одном уровне, но в этот раз индикатор RSI обновляет свои минимумы.
- Жду вас в пятницу на прямой трансляции которая пройдет конечно же в нашем любимом ТРЕЙДИНГВЬЮ!
- Перед тем как выбирать индикатор для торговли бинарными опционами в краткосрочном таймфрейме стоит знать несколько моментов, которые можно посмотреть тут.
- Прежде чем углубляться в дивергенцию RSI, важно понять сам индекс относительной силы (RSI).
Ожидаем смены восходящего тренда на нисходящую тенденцию движения цены. Трейдер, который полагается только на максимумы и минимумы в своем анализе движения цены, часто упускает важные подсказки и не до конца понимает динамику рынка. Даже если тренд может выглядеть «здоровым» на первый взгляд, он может терять свой импульс в то же самое время, если вы глубже налог тобина финансовых рынков проанализируете рынок.
MACD теперь показывает двойную дивергенцию, и рынок разворачивается вверх. Двойная дивергенция возникает, когда формируется серия из нескольких ценовых максимумов (или более низких минимумов), в то время как индикатор трейдер константин кондаков и mmcis group печатает более низкие максимумы. На графике ниже мы используем индикатор MACD, но вы также можете использовать RSI или любой другой импульсный индикатор. Также всегда стоит учитывать текущий таймфрейм.
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RSI Дивергенция выступает в качестве компаса в этой сложной среде, направляя tradeпроходит через приливы и отливы рыночной динамики. Это подробное руководство было тщательно разработано, чтобы прояснить концепцию дивергенции RSI и сделать ее доступной как новичкам, так и опытным трейдерам. Tradeрупий Давайте разберемся, как можно эффективно использовать RSI Дивергенция. Над статьями работает команда авторов, переводчиков и редактор.
Cтратегия дивергенции RSI простым языком
Я настоятельно рекомендую вам добавить в свой арсенал другие критерии и инструменты анализа рынка. Сама по себе дивергенция не достаточно сильна. Как и любая торговая стратегия, вам нужно использовать больше факторов слияния. Скрытая дивергенция имеет место, когда цена делает более высокий минимум, но осциллятор показывает при этом более низкий минимум. В восходящем тренде скрытая дивергенция возникает, когда цена достигает более низкого минимума, а осциллятор показывает более низкий минимум.
Дивергенция на индикаторе RSI — как ее определить
Такая адаптивность может значительно улучшить управление рисками. Диверсификация между различными активами или стратегиями может снизить риск. Торгуя на основе сигналов дивергенции RSI, рассмотрите возможность применения стратегии на различных рынках или инструментах. Такой подход распределяет риск и может защитить портфель от волатильности одного актива. Дивергенция возникает, когда цена актива движется в направлении, противоположном техническому индикатору или другой точке данных.
Вместо того, чтобы совершать сделки, основываясь только на дивергенции, лучше всего дождаться, пока цена достигнет уровня поддержки либо сопротивления. Да, дивергенцию RSI можно применять на разных таймфреймах, но оптимальные настройки RSI должны быть скорректированы в соответствии с торговой стратегией и таймфреймом. Выбор оптимальных значений RSI настройка на различных временных интервалах важна для максимизации ее эффективности в торговые стратегии.
Всем профитов, ставим стоп лосс что такое номинальная котировка и не усредняем убыточных позиций что бы не превратиться в долгосрочного инвестора или того кто словит ликвидацию на Фьючерсах! В этом обучающем видео показал примеры отработки ИНДЕКСА ОТНОСИТЕЛЬНОЙ СИЛЫ , а именно Скрытую Бычью Дивергенцию которая указывает на ПРОДОЛЖЕНИЕ ТРЕНДА. Понимание расчета индекса относительной силы (RSI) и выявления дивергенции требует поэтапного подхода.