Торговая стратегия «Метод Пуриа» на Форекс
![метод 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)
Можно добавить индикаторы, определяющие флэт для фильтрации сигналов. Или использовать трейлинг-стоп для получения большего количества пунктов. Трейдер может самостоятельно регулировать размеры стоп-лосса.
Сигнал на продажу
- За счет небольшой прибыли по каждой сделке особенно подходит начинающим трейдерам, традиционно смотрящим в сторону минутного скальпинга Форекс, как источника быстрой прибыли.
- Советник все это не учитывает, из-за чего прибыльная сделка «отсекается» едва ли не в самом ее начале, а закрытие по стопу «съедает» и без того небольшую прибыль.
- После проверки на демосчете или в тестере стратегий метод может использоваться для постоянной работы.
- Он позволяет стабильно забирать с рынка 50 пунктов в день и доступен даже начинающим.
- Как утверждают эксперты, мало кто из торгующих трейдеров полностью доволен собственной стратегией.
И тем не менее многие авторы относительно топовых инвестиционных и форекс блогов считают необходимым рассмотреть этот метод. И самое интересное, активно рекомендовать его новичкам. Но что будет, если все начнут применять именно эту стратегию?
Рабочий таймфрейм для сделок – Н1, это обусловлено базовыми принципами ТС. Как утверждают эксперты, мало кто из торгующих трейдеров полностью доволен собственной стратегией. Это заставляет многих из нас находиться в постоянном поиске или процессе создания новых торговых систем. Позиции открывают после формирования сигнальной свечи на следующем баре. Метод Пуриа на форекс не учитывает дивергенции графиков MACD и цены, но трейдер может использовать их для повышения эффективности. Тогда на одном из конкурсов приз взял робот метод пуриа Андрея Перфилова, созданный на основе метода Пуриа.
Форсируемый метод Пуриа
После проверки на демосчете или в тестере стратегий метод может использоваться для постоянной работы. На графике той же валютной пары экспоненциальная средняя пересекла быстрые мувинги снизу вверх. MACD находится в отрицательной зоне, то есть второе условие не выполнено. Здесь нет стрелок и других визуальных сигналов на покупку.
Обзор валютного рынка Форекс на 4.12.2024
1) Открываем сделку, как только желтый мувинг пересекает 2 красных мувинга сверху вниз и при этом получено подтверждение от индикатора MACD (один бар закрылся ниже Нулевого уровня). Практически во всех источниках я встретил одни и те же варианты настроек, что мне показалось несколько странным. Ведь стратегия существует почти 10 лет и разве не было необходимости ее ни разу оптимизировать?
Ограничение убытков в торговле по методу Пуриа
Ради эксперимента нарушаю рекомендацию автора и перехожу по паре USD/CHF на часовой интервал вместо М30. Вижу сигнал, на втором баре MACD открываю длинную позицию с тейк-профитом 10 пунктов и стопом 15 пунктов (1-1,5 пункта разницы в установленных параметрах – из-за проскальзывания). Следуя приемам мани-менеджмента, стоп-лосс следовало бы перемещать за медленными МА или закрыть позицию по рынку после ухода MACD ниже нуля.
![метод пуриа](image/jpg;base64,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)
Проведение торговых операций на финансовых рынках с маржинальными финансовыми инструментами имеет высокий уровень риска, поэтому подходит не всем инвесторам. Вы несёте полную ответственность за принятые торговые решения и результат, полученный в ходе работы. Сделка, открытая по паре USD/CHF на часовом таймфрейме оказалась убыточной.
Каждый день на финансовых рынках создаются новые рабочие системы. Метод Пуриа для торговли на форекс существует уже 10 лет. Он позволяет стабильно забирать с рынка 50 пунктов в день и доступен даже начинающим. Торговля по методу прекрасно автоматизируется с помощью советников и в сети Интернет достаточно удачных вариантов, в том числе бесплатных. Но все-таки лучше использовать Пуриа в ручном режиме – так можно быстрее увидеть, что стратегия требует коррекции или увидеть то, что не видит программа. Например, паттерн Price Action свечного анализа, отменяющий сигнал.