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): 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): 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Фигура образует два локальных паттерн чашка с ручкой максимума (границы чашки), соединив которые мы получим уровень сопротивления. В дальнейшем это и будет отправной точкой, пробитие которой будет означать продолжение основной тенденции.Также существует зеркальная свечная модель, появление которой характерно для нисходящего тренда. В отличие от большинства классических паттернов свечного анализа паттерн «Чашка с ручкой» появился не так давно. Такие торговые сигналы бинарными опционами были обнаружены на различных активах, которые показали формирование устойчивых торговых формаций.
- А потому TabTrader советует использовать для подкрепления сигналов один или несколько торговых индикаторов.
- Часто бывает ситуация, когда пробойная японская свеча образует длинный шпиль и ныряет обратно под уровень.
- А на младшем таймфрейме присутствует ложный пробой на линии поддержки.
- Фигура считается достаточно надёжной, но может не сработать.
Это помогает трейдерам распознать возможность для лонгирования. После консолидации, если она прошла успешно, цена должна преодолеть сопротивление и продолжить подъем. Поэтому “чашка с ручкой” служит подтверждением того, что данный актив стоит лонгировать.
+484,61% По Gbp/usd — Тест Стратегии Форекс «соточка»
Пробой верхней границы ручки является сигналом к открытию длинной позиции. Но стоит учесть, что уровень сопротивления может в определенный момент превратиться в поддержку. В этом случае имеет место ложный пробой и финансовые потери. Здесь также необходимо использовать take-profit и stop-loss при открытии ордера, но они такие же, как в консервативном методе. Открывать сделку необходимо в месте окончания создания ручки и пробития линии, объединяющей верхние части чаши. Суть способа — быстрое открытие позиции без вырисовывания всей формации.
Преимущества Паттерна Чашки С Ручкой
Разберемся, какими параметрами должна обладать идеальная фигура Чашка с ручкой.Плавная дуга.Так называемое «дно» чашки должно быть плавным. Однако и менее этой величины ручка быть не может.Расположение граничных элементов фигуры.Края Паттерна Чашка с ручкой должны находиться на одном уровне. Благодаря этому расположению они образуют уровень сопротивления (или поддержки для зеркальной фигуры). Появляющийся на графике цены паттерн “чашки с ручкой” может сигнализировать о неизбежном прорыве к новому максимуму. Если он подтверждается, он дает трейдерам возможность для доходного, низкорискового входа на рынок.
Более важным и информативным является идентификация модели на графике. Не следует забывать, что автоматические системы также могут обнаруживать многие технические тенденции. Таким образом, можно утверждать, что паттерн «Чашка с ручкой» будет воспроизведен обнаруженным роботом бинарных опционов, что повлечет за собой увеличение количества ордеров при продолжении тренда.
Трейдеры, в основном, пользуются “чашкой с ручкой”, чтобы лонгировать коин, который закончил фазу консолидации во время более широкого восходящего тренда. Паттерн «Перевернутая чаша с ручкой» — полезный инструмент для выявления потенциальных точек входа на падающем рынке. Как и в любом трейдинге, рекомендуется использовать стоп-лоссы и управлять рисками. Объем торгов также должен подтверждать пробой, чтобы увеличить вероятность достижения целевого уровня. Обратите внимание на форму чашки и ручки, а также на объем торгов (количество сделок или купленного/проданного актива за фиксированный промежуток времени).
Насколько востребована эта конструкция у участников торгов, судить сложно, т.к. Отслеживание индикаторов объема дает больше ценной информации о том, как меняется баланс спроса и предложения, Forex Club которые являются ключевыми факторами движения цены. А на какой именно силуэт похожи изгибы на графике — это уже второстепенный вопрос. Инструменты анализа объема способны удержать от входа в сделки с низким потенциалом и сосредоточиться на торговых идеях с высокой результативностью. На третий день (в течение европейской сессии) произошла незначительная восходящая коррекция после сильного нисходящего импульса в середине графика.
Если у вас короткая позиция, надо выйти из рынка до минимального значения или линии поддержки. Например, если у вас длинная позиция, вам надо закрыть сделку до максимального колебания или области сопротивления. И здесь нужно отслеживать стоп-лосс, пока цена остается выше скользящей средней, и выходить, когда цена закроется НИЖЕ скользящей средней. Это означает, что это может быть началом НОВОГО восходящего тренда.
Недостаток этого же метода в том, что цена иногда уходит слишком далеко. Пробить вверх это сопротивление с наскока цене не удается и начинается очередной откат (ручка), но уже в меньших размерах чем предыдущий (чашка) – консолидация перед пробоем. Что касается второго отката… В идеале он должен быть в пределах 1/3 от ценового диапазона чашки, но бывают модели с размером ручки достигающим и до уровня 61,8 от восходящего движения внутри чашки. Если же цена откатывает еще дальше, то модель считается не состоявшейся. Паттерн является достаточно простым инструментом для определения точек входа, его форма легко распознаваема даже для начинающих трейдеров. Определить точки выхода тоже не составит труда, если цена пробивает уровень сопротивления или начинает расти.
Большой период времени образования – это хорошая предпосылка к следующему сильному движению цены. Внесено в реестр лицензированных форекс-дилеров в разделе профессиональных участников рынка ценных бумаг на официальном сайте Центрального банка Российской Федерации. AMarkets — международный онлайн-брокер, работающий с 2007 года.
Таким образом, фигура может служить сигналом для трейдеров о целесообразности открытия длинных позиций. Доказательство действительности паттерна https://boriscooper.org/ «чашка с ручкой» реализуется в момент пробития «ручки» ценой — именно здесь вы можно открывать сделку. Всякий раз, когда вы наблюдаете эпизод наращивания цен или более высокие минимальные значения в области сопротивления — знайте, что это признак усиления. Правило действительно не только для «чашки с ручкой», но и для любых других графических паттернов. Наконец, если происходит пробой области сопротивление ценой, «чашка с ручкой» «подтверждается», и рынок может со спокойной совестью двигаться выше.
Как Торговать Графическую Модель Чашка С Ручкой На Форекс
Задача трейдера состоит в том, чтобы правильно разглядеть фигуру, а также с умом использовать ее в процессе торговли. В то же время трейдер, использующий инструменты анализа объема, наверняка обратил бы внимание на крупную выпуклость под паттерном перевернутой чашки. И мог быть не только отклонить идею шорт, а использовать выпуклость как поддержку для входа в лонг. Суть паттерна перевернутой чашки с ручкой заключается в том, что силы предложения перехватывают инициативу. И инструменты анализа объема позволяют проследить эту тенденцию в более мелких деталях с подтверждениями.
Графическую фигуру чашка с ручкой довольно легко увидеть на рынке. Очень просто торговать, потому что включает, как правило, комбинацию паттернов теханализа. Стандартная стратегия открытия сделки заключается во входе в момент пробоя линии сопротивления после формирования ручки чашки. Также возможен вариант установки отложенного пробойного ордера Buy cease на уровне. После образования дна формации стоимость актива вновь переходит к росту, такому же плавному, какой была коррекция.