Со временем последователями Гарольда Гартли были обнаружены и другие альтернативные гармонические паттерны . Среди их числа « Летучая мышь », « бабочка Песавенто », « Краб » и другие. Итак, после того, как мы нашли точку В, нам нужна точка С. Точка С должна быть не нижк точки А, так гласят правила построения ценовых паттернов, но и как в случае с точкой В, исключения их правил ни кто не отменял. Паттерн «Краб» (такое название из-за своей длинной ноги «CD») – практические копия бабочки Гартли. Краб – это тоже разворотный паттерн, который может быть как в бычьей формации, так и в медвежьей (разворачивать цену вверх или вниз). Отличительной особенностью паттерна «Краб» является удлиненная нога CD.
Чем ближе паттерн к эталонам пропорций, тем выше вероятность реализации. Однако первооткрывателем, все же, является Гартли, который опубликовал труд «Прибыли на рынке акции».
Тем не менее, безусловно следует предложить применять коэффициенты Фибоначчи к любому графику. Модели Гартли представляют собой известный метод, объединяющий M-образные вершины и W-образные основания с различными уровнями Фибоначчи. В результате получается надежный индикатор будущих ценовых движений. Данные паттерны лучше всего используются в сочетании с другими моделями и индикаторами. Хотя подтверждение не всегда столь необходимо, если вырисовывается четкая модель. После этого следует откат вниз, который на текущий момент вполне можно рассматривать как продолжение тренда.
Давайте рассмотрим как правильно построить паттерн ABCD. В этой статье разберем что такое паттерны Гартли — какие виды паттернов Гартли существуют. Для чего необходимы паттерны Гартли и как применить паттерны Гартли на практике.
В гармоничной модели обычного «Краба» точка D должна завершиться на уровне 161,8%. Иногда рынок подкидывает модель с глубокими или экстремальными значениями.
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А глубина коррекции и амплитуды волн укладываются в те диапазоны пропорций, которые указаны на рисунках выше. Бабочка Гартли— модель поведения цены с прогнозом разворотов и продолжения тренда. Цена снова разворачивается и начинает двигаться вверх. И вот теперь точка окончания такого движения будет иметь большое значение, так как она должна быть неподалёку от места начала второго движения. В этом случае мы будем иметь полностью сформированное левое крыло и начавшее формироваться правое. Гармоничные модели — КрабЭта модель встречается довольно редко, она была открыта в 2000 году. Главное отличие от «Бабочки Пасавенто» в том, что амплитуда отрезка AB в «Крабе» не велика.
Как Правильно Определять И Торговать Паттерн Гартли
Самая трудная вещь для любого торговца – избавиться от эмоций, и препятствовать эмоциям при торговле. Один из лучших способов выполнять эту задачу состоит в том, чтобы планировать и помещать и точку входа и ценовую цель прежде, чем Вы начинаете торговлю. В числах, полученных таким образом он находит много смысла.
Ни в коем случае нельзя использовать для AC 38.2, а для BD 127, так как это пропорции разных паттернов. Трейдер ориентируется либо на соблюдение всех параметров, которые вне скобок, или только на те, которые внутри их, не комбинируя между собой форекс биржа эти два набора параметров. Соответственно, появление точки В происходит после отката котировок на уровень 61,8%, который рассчитывается от пройденной дистанции XA. Тут точка С – это коррекционный откат до уровня 38,2 или 88,6 от отрезка AB.
Гармоничные паттерны показывают себя очень хорошо на рынке Forex, но и на бинарных опционах есть чем заняться – прибыль будет меньше, но все равно Forex Club будет. Для чего трейдеры строят линии тренда для определения текущего направленного движения цены валютного инструмента и мест разворота.
При этом оптимальным значением считается 38,2% или 50%. Медвежья бабочка — ПасавентоНа этом параграфе мы начинаем исследование гармоничных паттернов, которые были открыты учениками финансиста Гартли. Тут мы рассмотрим «Идеальную модель Бабочки», которая была открыта Гилмором и Пасавенто. В то же время не нужно гнаться за точным соблюдением соотношений, так как анализ рынка – это не точная наука, и здесь допустимы погрешности. В противном случае сигнала придется ждать очень долго. К тому же сам Гартли при описании бабочки не давал ей привязок к сетке Фибоначчи, так как эти правила ввел позже Песавенто, доработавший идеи Гарольда.
- В ближайшее время может произойти тест верхней границы флета с дальнейшим снижением, либо мы увидим падение котировок с текущей области.
- Вторая точка входа может быть выше уровня Х, ну и третья точка входа — это краб — далеко выше точки Х.
- Все они имеют свои особенности и используются по-разному.
- Гартли бабочкаНа данном рисунке вы видите практически классический паттерн Бабочка Гартли.
На самом деле, допустимы оба варианта, так как стоп-лосс во всех случаях необходимо установить за границу области. Таким образом, риск на сделку будет одинаковый, но для менее надёжного сигнала (сразу при появлении бабочки), разумно использовать меньший лот. Хотя в торговой стратегии и рекомендуется паттерн гартли торговать на тайм фреймах от М30, однако многие трейдеры применяют бабочку в Скальпинге. По статистике, при правильном использовании модели она вполне может подойти и для краткосрочных сделок. Однако торговля будет происходить на младших тайм фреймах, а, следовательно, тейк Профит будет небольшим.
Как Использовать Сигналы Гартли На Практике
Образец Gartley должен включать эти особые условия определить лучшие гармонические структуры. Хотя Gartley может напомнить Летучую мышь, отношения Fibonacci, используемые в установке, уникальны для этого образца. Кроме того, образец должен быть довольно отличным и обладать идеальной симметрией. Образец The Bat – вероятно, лучший гармонический образец их всех! Структуры летучей мыши представляют сильные корректирующие сигналы, которые идентифицируют превосходные торговые возможности, которые повторно проверяют существенные уровни поддержки или сопротивления. Лучшие структуры обычно отличны и обладают точным соответствием отношений Fibonacci, чтобы утвердить образец.
Прежде чем продолжить, стоит вспомнить об азах графического анализа и, в частности про основополагающий паттерн, который называется ABCD. Он представляет собой модель Флаг, но в идеальном своем формировании движения цены в рамках определенных соотношений Фибоначчи. Гармоничные паттерны цены впервые были описаны Гарольдом Гартли в его книге «Прибыль на рынке акции» в 1935 году. Модели, построенные на уровнях коррекции Фибоначчи, обладают уникальными свойствами предсказания общей динамики рынка.
Еще одним вариантом входа будет отложенный Buy Limit на пробой по максимумам участка C-D, или можно открыть сделку «по рынку» если текущая свеча четко закрывается выше трендовой. D ставим Buy Stop на пробитие тренда СD, или открываемся на sell по рынку после фактического закрытия свечи ниже линии тренда. Индикатор ZUP, который Вы можете скачать выше, дал сигнал на продажу актива EUR/GBP таймфрейм Н4. В красном треугольнике можно нанести уровни Фибоначчи, чтобы отыскать точный вход в рынок.
![паттерн 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Если на рынке работает много новичков, они могут слегка деформировать итоговую паттерн гартли фигуру. Если бабочка формируется не совсем ровная, это нормально.
Рыночные Условия Для Возникновения Паттерна
Основное преимущество этих типов графических паттернов заключается в том, что они дают конкретное представление как о сроках, так и о величине ценовых движений, а не просто смотрят на одно или другое. Вся информация, представленная на сайте носит информационный характер и не является прямыми указаниями к торговле, вся ответственность за принятие решения остается за трейдером. Хотя примеры, которые я дал в этой статье, относятся к бычьей http://dumpsterdivingceo.com/kak-ustanovit%d1%8c-grafik-krestiki-noliki-i-torgovat%d1%8c/ модели Бабочки Gartley, обратная картина будет верной для медвежьей модели. Все, что Вам нужно сделать – развернуть пример на Рисунке 1, чтобы получить медвежью модель на Рисунке 7. Восстановление в точке В на 50% и меньше обуславливает дальнейшее развитие ноги CD до ретрейсмента 0.886 от XA.Цена,как под действием магнитических сил ,стремится к PRZ возле уровня 0.886. движение под воздействием притягательной силы летучей мыши – прим.
![паттерн гартли](data:image/jpeg;base64,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)
В этой публикации мы рассмотрим самые лучшие индикаторы графического анализа. морская рыбопромышленная компания») приходится https://www.grupounis.com/indikatory-urovnej-fibonachchi-dlja-mt4/ вылов – 96,5 тыс. тонн в год, что составляет около 80 % от объема годового вылова по Магаданской области.
Как Правильно Торговать Паттерн Акула
Данный материал распространяется исключительно для информационных целей. Распространение данного материала не является деятельностью по инвестиционному консультированию.
Если говорить о целях и ограничениях убытков, то гармонические модели Гартли не предполагают каких-то четких правил по выставлению Тейк-Профит и Стоп-Лосс . Краб — это ценовой паттерн, образующийся, когда точка D Уходит почти в 2 раза выше точки Х. Другими словами, волна D может быть длиннее волны А в 2 раза.
Помещается на несколько тиков выше или ниже от геометрически определенных ценовых точек, стоп лосс (приблизительно 600 $) размещается в то же самое время. Хорошее эмпирическое правило – необходимо ждать свечи, типа doji или молотка, когда точка A достигнута. Помните, что этот образец – образец расширения и нет никаких гарантий, что колебание не может пойти намного выше. Гарольд Гартли родился в Newark, штат Нью-Джерси в 1899 году.