![внутри](https://fxtop.biz/wp-content/uploads/2020/05/depozit-na-foreks.jpg)
![ромб](https://fxtop.biz/wp-content/uploads/2020/09/f72c9bf7-4609-4fc4-a499-3ab410db02b4.jpg)
Это позволит провести образующие линии, которые и дадут нам отчётливую картину расширения и возможных границ колебаний. Оно есть не всегда, бывает и так, что вместо одного таких движений два, образующих V-образный разворот. На саму модель не влияет, для нас главной остаётся форма в виде ромба. Количество движений внутри фигуры может быть разным – обычно это 4-5 движений в каждом треугольнике, но бывает и больше, либо в одном 5, а в другом больше. Вариативность достаточно большая, но ключевой момент заключается в образующих линиях, а уж сколько там было колебаний, уже второстепенно. Не стоит пытаться заходить в рынок до того момента, как будет пробита образующая линия.
Графические фигуры могут использоваться среднесрочными и внутридневными трейдерами. Это зависит от стратегии трейдера и от конкретной фигуры. Некоторые паттерны показывают лучшие результаты на небольших таймфреймах (от 1m до 1h), но большинство заточены под средние таймфреймы (от 1h до 1d). Это уменьшит итоговый результат, но вместе с этим сохранить хотя бы часть профита, если вдруг произойдёт разворот.
Каталог основных паттернов технического анализа
Обозначают затяжную серию продаж с последующим длинным отскоком. Появляются перед разворотом тренда – иногда краткосрочным, иногда устойчивым. Для удобства можно использовать инструменты рисования и линии, доступные во многих терминалах. Обнаружение паттерна может послужить сигналом к открытию позиции. Большинство фигур влекут за собой разворот тренда или сигнализируют о его продолжении. Другие паттерны универсальны – сигнал зависит от тренда и размещения фигуры на графике.
Три максимума, каждый ниже предыдущего – разворот тренда к росту. Симметричный треугольник отражает ситуацию, при которой вершины цены ниже, низы цены выше. При данном паттерне определить движение цены крайне сложно.
![данная фигура](data:image/jpeg;base64,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)
Это связано с особенностями распределения объемов сделок и активности участников торгов. Все, кто начинает торговать на рынке Форекс, рано или поздно приходит к тому, что без … Паттерн „Бриллиант“ на реальном графикеЭто все вполне допустимо, главное чтобы соблюдались основные принципы формирования модели.
DraftKings Inc., акции которой торгуются на NASDAQ, является одной из крупнейших компаний на рынке онлайн-ставок на спорт. За 2021–2022 года она увеличила свою выручку на 190%, до 473 млн USD. Полная легализация ставок в США увеличит доходы DraftKings в десятки раз.
В результате, как бы часто или редко не формировался „Бриллиант“, всегда находятся трейдеры, которые опоздали на первую волну, но при этом их жадность или неопытность приводят к отработке фигуры. Дополнительной точкой входа отложенным ордером может послужить горизонтальная линия, построенная через основание или вершину бриллианта. Потенциал прибыли фигуры может быть определен как вертикальная проекция расстояния между двумя углами ромба. Фигура разворота Бриллиант актуальна для таймфреймов формата Н4 и выше. На малых таймфреймах случается, что паттерн подтверждает движение.
Определение паттерна бриллиант и основы работы с ним
После пробития верхней границы вымпела возможно движение цены, равное размеру вымпела. Чтобы правильно «прочитать» эту модель, нужно учитывать длину предыдущих зеленых свечей. Три красные свечи считаются «черными воронами» тогда, когда их совместная длина превосходит совместную длину предыдущих трех зеленых свечей. Иногда появлению ворон предшествует небольшая коррекция. В таком случае «три вороны» сигнализируют о подтверждении тренда на продажи.
- Только вместо звезд используются свечи, обозначающие максимальные и минимальные цены на временном отрезке.
- Поскольку такие бриллианты значительно отличаются по стоимости, точная идентификация имеет огромное значение для покупателей ювелирных изделий.
- При данной фигуре трейдеры ищут точки входа после пробоя поддержки или отката к ней.
- Кристаллы природного алмаза (справа) имеют типичные скругленные восьмигранные формы, которые являются следствием сил воздействующих на алмаз глубоко в недрах земли.
После этого обозначить верхние и нижние границы фигуры, которые также будут играть роль уровней сопротивления и поддержки. Фигура „Бриллиант“ относится к категории разворотных паттернов и формируется на вершине восходящего тренда или внизу нисходящего. Своими очертаниями фигура похожа на „Ромб“ или „Огранённый бриллиант“.
«Бриллиант» формируется в момент, когда восходящий тренд достигает своей максимальной точки, либо нисходящий тренд доходит до своей минимальной точки. В результате, если провести линии сопротивления и поддержки по максимумам и минимумам цены, на графике появится ромбообразная фигура. Бриллиант – фигура графического анализа, предрекающая разворот текущего тренда. Обычно возникает после быстрорастущей тенденции, на вершине или впадине в зоне флэта. Характеризуется формой ромба с параллельными, в идеальном случае, между собой наклонными линиями сопротивления и поддержки. Фигура технического анализа «Бриллиант/ромб»Фигура «Бриллиант»диковинна, так как процесс её формирования занимает длительное время.
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Сегодня можно с уверенностью констатировать тот факт, что синтетические бриллианты перестали быть лабораторной редкостью и вышли на рынок в качестве альтернативы природным алмазам. Поэтому мы спешим рассказать Вам о современных методах идентификации искусственно выращенных алмазов ювелирного качества. С другими интересными паттернами Вы можете познакомиться здесь.
Woody Auction concludes 2022 as the undisputed world’s leader in … – ArtfixDaily
Woody Auction concludes 2022 as the undisputed world’s leader in ….
Posted: Wed, 14 Dec 2022 08:00:00 GMT [source]
Впрочем, более подробно трейдинг по модели «Diamond» мы будем обсуждать во второй части статьи. Один из самых понятных, наглядных и интересных разделов технического анализа – графические паттерны. Здесь нет заумных формул, изящных, но немного чуждых нашему складу ума формаций свечного анализа, бесконечно рекурсивных волн Эллиотта. Калькулятор на нашем сайте, в первую очередь, информирует о минимальной цене бриллиантов массой более полукарата. Расчет производится для бриллианта с огранкой (полировкой и симметрией) класса Good (и Good to Very Good). Стоимость бриллиантов массой до 0.5 карат, необходимо уточнять по телефону или электронной почте.
Торговая стратегия с использованием паттерна Бриллиант
Открываем https://forexwiki.info/ после того, как цена сделает ретест пробитой образующей линии. Это актуально только тогда, когда сама фигура Ромб формировалась достаточно медленно, а перед её появлением не было стремительного движения, о котором говорилось ранее. В этом случае ретест вероятен, но лучше всё же придерживаться первого варианта. Ретест хорошо торгуется тогда, когда у нас паттерн образовался на графике, допустим, дневного масштаба, а сам ретест смотрим на часовом или получасом. В этом случае можно действительно очень хорошо войти и быстро поставить безубыток. Открываем сделку сразу после того, как цена пробивает образующую линию.
![технологии](https://fxtop.biz/wp-content/uploads/2021/04/436450fb-bf3d-4e08-9847-4b0239fb5917-847x4201-1-847x420.jpg)
После цена консолидируется и продолжает движение в узком диапазоне. При пробитии нижней границы медвежьего флага наиболее вероятно продолжение нисходящего тренда. При бычьем флаге цена поднимается вверх, после чего консолидируется в узком диапазоне. Максимумы и минимумы коррекции находятся между границами паттерна.
На эту тему неплохо высказался Александр Элдер, вот что он пишет – в процессе формирования расходящегося треугольника на рынке наблюдается истерика, т.е. Битва между покупателями и продавцами достигает своего пика. Простите за большую теоретическую часть и кучу графиков, но я бы хотела, чтобы вывод напросился у вас сам. Не надо ориентироваться только на пробой его линий сопротивления или поддержки.
Паттерн «Бриллиант» (Алмаз)
Высота каждой свечи должна быть примерно равна ширине всей «связки» из четырех свечей. Реже встречается зеркальный паттерн – перевернутая чашка с ручкой. Такая фигура, соответственно, встречается в течение «медвежьего» тренда и сигнализирует о его продолжении. Фаза «чашки» формируется не по минимумам, а по максимумам и выглядит также дугообразно. Ключевое отличие – верхняя граница вымпела направлена вниз, нижняя вверх. Обычно паттерн появляется после сильных импульсных движений в сторону главного тренда.
Woody Reviews Four Successful Fine Cut Glass Auctions In 2022 – Antiques and the Arts Online
Woody Reviews Four Successful Fine Cut Glass Auctions In 2022.
Posted: Tue, 20 Dec 2022 08:00:00 GMT [source]
В момент прорыва объем резко растет, поскольку и покупатели, и продавцы спешат впрыгнуть в рынок, пытаясь перехватить друг у друга момент пробоя границы. В процессе формирования Бриллиант выглядит как обычный, но довольно волатильный флет. Это не паттерн для кратковременных спекуляций, а как минимум, среднесрочная фигура. Дождаться, когда цена пробьет один из уровней и выйдет за границы паттерна. Измерьте расстояние между максимальным и минимальным значением цены внутри паттерна. Паттерн «Алмаз» можно использовать не только для поиска точек открытия позиций, но и для определения продолжительности нового тренда.
Конечно, фигуры – не гарантия, что рынок пойдет именно так, как предсказано. Но поиск и правильное чтение паттернов помогут трейдеру определять тренд, рыночную динамику, возможные точки входа и выхода из сделки. Рассмотрим существующие паттерны и ситуации, когда они возникают. Трейдеры заметили, что графики в торговых терминалах и аналитических платформах могут «рисовать» фигуры – формировать из свечей и линий визуальную «картинку».
Синтез CVD
Если отрезок, проведенный от X до A проходит снизу вверх, а от C до D – сверху вниз, такая бабочка расценивается как «бычья». Если луч от X до A проходит сверху вниз, а то C до D внизу вверх, бабочка «медвежья» – предвещает падение цены. Трейдеру нужно только нанести на график пять точек, а индикатор автоматически подсчитает пропорции между X, A, B, C и D. Если полученные пропорции соответствуют правилам построения паттерна (о правилах – ниже), фигуру можно воспринимать как сигнал. Медвежий (восходящий) клин образуется аналогично бычьему.
Именно https://forexmonitor.net/ нужно ориентироваться на пробой образующей, а не на что-либо ещё. После окончания формирования тренд разворачивается и теперь цена уже столь же динамично двигается в обратную сторону. Затем происходит проторговка с образованием либо консолидации, либо паттерна Алмаз. Фаза созревания в виде симметричного треугольникаили небольшого диапазона (по высоте) для набора позиций, находящегося напротив левой части.
![линии](https://fxtop.biz/wp-content/uploads/2020/08/41aabbe3-b03a-4099-b6d0-36fb309e1ffa-1-847x420.jpg)
На низких интервалах https://forexinvestirovanie.ru/ почти никогда не отрабатывает в плюс. Рекомендуем вам ознакомиться с информацией о том, как правильно использовать дневной таймфрейм при торговле на Форекс и бинарных опционах. Рассказываем, как торговать на минутных графиках с помощью индикаторов Parabolic SAR, Commodities Channel Index и EMA, которые составляют стратегию скальпинга. Приводим примеры покупки и продажи по стратегии „Скальпинг Parabolic SAR + CCI“.
Former Sheffield Wednesday defender Tommy Spurr reveals son Rio is cancer-free – Yorkshire Live
Former Sheffield Wednesday defender Tommy Spurr reveals son Rio is cancer-free.
Posted: Wed, 26 Apr 2023 14:38:17 GMT [source]
При заключении торговой сделки обязательно учитывайте первоначальную целесообразность ее открытия и соответствию правилам Мани Менеджмента. При возникших сомнениях – на такие сделки лучше не идти. Вот реальная торговля именно по по представленному здесь паттерну «Бриллиант». Чтобы, так сказать, наглядней было, а не только на истории. Шаблонов МТ4 по графической модели Бриллиант не выкладываю, так как все есть на рисунках выше. Благодаря поддержке четко направленных объемов Бриллиант появляется гораздо чаще на фьючерсах и акциях, чем на Форекс.
Направление сделки должно соответствовать направлению пробоя. При открытии позиции необходимо руководствоваться правилами риск-менеджмента. Даже несмотря на то, что „Бриллиант“ редко формируется на графиках, его можно взять в арсенал торговых сигналов и успешно применять. На минимальных значениях нисходящей тенденции формируется похожая ситуация, только участники рынка меняются местами. Некоторое время на рынке правят „медведи“ – они провоцируют нисходящую тенденцию.
Типичные цвета флуоресценции – зеленый, желто-зеленый, желтый, оранжевый или красный. Когда ультрафиолетовая лампа выключена, синтетические бриллианты могут фосфоресцировать (светиться) более минуты. Эта интерференция возникает в результате воздействия на кристалл давления, когда он находился глубоко по поверхностью Земли или во время его экстракции на поверхность в результате извержения. В отличии от природных, синтетические алмазы растут в среде, практически, равномерным давлением, они не подвергаются экстремальным нагрузкам поэтому не показывают какого либо рисунка деформации. Кристаллы синтетического алмаза HPHT обычно имеют кубические грани в дополнение к октаэдрическим. Первый искусственный алмаз был получен в середине 1950-х годов в виде крошечных кристаллов.