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		<title>Консолидация В Трейдинге: Введение</title>
		<link>https://usa.dailydealsfactory.com/konsolidacija-v-trejdinge-vvedenie/</link>
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		<dc:creator><![CDATA[Monica]]></dc:creator>
		<pubDate>Tue, 25 Mar 2025 17:04:18 +0000</pubDate>
				<category><![CDATA[Форекс обучение]]></category>
		<guid isPermaLink="false">https://usa.dailydealsfactory.com/?p=146805</guid>

					<description><![CDATA[<p>Прорыв бокового движения можно предугадать, достаточно знать, что необходимо искать на графике. Для обозначения границ боковика будем использовать инструмент фибо с настройками zero, zero.5, 1. Торговля во время консолидации может быть привлекательной для трейдеров благодаря ее предсказуемости и легкости. Для начала нам нужно научиться отличать тренд от консолидации. Консолидация на рынке Форекс – это период...</p>
<p>The post <a href="https://usa.dailydealsfactory.com/konsolidacija-v-trejdinge-vvedenie/">Консолидация В Трейдинге: Введение</a> appeared first on <a href="https://usa.dailydealsfactory.com">Daily Deals Factory USA</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Прорыв бокового движения можно предугадать, достаточно знать, что необходимо искать на графике. Для обозначения границ боковика будем использовать инструмент фибо с настройками zero, zero.5, 1. Торговля во время консолидации может быть привлекательной для трейдеров благодаря ее предсказуемости и легкости. Для начала нам нужно научиться отличать тренд от консолидации.</p>
<p>Консолидация на рынке Форекс – это период относительно узкого или бокового движения цены валютной пары на рынке. Во время консолидации стоимость валютной пары торгуется в определенном диапазоне, при этом максимумы и минимумы цены образуют почти горизонтальную фигуру. Для получения прибыли на бинарных опционах сильного движения цены не требуется, поэтому главное – правильно оценить поведение в зоне границ канала. Если ложный пробой на Форекс можно просто переждать или, скажем, залокировать, то бинарный опцион просто закроется с убытком.</p>
<p>Это явление может возникнуть на любом торговом периоде в процессе торговли любыми финансовыми инструментами. Рассмотрим, почему на рынке возникает консолидация и как в этот период осуществлять торговлю. Оба понятия употребляются в торговле на бирже, однако, флэт – это сленг в трейдинге, а понятие «консолидация» чаще всего используют аналитики.</p>
<p>Вторая торговая стратегия применяется, если на рынке присутствует сильная тенденция. Как подтверждает практический опыт, существует высокая вероятность того, что после консолидации цена актива продолжит движение в направлении тенденции, а не против нее. Возле границ коридора цены, обязательно за пределами канала, выставляются два отложенных ордера в разных направлениях. Зачастую консолидацию можно перепутать с еще одним явлением — с коррекцией тренда.</p>
<h2>Факторы, Указывающие На Прорыв</h2>
<p>Ставить тейк-профит и выходить из сделки можно на другой стороне торгового диапазона. Фаза, когда появился баланс и цены устраивают продавцов и покупателей. Движение графика, когда рынок в консолидации, называют&nbsp;флэтом (боковиком). При этом, зона консолидации может возникнуть в рамках и медвежьего, и бычьего трендов. Например, цены снижаются два-три дня подряд, затем полдня идет консолидация, следом – снова снижение.</p>
<ul>
<li>Прайс экшен может успешно вписываться в различные торговые стили и предлагает множество возможностей для кастомизации трейдинга.</li>
<li>Консолидация – это в криптовалюте важный аспект, который может представлять как уникальные возможности, так и значительные риски для трейдера.</li>
<li>Скальпинговые стратегии подразумевают открытие быстрых сделок.</li>
<li>Все мы слышали или читали на различных форумах о том, что флэт — это убийца депозитов трендовых трейдеров.</li>
<li>На графике консолидация выглядит как серия коротких свечей, лежащих примерно на одной горизонтальной линии.</li>
<li>Как мы видим, при тесте зоны интереса произошла смена движения (Shift), где, после перебития последнего минимума, мы можем открыть позицию.</li>
</ul>
<h2>Как Правильно Использовать Консолидацию В Трейдинге</h2>
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<p>Стратегия консолидации на Форекс заключается в проверке прорыва или пробоя. Точка сопротивления представляет собой новый уровень поддержки. В этом случае инвесторы открывают длинные позиции, когда цена актива отбивается от линии сопротивления. Консолидация цен – это периоды рыночного равновесия, когда спрос и предложение примерно равны, в результате чего цена движется в относительно узком горизонтальном диапазоне. Это важно учитывать при торговле, поскольку девиации могут привести к внезапным изменениям ценовых тенденций. Торговать во время консолидации практически бессмысленно, поскольку актив торгуется в очень узком ценовом коридоре.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="607px" alt="консолидация в трейдинге" 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"/></p>
<p>Сила прорыва зависит от волатильности актива – от zero,1%/0,5% до 10%/15%. Трейдер может заработать, если правильно определит, в какой тренд выльется консолидация и откроет соответствующие позиции. Чтобы спрогнозировать движение после «боковиков», трейдеры исследуют&nbsp;биржевой стакан, оценивают размер заявок, проводят&nbsp;технический анализ, проверяют график на наличие&nbsp;графических паттернов. Из нашего обсуждения до сих пор ясно, что консолидация — это всего лишь фаза рыночного цикла, за которой может следовать продолжение тренда или разворот. Таким образом, консолидация сама по себе не является ни хорошо, ни плохо для акций. Ценовая консолидация — это период, когда цена актива движется в узком диапазоне без значительных изменений.</p>
<h2>Признаки Консолидации</h2>
<p>Вам просто нужно найти два отскока от уровня поддержки и два отскока от уровня сопротивлении. Когда они возникнут, вы будете знать, что диапазон подтвердился, и сможете входить в рынок. Если цена достигает вашей цели, вы можете немедленно открыть сделку в противоположную сторону. Торговля в консолидациях невероятно проста и требует минимальных затрат, если вы все делаете правильно. На H4 вы можете рассчитывать получить в среднем forty пунктов за одну сделку, что по двум сделкам даст вам около eighty пунктов прибыли. Если торговый диапазон формируется на дневном графике, вы можете получить в среднем eighty пунктов за сделку.</p>
<p>Термин «консолидация» используется в различных сферах жизни и означает укрепление, сплочение. Например, консолидация <a href="https://boriscooper.org/konsolidatsiya-na-rynke-foreks-chto-znachit-konsolidatsiya-v-treydinge/">консолидация трейдинг</a> в экономике означает объединение отдельных предприятий или компаний в единую организацию. В трейдинге консолидация – это период движения цены без значительных скачков и спадов.</p>
<p>Прошлые результаты не гарантируют конкретных результатов в будущем. 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. Затем нужно дождаться, когда японская свеча закроется за пределами зоны консолидации. После этого закрытия выставляем ордер на покупку или продажу, в зависимости от того, какая стрелочка появится на графике.</p>
<p>Вы можете войти в сделку немедленно, если цена не ускорилась, или дождаться повторного тестирования уровня прорыва. Например, рынок с медвежьим трендом может немного подняться и начать движение вбок, когда профессиональные трейдеры зафиксируют прибыль. После фиксации прибыли цена продолжает движение в том же направлении. Флет — это длительное затишье на рынке, а консолидация — кратковременная передышка.</p>
<p>Традиционно, цена активно непрерывно движется, то вверх, то вниз. Однако если спрос и предложение будут равнозначны <a href="https://ru.wikipedia.org/wiki/%D0%98%D0%BD%D0%B2%D0%B5%D1%81%D1%82%D0%B8%D1%86%D0%B8%D0%B8">инвестиции</a> друг другу, то цена актива начнет «топтаться» на месте и это есть консолидация. Процесс консолидации в трейдинге часто вызывает вопросы у начинающих трейдеров. Его понимание может значительно улучшить торговые результаты и помочь в принятии более взвешенных решений на рынке. Консолидация представляет собой временную зону стагнации, когда активы не показывают четкого движения вверх или вниз. Это время можно использовать для анализа и подготовки к последующим сделкам.</p>
<p>Если за пределами боковика не формируется излом структуры на LTF, то девиация может не подтверждаться. Девиация &#8211; это по большей части манипулятивное ценовое движение, которое происходит за границами бокового движения. Однако, консолидация может свидетельствовать как о паузе перед продолжением предыдущего тренда, так и о <a href="https://boriscooper.org/">https://boriscooper.org/</a> возможном изменении его направления. Во время этой фазы цена колеблется в пределах узкого диапазона, без явной тенденции к росту или падению. Выход цены из зоны консолидации на Форекс большинство трейдеров рассматривают как сигнал для входа в рынок. Как только пределы зоны консолидации пробиты ценой в каком-либо направлении, тогда можно считать, что эта фигура сломлена.</p>
<p>The post <a href="https://usa.dailydealsfactory.com/konsolidacija-v-trejdinge-vvedenie/">Консолидация В Трейдинге: Введение</a> appeared first on <a href="https://usa.dailydealsfactory.com">Daily Deals Factory USA</a>.</p>
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		<title>Как Торговать С Индикатором Аллигатор Alligator? Руководство</title>
		<link>https://usa.dailydealsfactory.com/kak-torgovat%d1%8c-s-indikatorom-alligator-alligator/</link>
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		<dc:creator><![CDATA[Monica]]></dc:creator>
		<pubDate>Tue, 25 Mar 2025 01:58:47 +0000</pubDate>
				<category><![CDATA[Форекс обучение]]></category>
		<guid isPermaLink="false">https://usa.dailydealsfactory.com/?p=146800</guid>

					<description><![CDATA[<p>Ведь Уильямс заметил, что поведение можно сопоставить с динамикой рыночных процессов. Как и аллигаторы, рынок склонен «засыпать» в периоды консолидации, когда цены колеблются в узком диапазоне, что отображает закрытый рот инструмента. При возникновении нового тренда рынок «пробуждается» и начинает двигаться с большей энергией подобно аллигатору, который широко открывает свою пасть, чтобы поймать добычу. Индикатор Аллигатор...</p>
<p>The post <a href="https://usa.dailydealsfactory.com/kak-torgovat%d1%8c-s-indikatorom-alligator-alligator/">Как Торговать С Индикатором Аллигатор Alligator? Руководство</a> appeared first on <a href="https://usa.dailydealsfactory.com">Daily Deals Factory USA</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Ведь Уильямс заметил, что поведение можно сопоставить с динамикой рыночных процессов. Как и аллигаторы, рынок склонен «засыпать» в периоды консолидации, когда цены колеблются в узком диапазоне, что отображает закрытый рот инструмента. При возникновении нового тренда рынок «пробуждается» и начинает двигаться с большей энергией подобно аллигатору, который широко открывает свою пасть, чтобы поймать добычу. Индикатор Аллигатор работает синергетически с другими техническими индикаторами, такими как скользящее среднее схождение/расхождение (MACD) или индекс относительной силы (RSI). Комбинируя несколько индикаторов, трейдеры могут подтверждать сигналы и улучшать свои торговые решения. Индикатор Аллигатор предоставляет трейдерам визуальное представление о рыночных тенденциях.</p>
<h2>Шаги Для Начала Алгоритмической Торговли</h2>
<ul>
<li>Когда три скользящие средние расположены в непосредственной близости друг к другу и движутся в одном направлении, это является признаком наличия сильного тренда.</li>
<li>Если они ниже свечей, тенденция восходящая, когда выше — нисходящая .</li>
<li>На первый взгляд вычисление индикатора Alligator может показаться сложным и запутанным, однако на самом деле это не так сложно, как кажется.</li>
<li>В каждой используется средняя цена, которая рассчитывается исходя из минимума и максимума в установленный период времени.</li>
<li>Показывает состояние рынка, предлагает уровни поддержки и сопротивления для входа.</li>
</ul>
<p>Различные условия рынка могут требовать определенных настроек индикатора «Аллигатор», поэтому важно найти те, что лучше всего подходят для вашего стиля торговли. Изменяя временные периоды, вы можете настроить indicator Alligator для более точного соответствия <a href="https://ru.wikipedia.org/wiki/%D0%91%D0%B8%D1%80%D0%B6%D0%B0">биржа</a> текущим рыночным условиям и улучшить его эффективность. Губы, как краткосрочная средняя, помогают трейдерам выявлять оптимальные моменты для входа и выхода на рынок, принимая во внимание быстро меняющиеся ценовые колебания. Билл Уильямс – известный трейдер и автор, который создал индикатор Аллигатора как часть своего торгового подхода, основанного на Теории Хаоса. Он придерживался мнения, что рынок следует определенным закономерностям, и его движение можно предсказать, анализируя цену и время.</p>
<h2>Индикатор Аллигатор Билла Вильямса</h2>
<p>Он состоит из трех сглаженных скользящих средних, каждый из которых представляет собой различный период времени. Скользящие средние называются &#8220;Челюсть&#8221;, &#8220;Зубы&#8221; и &#8220;Губы&#8221;, отражая их соответствующие временные периоды. Эффективность индикатора аллигатора в значительной степени зависит от текущих рыночных условий.</p>
<p>Синяя линия является медленной скользящей средней и обозначает период консолидации на рынке. Когда эта линия направлена вверх, это говорит о наличии восходящего тренда, а когда направлена вниз – о наличии нисходящего тренда. Индикаторы играют важную роль в трейдинге, помогая трейдерам анализировать рынок и принимать обоснованные решения. Один из таких индикаторов&nbsp;— аллигатор, который был разработан знаменитым трейдером Биллом Вильямсом. Он представляет собой свечу, у которой максимум располагается на более высокой точке относительно предыдущей фигуры, а цена закрытия находится ниже ее половины. Такой бар появляется перед разворотом восходящего тренда в нисходящий.</p>
<p>Зарегистрируйтесь и Получите Бесплатный Бонус за Регистрацию уже сегодня и улучшите свою стратегию торговли с Morpher. Хотя использование индикатора Williams Alligator может предоставить ценные идеи о тенденциях рынка, важно включить правильные методы управления рисками. Всегда помните устанавливать приказы стоп-лосс, чтобы защитить ваш торговый капитал. Применяя стратегии управления рисками, вы можете минимизировать потенциальные убытки и сохранить ваш капитал для будущих сделок. Еще одна полезная стратегия &#8211; придерживаться более высоких временных интервалов при использовании индикатора Williams Alligator.</p>
<p>Инструмент советуют применять совместно с другими, но и отдельно используют тоже. Ни один торговый инструмент не идеален, а значит, вам нужно пробовать разные торговые стратегии, сочетающие в себе разные технические индикаторы, чтобы ограничивать ложные сигналы. Одним из недостатков индикатора является сложность своевременного считывания сигналов открытия. Кроме этого, в период сна крокодила появляется множество пересечений, которые выглядят как торговые сигналы и могут сбить с толку.</p>
<p>Стоит отметить, что скользящие средние применяются к медианной цене ((high+low)/2), а не к ценам закрытия или открытия баров. Для повышения результативности трейдинга на рынке Форекс стоит установить стоп-лосс и тейк-профит. В период консолидации челюсть остается сжатой, хотя она может разжиматься, но без реального продолжения движения. Движение этих линий описывает состояние крокодила, о чем мы подробно расскажем следующих разделах.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="603px" alt="Как торговать используя Alligator" 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"/></p>
<p>На его основе создано большое число подобных торговых стратегий. Индикатор аллигатора Уильямса состоит из трех скользящих средних – Челюсть, Зубы и Губы. У этих скользящих средних есть определенные временные периоды и им соответствуют цвета. Челюсть представляет собой долгосрочную скользящую среднюю, Зубы представляют среднесрочную скользящую среднюю, а Губы представляют короткосрочную скользящую среднюю.</p>
<p>Тренды в этот период практически не определяются, движение слабое и едва заметное, поэтому колебание цен легко спрогнозировать. В это время и нужно зарабатывать, используя сигналы и точки входа, подсказанные индикатором. Как опытный трейдер, я знаю, насколько важно иметь надежный индикатор, который может направлять ваши торговые решения. Одним из таких индикаторов, завоевавших популярность среди трейдеров, является Индикатор Аллигатор Уильямса.</p>
<p>В терминологии трейдеров по скользящим средним это был тест МА(8), но звучит ли это достаточно обоснованно для того, чтобы рисковать своими деньгами? Информация, полученная методом кластерного анализа, звучит более аргументировано. Как следствие от появления покупателя, цена уходит вверх к точке отмеченной цифрой 6. Однако на этот раз квадратик <a href="https://boriscooper.org/">https://boriscooper.org/</a> зелёный, что говорит о крупных покупках ордерами “по рынку”.</p>
<h2>Индикатор Аллигатор: Как Пользоваться, Стратегия Alligator Билла Вильямса</h2>
<p>Долгосрочная скользящая средняя, называемая Челюстью, представляет &#8220;спящую&#8221; фазу рынка. Среднесрочная скользящая средняя, называемая Зубами, представляет переходную фазу, когда рынок начинает просыпаться. Наконец, короткосрочная скользящая средняя, известная как Губы, представляет полностью пробужденную фазу, когда рынок находится в полном разгаре. Билл Уильямс, успешный трейдер и автор, разработал индикатор аллигатора Уильямса как часть своего подхода к торговле на основе Теории Хаоса. Он считал, что рынок следует определенным закономерностям и может быть предсказан путем анализа цены и времени.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="Как торговать используя Alligator" 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<p>Для этого необходимо открыть график «Линия» и, установив начало линии на минимальном показателе, провести ее вдоль восходящего тренда. Пасть начинает раскрываться и начинается очередной восходящий тренд. Когда зеленая линия становится выше красной, а красная выше синей, и цена торгуется выше всех линий Аллигатора, формируется сигнал на покупку. К тому же резкие колебания цены нечасто, но выбивают стоп-лосс, если он установлен на красную линию, при этом тренд продолжает идти в необходимом направлении.</p>
<p>Такой многомерный подход обеспечивает более полное представление о рынке и может помочь вам принимать более обоснованные торговые решения. Как и любой технический индикатор, индикатор аллигатора не защищен от ложных сигналов. В периоды рыночной консолидации или неопределенности линии могут часто пересекаться, создавая вводящие в заблуждение сигналы.</p>
<p>Он показывает, когда рынок во флэте, когда рынок движется в импульсе и когда этот импульс начинается и заканчивается. Наша задача открыть сделку максимально близко к началу импульса и по максимально выгодной цене, а потом закрыть вместе с основной массой крупных игроков. Сигналом закрытия позиции будет переплетение всех трех линий в одном месте, отсутствие выраженного направления, или когда линия губ пересекает линию челюстей. Это значит, что рынок наелся, и теперь будет “спать” в ожидании <a href="https://boriscooper.org/indikator-alligator-kak-rabotayet-khishchnaya-strategiya/">аллигатор индикатор</a> новой добычи.</p>
<p>The post <a href="https://usa.dailydealsfactory.com/kak-torgovat%d1%8c-s-indikatorom-alligator-alligator/">Как Торговать С Индикатором Аллигатор Alligator? Руководство</a> appeared first on <a href="https://usa.dailydealsfactory.com">Daily Deals Factory USA</a>.</p>
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