<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
		xmlns:xhtml="http://www.w3.org/1999/xhtml"
>

<channel>
	<title>大阪第一ドッグトレーニングセンター &#187; Форекс обучение</title>
	<atom:link href="http://www.osakadaiichidog.com/archives/category/foreks-obuchenie-6/feed" rel="self" type="application/rss+xml" />
	<link>http://www.osakadaiichidog.com</link>
	<description></description>
	<lastBuildDate>Fri, 22 May 2026 10:13:03 +0000</lastBuildDate>
	<language>ja</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=3.6.1</generator>
<xhtml:link rel="alternate" media="handheld" type="text/html" href="http://www.osakadaiichidog.com/archives/category/foreks-obuchenie-6/feed" />
		<item>
		<title>Полосы Боллинджера Что Это За Стратегия, Как Пользоваться, Примеры Финансы</title>
		<link>http://www.osakadaiichidog.com/archives/797</link>
		<comments>http://www.osakadaiichidog.com/archives/797#comments</comments>
		<pubDate>Tue, 25 Mar 2025 01:14:43 +0000</pubDate>
		<dc:creator>amirider</dc:creator>
				<category><![CDATA[Форекс обучение]]></category>

		<guid isPermaLink="false">http://www.osakadaiichidog.com/?p=797</guid>
		<description><![CDATA[В большинстве случаев цена как бы отталкивается от этой границы, что дает возможность трейдеру заранее занять  &#8230; <a href="http://www.osakadaiichidog.com/archives/797">続きを読む <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>В большинстве случаев цена как бы отталкивается от этой границы, что дает возможность трейдеру заранее занять выгодную торговую позицию. Эта средняя линия как бы является равнодействующей всех совершенной ценой актива колебаний. Эти кривые, плавно огибающие изменение цены на графике, называют «скользящие средние» (стандартная — SMA, экспоненциальная — EMA). Чтобы проиллюстрировать это, давайте рассмотрим пример с биткоином, который торгуется в пределах своих полос Боллинджера в течение длительного времени. Внезапно цена биткоина прорывается через верхнюю полосу, указывая на потенциальный восходящий тренд. В конечном итоге цена биткоина может достигнуть точки перекупленности, в этот момент может произойти коррекция цены.</p>
<h2>Стратегия Bollinger Bands На Уникальных Рынках</h2>
<p>Одна из популярных стратегий включает использование полос Боллинджера для определения трендов и торговли вместе с ними. Когда цены движутся выше средней полосы, рассматривайте возможность открытия <a href="https://boriscooper.org/">https://boriscooper.org/</a> длинных позиций. Напротив, когда цены движутся ниже средней полосы, рассматривайте возможность открытия коротких позиций. Комбинируйте это с другими индикаторами или свечными паттернами для подтверждения.</p>
<p>Однако важно помнить, что верхняя полоса не является строгим сигналом к ​​продаже. Вместо этого он служит предупреждением для traders, чтобы начать искать признаки возможной перекупленности, которые могут указывать на предстоящий разворот цены. Команда Верхняя полоса Полосы Боллинджера играют решающую роль в определении потенциальных условий перекупленности на рынке. Это вычисляется путем добавления стандартного отклонения (умноженного на коэффициент, обычно 2) к скользящему среднему. Стандартное отклонение является мерой волатильности, поэтому, когда рынки становятся более волатильными, полосы расширяются; и когда рынки становятся менее волатильными, полосы сокращаются.</p>
<p>Эта стратегия Bollinger Bands основана на предположении, что цена может резко двигаться в одном направлении после пробития одной из полос. От того под каким углом наклона и каким градусом находился цена, можно так же определить в какой она тренде и насколько силен этот тренд. В любой момент широкая волатильность может сменится трендом.</p>
<ul>
<li>Помните, сила полос Боллинджера заключается не только в их способности выявлять потенциальные прорывы цены, но и в их универсальности как инструмента технического анализа.</li>
<li>Если цена падает до нижней линии, а RSI в медвежьей дивергенции – тренд сильный.</li>
<li>Как видите, когда свеча касается или пересекает верхнюю линию Боллинджера, цена уходит вниз совсем ненадолго.</li>
<li>Индикатор позволяет зафиксировать специальное уведомление на пробой полос.</li>
</ul>
<p>Джон с детства интересовался кинематографом и фотографией, поэтому он поступает в школу визуальных искусств в Нью-Йорке, где получает профессию оператора по свету. Кстати, профессия оператора ему давалась очень легко, поэтому он ожидаемо перебирается в Западный Голливуд в 1976 году. Но смысл его жизни и интересы повернули в другую сторону с момента, когда его мать попросила посмотреть ее инвестиционный портфель. После прохождения курсов по аналитике и получению необходимых знаний, он устраивается работать на телеканал торговым аналитиком.</p>
<p>Эта торговая стратегия применима практически к любой криптовалюте и сильно зависит от индикатора Bollinger Bands. Это всего лишь несколько примеров того, как полосы Боллинджера можно комбинировать с другими индикаторами для разработки надежных торговых стратегий. Всесторонний подход, включающий несколько индикаторов, может обеспечить более точное понимание рыночных условий и помочь вам принимать более обоснованные торговые решения. В бурлящем мире торговли Отскок Боллинджера это феномен, который, как опытный танцор, движется ритмично и предсказуемо.</p>
<p>Соответственно, эти две лимитирующие линии, ограничивающие верхний и нижний диапазон изменения цены актива образуют графический индикатор ТА — полосу Боллинджера. Но сначала давайте проясним одну вещь &#8211; полосы Боллинджера не имеют ничего общего с музыкой и имеют все отношение к торговле. Одной из распространенных стратегий является «отскок Боллинджера», который основан на идее, что цена имеет тенденцию возвращаться к середине полос Боллинджера. Трейдеры ищут, когда цена коснется одной из внешних полос, а затем открывают commerce в противоположном направлении, ожидая, что цена отскочит к средней полосе. Линии Боллинджера не одинокие волки в бескрайнем лесу торговых индикаторов.</p>
<p>В качестве дополнительного индикатора обычно используют RSI. Стратегия не будет иметь эффекта при движении цены в боковике. Когда цена выходит за крайние линии – это хороший сигнал для трейдера.</p>
<h2>Всё, Что Вам Нужно Знать О Индикаторах Боллинджера</h2>
<p>Средняя полоса в своей основной форме представляет собой простая скользящая средняя. Он рассчитывается путем сложения цен закрытия за определенное количество периодов, а затем деления этой суммы на количество периодов. Это дает нам среднюю цену за определенный период времени, обеспечивая плавную линию, которая отфильтровывает шум ежедневных колебаний цен. Эти три компонента работают в гармонии, создавая полосы Боллинджера. Они дают динамическую картину потенциальной волатильности цен, помогая merchants определить потенциальные сигналы покупки и продажи. Понимая эти компоненты, merchants могут лучше интерпретировать полосы Боллинджера и применять их в своих торговых стратегиях.</p>
<h2>Использование Двух Полос Боллинджера Со Сдвигом</h2>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' width="601px" alt="полосы боллинджера стратегия" src="image/jpg;base64,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" /></p>
<p>Однако их не следует использовать как самостоятельные сигналы, а следует подтверждать их другими индикаторами. Наоборот, нижняя полоса рассчитывается путем вычитания определенного числа стандартных отклонений от средней полосы. Она служит нижней границей ценового диапазона и помогает выявить перепроданные условия. Когда цены касаются или пробивают нижнюю полосу, это указывает на высокое давление продаж и возможный разворот цен. ПериодДля Bollinger Bands рекомендуется устанавливать период от thirteen до 24, наиболее распространенный – 20, а отклонение на уровне от 2 до 5, рекомендуемое значение – 2 или three.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' width="605px" alt="полосы боллинджера стратегия" src="image/jpeg;base64,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" /></p>
<p>Предложенный способ использования полос ВВ – огромное поле для экспериментов. Обратите внимание, что такие контртрендовые возможности появляются нечасто, а характеризует их как правило сильный вылет за границы индикатора. Этот <a href="https://www.google.com/search?hl=ru&amp;gl=RU&amp;ei=A3P0X83nCMnTkwWAvaK4BQ&amp;q=%D1%84%D0%BE%D1%80%D0%B5%D0%BA%D1%81+%D0%B1%D0%B8%D1%80%D0%B6%D0%B0&amp;oq=%D1%84%D0%BE%D1%80%D0%B5%D0%BA%D1%81+%D0%B1%D0%B8%D1%80%D0%B6%D0%B0&amp;gs_lcp">форекс биржа</a> инструмент анализа не утратил своей актуальности и сейчас. Его книга «Боллинджер о Лентах Боллинджера» представляет собой детальное руководство по использованию этого инструмента как индивидуально, так и в связке с другими индикаторами. А в 1996 году он признается лучшим разработчиком программного обеспечения для финансового анализа. Все описанные тактики в полной мере применимы при торговле бинарными опционами.</p>
<p>Его карьера на телеканале <a href="https://boriscooper.org/polosy-bollindzhera-opisanie-kak-polosy-bollindzhera-pomogayut-zarabatyvat/">bollinger bands индикатор</a> длилась недолго, в 1991 году права на телеканал выкупили CNBC, хотя один раз в неделю там выходят аналитические новости от Джона Боллинджера. Именно в период с 1984 по 1991 он разрабатывает свою собственную систему рационального и действенного анализа, названную впоследствии «Полосами Боллинджера». Индикатор показывает себя наилучшим образом на 5- и 15-минутных таймфреймах. Можно его использовать и на 1-минутном, однако, обязательно сравнивайте показатели индикатора с более крупными таймфреймами.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.osakadaiichidog.com/archives/797/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
	<xhtml:link rel="alternate" media="handheld" type="text/html" href="http://www.osakadaiichidog.com/archives/797" />
	</item>
		<item>
		<title>Чашка С Рисунком Ручки: Стабильный Доход При Своевременной Идентификации Vfxalert Official Blog</title>
		<link>http://www.osakadaiichidog.com/archives/799</link>
		<comments>http://www.osakadaiichidog.com/archives/799#comments</comments>
		<pubDate>Mon, 24 Mar 2025 23:14:26 +0000</pubDate>
		<dc:creator>amirider</dc:creator>
				<category><![CDATA[Форекс обучение]]></category>

		<guid isPermaLink="false">http://www.osakadaiichidog.com/?p=799</guid>
		<description><![CDATA[Например, трейдер, использующий кластерные графики, мог войти в шорт около уровня (4) и получить прибыль, пока &#8230; <a href="http://www.osakadaiichidog.com/archives/799">続きを読む <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Например, трейдер, использующий кластерные графики, мог войти в шорт около уровня (4) и получить прибыль, пока другой ждал завершения формирования паттерна «перевернутой чашки с ручкой». В остальных случаях необходимо открывать ордера после пробития вверх или вниз наивысшего (самого низкого для перевернутой фигуры) уровня сопротивления (поддержки). Рекомендуем для сотрудничества компании Альпари и Roboforex. Криптотрейдеры могут использовать &#8220;чашку с ручкой&#8221;, чтобы установить момент, когда токен пробует на прочность уровень сопротивления — и может пробить его. Установив ордер на покупку чуть выше спуска на линии сопротивления (в области &#8220;ручки&#8221;), можно получить подходящую точку для входа на рынок. Точка входа определяется уровнем пробоя верхней границы ручки.</p>
<p>Паттерн «Чашка с ручкой» — одна из наиболее известных и эффективных моделей в теханализе. Она помогает выявить точки входа на растущих рынках, то есть открыть сделку исходя из тенденции. Чашка с ручкой — проверенный временем технический паттерн, который часто встречается на графиках цен финансовых инструментов и считается сигналом к продолжению тренда. Является одной из наиболее надежных формаций, но требует грамотного подхода при планировании и реализации стратегии.</p>
<ul>
<li>Однако иногда рынок закрывается намного выше, и вы получаете неудачную точку для входа.</li>
<li>Если включить меньший масштаб, можно увидеть обманное движение рынка и зайти в lengthy.</li>
<li>Прорыв происходит после того, как цена достигнет нижней границы чашки.</li>
<li>Основные отличия «перевернутой чашки с ручкой» от традиционной фигуры есть.</li>
<li>Хотите узнать больше о стратегиях торговли относительно линий поддержки/сопротивления?</li>
</ul>
<p>Чтобы паттерн считался действительным, он должен быть четко видим на графике. Не существует паттернов, которые срабатывают со 100% точностью. В дальнейшем эта смена настроений сработала как уровень (4) сопротивления.</p>
<p>Принципы определения и входа в сделку аналогичны рассмотренным выше, но в зеркальном отражении. Выглядит этот паттерн как полукруглая линия нисходящей коррекции тренда, по двум верхним точкам которой можно сформировать уровень сопротивления. От второй точки цена «рисует» еще одно небольшое коррекционное движение. «Чашка с ручкой» — фигура теханализа, дающая сигнал об открытии сделок на покупку.</p>
<p>В зависимости от масштаба, это движение и период консолидации может напоминать по форме &#8220;чашку&#8221;. Но как и любой другой метод технического анализа, он не гарантирует успеха и должен использоваться в комплексе с другими инструментами и стратегиями управления рисками. «Перевернутая чаша с ручкой» (Inverted Cup and Handle) — обратная версия классического паттерна «Чашка с ручкой».</p>
<p>Еще больше инструментов для идентификации торговой формации и принятии взвешенных решений можно найти в разделе по ссылке. Важно учитывать, то насколько симметрично происходит формирование. Чем больше правая сторона зеркально отражена <a href="https://boriscooper.org/">https://boriscooper.org/</a> относительно левой, тем больше предпосылок к тому, что окончательный вид будет соответствовать классическим правилам. Так как на отрисовку основания требуется продолжительный временной период, идентифицировать данный разворотный метод на графиках с периодом меньше одного часа не рекомендуется. Методика трейдинга использует фактор везения трейдера и крайне не рекомендую ее применять.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' width="603px" alt="паттерн чашка с ручкой перевернутая" src="image/jpeg;base64,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" /></p>
<h2>Чит-листы Для Трейдинга По Свечным И Графическим Паттернам</h2>
<p>Этот уровень не пробивается с первой попытки, доказательством чему служит кластер недельных свечей, сосредоточенных вокруг ключевого уровня $69,000. Просто и увлекательно пишу про финансы, ESG и умное потребление. Вся информация о ценах актуальна на момент публикации статьи. Обучение — одна из самых выгодных инвестиций в себя и свои знания. Если не хотите откладывать обучение, воспользуйтесь образовательным кредитом от Совкомбанка. Выгодные условия займа до 5 млн рублей помогут подобрать тариф для максимально комфортной учебы без большой нагрузки на бюджет.</p>
<p>Это часто свидетельствует о том, что быки решили зафиксировать свои прибыли. В это время цена начинает постепенно возвращаться на предыдущие уровни, завершая формирование дугообразной линии. После падения с локального максимума и медленного поворота с последующего минимума цена обычно испытывает сопротивление, достигнув максимума во второй раз. Затем следует период консолидации, когда покупатели пытаются превратить этот максимум из уровня сопротивления в уровень поддержки — явление, известное как переворот поддержки/сопротивления. Увеличение объема при пробое уровня сопротивления подтверждает силу сигнала — рекомендации, когда открывать/закрывать сделку. Фигура указывает на то, что продавцы начинают терять контроль над рынком, и покупатели доминируют.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' width="602px" alt="паттерн чашка с ручкой перевернутая" src="image/jpeg;base64,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" /></p>
<h2>Как Торговать Графическую Модель Чашка С Ручкой На Форекс</h2>
<p>При этом ключевые аспекты и предпосылки появления фигуры остаются теми же самыми. После этого бычий импульс затухает и не возвращается больше года. Наступает пустая фаза &#8220;падения на дно&#8221;, которая заканчивается колебаниями и поворотом тренда. Появившийся восходящий тренд вновь набирает силу, и биткоин поднимается на уровень абсолютных максимумов. Установка ордеров на покупку в правильной точке во время появления &#8220;чашки с ручкой&#8221; дает низкорисковую возможность увеличить доход, даже если значительный подъем уже остался позади.</p>
<p>Однако многие трейдеры охотно используют в торговой системе этот паттерн, если замечают его на графике. Аналитики рекомендуют дождаться момента, пока сформируется ручка, и только тогда искать точку входа. Делать это следует только при пробитии линии сопротивления вверх. Логика «Чашки с ручкой» применительно к торговле состоит в том, что продавцы не создают перевеса ни с первой попытки (чашка), ни со второй (ручка), причём вторая явно слабее. Таким образом, покупатели держат устойчивый тренд, на котором можно торговать.</p>
<h2>Фигура «чашка С Ручкой»: Значение И Способы Применения</h2>
<p>Страховочный стоп-лосс ордер устанавливаем под минимум ручки. Можно конечно рассмотреть и установку на еще более меньшем расстоянии, например за уровень 50 по фибоначчи от восходящего движения внутри ручки, но это уже на Ваше усмотрение. Относительно <a href="https://boriscooper.org/pattern-chashka-s-ruchkoy-kak-torgovat-po-figure/">паттерн чашка с ручкой</a> же времени формирования ручки следует сказать, что оно не должно превышать 1/3 времени формирования чашки. В результате усилий быков происходит пробой ранее достигнутого максимума, и цена движется вверх.</p>
<p>Чтобы не попадаться на ложную формацию теханализа, выпишите правила и проверяйте каждую модель по чек-листу. Фигуры, подобные «Чашке с ручкой», не стоит анализировать на мелких таймфреймах. Чтобы <a href="https://ru.wikipedia.org/wiki/%D0%AD%D0%BB%D0%B5%D0%BA%D1%82%D1%80%D0%BE%D0%BD%D0%BD%D0%B0%D1%8F_%D1%82%D0%BE%D1%80%D0%B3%D0%BE%D0%B2%D0%B0%D1%8F_%D0%BF%D0%BB%D0%B0%D1%82%D1%84%D0%BE%D1%80%D0%BC%D0%B0">Электронная торговая платформа</a> получить подтверждение, рекомендуется использовать временные интервалы не ниже часового. Более точными будут показания дневного и недельного графика. Входить в сделку лучше, когда цена подтвердит пробитое сопротивление в качестве поддержки, на отскоке. Открыть позицию можно на пробое уровня, а стоп-лосс вынести за минимум пробивающей уровень свечи.</p>
<p>Начинать формирование ордеров следует после появления пробоя ручки, или, по другой терминологии, пробоя полотнища флага. В этом случае положение “стоп” отмечается ниже уровня, обозначившего пробой свечи. На формирование данного участка графика уходит достаточно много времени. Длинный временной промежуток указывает на последующее образование тренда.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.osakadaiichidog.com/archives/799/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
	<xhtml:link rel="alternate" media="handheld" type="text/html" href="http://www.osakadaiichidog.com/archives/799" />
	</item>
	</channel>
</rss>
