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	<title>Agora Ministries &#187; tokenexus_500 rus</title>
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	<description>The Columbus inner city youth ministry</description>
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		<title>Свинг</title>
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		<pubDate>Thu, 05 Nov 2020 21:10:09 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[tokenexus_500 rus]]></category>

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		<description><![CDATA[Свинг Чем больше объем направленного движения цены, которое трейдер сумел использовать, тем больше прибыль. Дневная торговляvs свинг — трейдингСтиль торговли свинг трейдинга полностью противоположный торговле внутри дня. Как уже говорилось, цель свинг-трейдинга — поймать большие колебания на рынке. Естественно, это требует времени, в течение которого требуется держать открытые позиции. Это может быть и несколько дней, [&#8230;]]]></description>
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<h1>Свинг</h1>
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" width="254px" alt="Свинг-трейдинг"/></p>
<p>
<p>Чем больше объем направленного движения цены, которое трейдер сумел использовать, тем больше прибыль. Дневная торговляvs свинг — трейдингСтиль торговли свинг трейдинга полностью противоположный торговле внутри дня. Как уже говорилось, цель свинг-трейдинга — поймать большие колебания на рынке. Естественно, это требует времени, в течение которого требуется держать открытые позиции. Это может быть и несколько дней, и даже несколько недель. Свинг-трейдинг однозначно прибыльная модель торговли, так как основной его смысл это &#8211; поймать сильный тренд.</p>
</p>
<p>
<p>Анализируете рынок, занимаетесь поиском глубоких фундаментальных причин и торговые решения принимаете именно вы, а не совокупность индикаторов и их математических алгоритмов. Свинг трейдинг – это вариант заключения сделок в моменты откатов (коррекций), формирующихся при трендовом росте или падении цены. Свинг-трейдинг &#8211; это общее название модели торговли, предусматривающей использование моментов отката (коррекции) в момент формирования тренда. Свинг-трейдинг используется как краткосрочная и среднесрочная стратегия торговли любым финансовым инструментом, &#8211; от Форекс до Акций корпораций.</p>
</p>
<p>
<ul>
<li>Трейдеры используют различные технические индикаторы для определения направления тренда и возможных краткосрочных изменений.</li>
<li>То есть трейдер, следуя данному методу, должен открывать и закрывать сделки таким образом, чтобы получить как можно больше прибыли от движения между точками разворота.</li>
</ul>
<p>
<p>В общем смысле, это набор стратегии Форекс, основная цель которых – войти в тренд в момент отката (когда тот формируется) и получить прибыль. По этим причинам главными чертами свинг-трейдинга являются использование торговых периодов день/неделя и четкий риск-менеджмент. Стратегия свинг трейдинга для анализа ситуации в АЗТ позволяет переходить на меньший период H4. Это особенно может пригодиться при использовании дополнительных трендовых индикаторов или осцилляторов. Также при работе на меньшем интервале можно будет более точно отслеживать уровни сопротивления и поддержки. Подтверждением значимости уровня может послужить индикатор объемов, показывающий изменение объемов тиков в каждый интервал времени.</p>
</p>
<p>
<h2>Нюансы Позиционного Трейдинга</h2>
</p>
<p>
<p>Для него будет абсолютно нормальным войти в позицию и находиться в ней 2-3 дня пока ценовое движение, наконец, не реализуется. В большинстве случаев, человек, который недавно занимается торговлей, цепляется в высокую прибыль в 10%-15%. Свингер с большим опытом видит для себя перспективу даже в таком, казалось бы, незначительном доходе, как 1%-3%. Такая стратегия способна существенно поднять уровень общего дохода.</p>
</p>
<p>
<p>Свинг трейдер торгуется разворот цены к основной тенденции. В трейдинге свинг («swing»), если перевести дословно обозначает колебание, размах или поворот. Многие трейдеры используют в своей торговле стиль, под названием свинг трейдинг. Этот торговый метод, при котором нужно держать открытые сделки примерно <a href="https://bits.media/v-blokcheyne-ethereum-classic-proshel-khardfork-phoenix/">купить эфириум классик</a> 3-5 дневных колебаний рынка в течении нескольких дней (обычно до пяти, семи). Свинговать оказалось очень не просто, особенно с психологической точки зрения. Ну и еще одно, без обширных знаний макроэкономики этим методом не стоит заниматься (фундаментальные факторы я поставил бы на первое место).</p>
</p>
<p>
<p>После определения АЗТ теперь остается выбрать момент для входа. Здесь можно воспользоваться различными вариантами свечных моделей, индикаторов Форекс или моделей технического анализа. Стратегия свинг трейдинга формируется на основе стандартных методов трендового анализа. Выбор большой, необходимо остановиться на тех методах, которые более или менее знакомы. Далее разберем несколько методов для определения точки входа. Во-первых, оно значит «колебание», «размах», «поворот». В таком переводе свинг-трейдинг означает максимальное использование прибыльного движения цены.</p>
</p>
<p>
<p>Затем нужно найти высшую точку недавнего восходящего тренда, которая станет целью прибыли. Если цена достигает целевого уровня или идет выше, появляется необходимость рассмотреть выход (хотя бы частичный) из позиции, чтобы зафиксировать некоторую прибыль. Есть трейдеры, готовые ждать и терпеть ради прибыли, однако другим нужен результат здесь и сейчас. Именно последним подойдет свинг-трейдинг, где речь идет о том, чтобы наблюдать за движениями рынка, а не просто ждать, когда наконец цена пойдет в нужную сторону. В целом, свинг-трейдинг очень популярен среди трейдеров благодаря возможности контролировать ситуацию, торговать активно и, что самое важное, значительно увеличивать потенциальную прибыль.</p>
</p>
<p>
<h2>А  Фарлей &#8220;мастерство Свинг</h2>
</p>
<p>
<p>В отличие от дейтрейдинга, свинг трейдинг занимает меньше вашего времени (у меня уходит около часа на день), не нужна полная занятость и полдня смотреть в монитор. При этом сохраняется значительный потенциал прибыльности для среднестатистического трейдера.</p>
</p>
<p>
<h2>В Заключение О Торговых Стратегиях Форекс Свинг</h2>
</p>
<p>
<p>Мастерство в свинг трейдинге сводится к тому, чтобы определить силу тренда, момент разворота и научиться отличать локальную коррекцию от смены направления движения цены. В некоторых источниках есть рекомендации привязывать открытие сделок к волновой теории, в соответствии с которой на растущем тренде могут быть циклы из 3, 5, 9 импульсов и откатов. Есть желание поискать закономерности &#8211; можете попробовать, хотя я бы привязываться к волнам не советовал. Проще использовать подтверждающие и прогнозные инструменты. Поскольку <a href="http://cincaupuccino.com/kak-zarabotat%d1%8c-u-brokera-tokenexus-i-otzyvy/">Свинг-трейдинг</a> ассоциируется с переносом позиции на следующий день, может показаться, что это тактика выхода, а не входа. Но в среднем, свинг-трейдер будет работать с более широкими стопами и не фокусироваться на быстрых движениях.</p>
</p>
<p>
<p>Перед открытием позиции свинг-трейдер непременно использует данный факт и анализирует несколько таймфреймов в дополнение к основному. Один из вариантов данной тактики был подробно описан Александром Элдером в его системе Тройного Экрана. Исторически была выявлена закономерность в цикличности смены <a href="https://yandex.ru/znatoki/question/gde_kupit_kriptovaliutu_bitcoin_cardano_7e173755/">купить zcash</a> диапазона изменения цены и направленности тренда. Низкая волатильность и узкий коридор ценовых движений указывает на негативный энергетический потенциал рынка в данный момент времени. Такое состояние указывает локальные границы для максимумов и минимумов цены, формируя тем самым зону застоя.</p>
</p>
<p>
<p>Позиции удерживаются открытыми от нескольких дней до нескольких месяцев в зависимости от волатильности выбранного инструмента. Свинг трейдинг базируется на методах технического анализа моделей ценовых графиков и входе в рынок в начале тренда. Открытой позиция держится до первого разворота тренда. На месячном масштабировании (масштабирование влияет на характер отображения свечей) и часовом интервале ищем последний тренд для того, чтобы дождаться его разворота и начать открывать сделки. Чтобы понятнее показать зоны <a href="http://chrissellstexas.com/otzyvy-tokenexus-2020-obzor-kljuchevyh-nedostatkov/">http://chrissellstexas.com/otzyvy-tokenexus-2020-obzor-kljuchevyh-nedostatkov/</a>а и точки открытия сделок, я воспользуюсь историей, потому предположим, что я на данный момент нахожусь в зеленой точке. Он основан на строгом следовании за основной тенденцией в среднесрочном интервале (D1-W1). Сделки могут длиться от нескольких часов до нескольких дней.</p>
</p>
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" width="253px" alt="Свинг-трейдинг"/></p>
<p>
<p>Свинг-трейдеры получают достаточную динамичность своих сделок, при этом минимизируя риски до разумных пределов. Конечно, для крупных игроков рынка <a href="https://yandex.ru/q/question/v_rezultate_chego_poiavilsia_ethereum_5b419093/?answer_id=1e29baf0-0086-4e05-b849-bd3859d73b45&#038;w=answer&#038;w_question_id=6625def7-3a81-4096-aa4b-5bb455148a59&#038;w_origin=grave_unauth">купить эфириум классик</a> свинг может просто показаться слишком мелким, но для тех, кто не обладает большим стартовым капиталом, такая торговля имеет огромный потенциал.</p>
</p>
<p>
<p>Свинг трейдинг – это среднесрочный стиль торговли, основанный на цикличности движений цены. Это не конкретная стратегия покупки/продажи ценных бумаг в портфеле инвестора, а общий подход к торговле на бирже. Он базируется на техническом анализе, но может использоваться и фундаментальный. Основной способ заключается в изучении графиков, объемов торгов и индикаторов рынка. Новости, отчетность компаний, изменения в показателях оценки валюты также могут быть началом нового тренда. Если кратко, то свинг трейдинг заключается в торговле в сторону долгосрочного тренда. Вход в рынок выполняется лишь тогда, когда прошла волна сделок против этого тренда.</p>
</p>
<p>
<p>Позиция в среднем держится около 4 дней, хотя бывает и 2-3 недели. Свинг трейдеры, как правило, руководствуются техническим анализом для открытия-закрытия позиции. Считается, что свинг – самый подходящий стиль торговли для трейдера, который только начал свой профессиональный путь. А опытный трейдер найдет для себя хороший потенциал для заработка торговлей акциями. Попадание цены в активную зону трейдера говорит о наличии оптимального отката для совершения сделки. Когда график оказывается в этой области, необходимо определить точку входа и рассчитать параметры сделки.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="Свинг-трейдинг"/></p>
<p>
<p>Элементы технического анализа могут быть разными, однако все они должны помогать определять тренд, например индикатор Moving Average либо MACD. Позиции можно проверять периодически, а также автоматизировать часть торговли. Например, когда достигаются критические ценовые точки – приходят письма на почту или звуковые уведомления в самом терминале. Поэтому нет необходимости постоянного мониторинга цен.</p>
</p>
<p>
<p>Использование свинг трейдинга дает нам относительно безопасный доход с небольшим количеством усилий. Работа по тренду без использования сложных схем или стратегий, а также небольшая продолжительность сделок помогают достичь успеха.</p></p>
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	</channel>
</rss>
