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	<title>Форекс обучение &#8211; Ajial Company</title>
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	<title>Форекс обучение &#8211; Ajial Company</title>
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		<title>Индикатор Aroon Арун: Понятие, Настройки, Как Торговать Статьи От Александра Герчика</title>
		<link>https://ajial.com.kw/indikator-aroon-arun-ponjatie-nastrojki-kak/</link>
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		<dc:creator><![CDATA[Genevive Generalao]]></dc:creator>
		<pubDate>Fri, 18 Apr 2025 09:00:40 +0000</pubDate>
				<category><![CDATA[Форекс обучение]]></category>
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					<description><![CDATA[Анализируя эти значения, трейдеры могут оценить настроения на рынке и принимать обоснованные торговые решения. Формула Aroon &#8211; мощный инструмент, используемый]]></description>
										<content:encoded><![CDATA[<p>Анализируя эти значения, трейдеры могут оценить настроения на рынке и принимать обоснованные торговые решения. Формула Aroon &#8211; мощный инструмент, используемый в техническом анализе для выявления трендов и потенциальных разворотов тренда на финансовых рынках. Хотя математика за формулой Aroon может показаться запутанной сначала, важно понять внутреннее устройство этого индикатора.</p>
<h2>Настройка Индикатора Aroon</h2>
<p>Синий кружок — момент пересечения Aroon-Up кривой Aroon-Down снизу вверх. Как вы можете видеть, оно произошло сразу после выхода из зоны 30% в момент начальной фазы формирования бычьего тренда. При выходе линии Aroon-Up из зоны 30% и одновременном пересечении с опускающейся Aroon-Down снизу вверх формируется сигнал на покупку. В этот момент обычно строится новейший тренд вверх — удачный момент для открытия длинных позиций. Если же вы хотите оставаться на рынках более длительное время и торговать на больших трендах, то период стоит увеличить <a href="https://boriscooper.org/indikator-aroon-printsipy-raboty-i-kak-polzovatsya/">индикатор aroon</a> до пунктов. Суть работы Aroon сводится к определению изменений, которые происходят с восходящими и нисходящими трендами – их ослабления или усиления в пределах заданного периода.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="601px" alt="индикатор aroon стратегия" 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" /></p>
<p>Арун может быть особенно полезен для стратегий следования тенденции. Также существует стратегия торговли с помощью Aroon и EMA. Сигнал Put появляется, когда Aroon-Up пересекает Aroon-Down снизу вверх, а ценовой график находится под EMA.</p>
<p>Теперь, когда вы понимаете, как работает индикатор Aroon и как интерпретировать его сигналы, давайте обсудим, как включить его в вашу торговую стратегию. Один из распространенных подходов – использование индикатора в сочетании с другими инструментами технического анализа, такими как скользящие средние или уровни поддержки и сопротивления. Это может обеспечить дополнительное подтверждение и повысить надежность ваших торговых сигналов. Aroon — полезный инструмент, если вам нужно определить начало ценового тренда или его силу.</p>
<ul>
<li>Aroon является техническим индикатором, который используется для измерения силы и направления тренда на рынке.</li>
<li>Происхождение Чанда сыграло роль в выборе необычного названия для осциллятора.</li>
<li>Проводите трендовый анализ и пробуйте Aroon в своих торговых стратегиях.</li>
<li>Убедитесь, что при этом полоса Aroon Down плетется где-то внизу – между 0 и 30.</li>
<li>Binaryvip.ru не предоставляет платные услуги, не принимает какие-либо платежи, не отвечает за инвестиционные решения пользователей и функционирование программного обеспечения.</li>
</ul>
<p>Однако результаты, собранные на графике Renko, нельзя считать достоверными. Цифра 2 указывает на возможную смену тренда или, как минимум, затухание восходящего, так как новые максимумы не достигаются, а новые минимумы были зафиксированы совсем недавно. Индикатор Aroon разработал Тушар Чанд (Tushar S. Chande) в 1995 (по некоторым данным в 1997) году для работы с трендами. Возможность настроить индикатор Aroon на работу с алертом исключает вероятность пропуска зарождающегося тренда.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="608px" alt="индикатор aroon стратегия" 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" /></p>
<p>Трейдерам следует быть осторожными, полагаясь исключительно на сигналы Aroon, и учитывать широкий контекст рынка перед принятием любых торговых решений. Анализируя другие факторы, такие как рыночное настроение, экономические новости или фундаментальный анализ, трейдеры могут избежать потенциальных ошибок и увеличить свои шансы на успех. Одним из основных применений Арун в трейдинге является определение рыночных тенденций. Следя за линиями Арун Вверх и Арун Вниз, трейдеры могут оценить, движется ли рынок вверх, вниз или боковым движением. Сильная линия Арун Вверх, в паре с слабой линией Арун Вниз, указывает на бычий тренд, в то время как обратное указывает на медвежий тренд.</p>
<p>Кстати, в окне индикаторов также можно заметить Aroon Oscillator. Это производная форма индикатора, где из двух линий получается одна методом вычитания значений AroownUp от AroonDown. Честно говоря, я не думаю, что вы будете использовать Aroon.</p>
<p>Осциллятор Aroon может существенно дополнить вашу торговую стратегию, помогая вам определить возможные развороты тренда и дивергенции. В этом окончательном руководстве я проведу вас через все, что вам нужно знать о использовании индикатора Aroon в вашей торговой стратегии. Независимо от того, являетесь ли вы новичком или опытным трейдером, понимание и эффективное использование этого мощного инструмента может значительно повысить ваш успех на финансовых рынках. <a href="https://www.youtube.com/results?search_query=%D0%B1%D0%B5%D0%B7%D0%B8%D0%BD%D0%B4%D0%B8%D0%BA%D0%B0%D1%82%D0%BE%D1%80%D0%BD%D1%8B%D0%B5+%D1%81%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D0%B8+%D1%84%D0%BE%D1%80%D0%B5%D0%BA%D1%81">безиндикаторные стратегии форекс</a> Если рассматривать работу с простыми скользящими средними, их должно быть две на графике с периодами 5 и 20. Сигналы появляются при одновременном пересечении между собой кривых скользящих средних и линий индикатора Aroon.</p>
<h2>Ложные Сигналы В Работе С Индикатором Aroon</h2>
<p>Aroon — инструмент технического анализа, позволяющий определить направление и силу тренда, или отсутствие трендового движения во время флета. Как для новичков, так и для опытных трейдеров, индикатор Aroon может быть полезен. Вы можете использовать индикатор с различными временными интервалами и всегда управлять рисками. Комбинируйте сигналы с другими техническими индикаторами и инструментами для лучших результатов. Линии Aroon Up и Down показывают, сколько времени прошло с последнего максимума или минимума в текущем периоде.</p>
<h2>Индикатор Pivot Factors: Что Это И Как Его Использовать В Трейдинге</h2>
<p>Перед тем, как пользоваться алгоритмом на новой валютной паре, следует заново подобрать наиболее оптимальные настройки, а также изучить потенциальные точки входа в ретроспективе. Индикатор Арун в качестве основных показателей использует экстремальные значения, которые инструмент приминает во время трендового движения, и значения пересечения с нулевой осью. Как и с любым техническим индикатором, личный опыт и стиль торговли играют значительную роль в эффективном использовании Aroon. У каждого трейдера свои уникальные предпочтения и уровень риска. Поэтому важно проводить обратное тестирование и экспериментировать с различными настройками и временными интервалами, чтобы найти то, что работает лучше всего для вашего торгового подхода.</p>
<p>Иными словами, осциллятор Aroon позволяет трейдеру определить, стоит ли принимать во внимание сигналы индикатора Aroon о формирующемся тренде, подтверждая или опровергая их. Осциллятор представляет собой разницу между Aroon Up и Aroon Down и принимает значения от 0 до 100 percent. Когда он близок к 100%, трейдер получает подтверждение надёжности сигнала, поступающего от линий Aroon. Ранее мы говорили, что если Aroon Up находится высоко, а Aroon Down — низко, это признак надвигающегося восходящего тренда. <a href="https://boriscooper.org/">https://boriscooper.org/</a> В таком случае для подтверждения сигнала осциллятор тоже должен принять большое значение. Таким образом, он позволяет нам определить, насколько надёжны показания индикатора Aroon.</p>
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		<title>Лондонская фондовая биржа акций LSE Большой Банкир</title>
		<link>https://ajial.com.kw/londonskaja-fondovaja-birzha-akcij-lse-bol%d1%8cshoj-2/</link>
					<comments>https://ajial.com.kw/londonskaja-fondovaja-birzha-akcij-lse-bol%d1%8cshoj-2/#respond</comments>
		
		<dc:creator><![CDATA[Genevive Generalao]]></dc:creator>
		<pubDate>Wed, 04 Dec 2024 09:35:57 +0000</pubDate>
				<category><![CDATA[Форекс обучение]]></category>
		<guid isPermaLink="false">https://ajial.com.kw/londonskaja-fondovaja-birzha-akcij-lse-bol%d1%8cshoj-2/</guid>

					<description><![CDATA[Основанная не знаешькак стать брокером заходи мы расскажем! в Италии, CC &#38; G предоставляет клиринговые услуги торговым площадкам. После завершения]]></description>
										<content:encoded><![CDATA[<p>Основанная <a href="https://fxdu.net/ne-znaeshkak-stat-brokerom-zakhodi-my-rasskazhem/">не знаешькак стать брокером заходи мы расскажем!</a> в Италии, CC &amp; G предоставляет клиринговые услуги торговым площадкам. После завершения приобретения контрольного пакета акций клирингового центра LCH в мае 2013 года LSEG теперь владеет большинством акций клиринговых услуг в Великобритании, континентальной Европе и США. Лондонская фондовая биржа является ведущим разработчиком высокопроизводительных торговых платформ и программного обеспечения фондовых рынков для клиентов по всему миру. Другим вариантом может стать использование европейского брокера, сотрудничающего с россиянами – примерами таких брокеров могут быть Saxobank и менее надежный на мой взгляд Exante. Во всех этих случаях возможно общение на русском языке и статус квалифицированного инвестора не нужен, однако налоги придется платить самому. Входной порог примерно тот же, что и в предыдущем случае – но бывает меньше.</p>
<h2>Непрерывно мониторинг и оценка ваших инвестиций</h2>
<p>Именно там, среди запахов глиняных трубок, кофе и других «дурных ароматов» зародилась Лондонская фондовая что такое нон фарм биржа. В ходе обучения можно не только освоить базовые правила биржевой торговли, но и попрактиковаться делать это на демо-счете. Но при этом он обладает теми же свойствами, что и реальный торговый счет. На рынке Великобритании авторитетные источники могут помочь в отслеживании этих тенденций и проведении необходимых исследований, например, веб-сайты Лондонской фондовой биржи или Financial Times. Платформы онлайн-брокеров часто предоставляют рыночные данные в режиме реального времени и аналитические инструменты, которые могут помочь новичкам более эффективно понять эти тенденции в отрасли.</p>
<h2>Биржа</h2>
<p>Лондон, в частности, является финансовым хабом с множеством банков, финансовых <a href="https://vizerunok.com.ua/kak-zarabotat-na-foreks-bez-vlozhenij/">как заработать на форексе без вложений</a> учреждений и компаний. Это место, где сходятся интересы многих транснациональных корпораций. Все эти преимущества привлекают международных инвесторов, желающих выйти на фондовый рынок Великобритании. Через свои первичные рынки Лондонская фондовая биржа (LSE) обеспечивает рентабельный доступ к некоторым из самых крупных и ликвидных пулов капитала в мире. Он является домом для широкого круга компаний и обеспечивает электронную торговлю акциями для зарегистрированных на бирже компаний.</p>
<ul>
<li>В 1986 году в Великобритании произошло изменение регулирования финансовых рынков, обычно называемое “Большим взрывом” (Big Bang).</li>
<li>Поэтому целесообразно привлечь профильного юриста, специализирующегося на консультировании в сфере корпоративного права, структурировании сделок с ценными бумагами.</li>
<li>Помимо каналов непосредственно клиентам, информация также распространяется через таких поставщиков как Bloomberg и Thomson Reuters.</li>
<li>У британских трейдеров нет проблем с покупкой акций на LSE через местного брокера, но у жителей других стран могут возникнуть трудности.</li>
</ul>
<p>При этом каждый год менеджмент концерна разрабатывает новые проекты, увеличивая объемы добычи и удлиняя протяженность газотранспортной системы. Бирже LSE официально уже 220 лет, хотя неофициальное основание было еще 450 лет назад. История создания довольно обширная и длинная, на ней не будем долго останавливаться. Начинающих инвесторов больше интересует, как можно получить доступ на лондонскую биржу. Что для большинства инвесторов в России не так просто получить доступ. Контракты CFD предлагают трейдерам определённые преимущества и позволяют использовать популярную торговую платформу MetaTrader 4, которая поддерживает автоматизированную торговлю.</p>
<h2>Способ третий: покупка акций LSE в виде депозитарных расписок (ADR)</h2>
<p>В нем учитываются курсы акций перечисленных выше компаний и еще 9 фирм, зарегистрированных в оффшорных зонах, но действующих в РФ. <a href="https://forexww.org/put-cherepah/">путь черепах</a> Самый показательный европейский биржевой индикатор – индекс FTSE 100 Index (Financial Times Stock Exchange Index). Суммарная стоимость учитываемых в нем 100 компаний составляет более 80% общего показателя биржи. Это всемирно известные промышленные и торговые гиганты «Shell», «Toyota», «Boeing», «HSBC», «BP», «General Electric», «Tobacco», «BASF», «Unilever» и др. Интересно, что самая старая компания двадцатки появилась на бирже еще до начала второй мировой войны.</p>
<h2>Сопровождение сделок по приобретению ценных бумаг: ценные бумаги, операции с которыми можно проводить на LSE</h2>
<p>Необходимо проверить все аспекты, связанные с заимствованиями фирмы, такие как долгосрочные, среднесрочные и краткосрочные обязательства, и сравнить их с ее активами и собственным капиталом. Компании с более низким соотношением долга к собственному капиталу обычно считаются более перспективными для инвестиций. Одним из наиболее важных шагов перед инвестированием в компанию является оценка ее финансового состояния. Инвесторы могут сделать это, глядя на финансовые параметры, такие как рост доходов, размер прибыли, рентабельность капитала и чистая прибыль.</p>
<p>Лондонская фондовая биржа предлагает широкий выбор акций, облигаций, фондов и других финансовых инструментов. Главная задача Лондонской биржи — перераспределить активы компаний среди инвесторов. Имея зарубежный брокерский счет или счет у международного брокера, в Великобритании купить акции можно на любом фондовом рынке мира. Покупка акций в спекулятивных целях производится в торговом терминале, предоставляемом брокером. С помощью функционала торгового терминала можно как купить акции на Лондонской бирже, так и продать их.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="604px" alt="как купить акции на лондонской бирже" 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" /></p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' width="600px" alt="как купить акции на лондонской бирже" 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" /></p>
<p>За фьючерсами на нефть Brent инвесторы могут идти и на Московскую биржу. Многие опасаются это делать, считая этот вид заработка слишком сложным и недоступным. На самом деле не все так сложно, как может показаться на первый взгляд. Это вполне объяснимо так как инвестиции в ценные бумаги (акции, облигации, ETF) открывают большие возможности.</p>
<ul>
<li>Другая стратегия — продавать, когда фундаментальные показатели компании, в которую вы инвестировали, меняются к худшему.</li>
<li>Рассмотрение таких инструментов может помочь подготовиться к возможным рыночным изменениям.</li>
<li>Основанная в Италии, CC &amp; G предоставляет клиринговые услуги торговым площадкам.</li>
<li>Связанная партнерскими отношениями с международными биржами в Азии и Африке, LSE намерена устранить стоимостные и нормативные барьеры на рынках капитала по всему миру.</li>
<li>Контракты CFD предлагают трейдерам определённые преимущества и позволяют использовать популярную торговую платформу MetaTrader 4, которая поддерживает автоматизированную торговлю.</li>
<li>Инвесторы могут купить акции публичных компаний в Великобритании, используя специального биржевого брокера.</li>
</ul>
<p>К ним относятся отмена минимальных фиксированных комиссий по сделкам и устранение разделения между компаниями, торгующими акциями, и теми, которые консультируют инвесторов. Наилучшим на мой взгляд является вариант американского брокера, имеющего доступ на европейские биржи – депозит у такого брокера получает максимальную защиту, а входной порог может быть ниже $. Как пример можно привести брокера Captrader, который является представляющим брокером Interactive Brokers. Счет таким образом открывается у последнего, а входной порог начинается всего от евро.</p>
<p>Существует несколько стратегий минимизации налога на прирост капитала. К ним относятся использование вашего ежегодного необлагаемого налогом пособия, передача активов супругу или гражданскому партнеру, компенсация убытков за счет прибыли и инвестирование в эффективные с точки зрения налогообложения схемы, такие как индивидуальные сберегательные счета (ISA) или схема корпоративных инвестиций (EIS). Регулярные обзоры портфеля могут дать представление о том, как работают ваши инвестиции и соответствуют ли они вашим финансовым целям. Эти проверки могут проводиться ежегодно или раз в полгода в зависимости от ваших предпочтений. Они могут помочь вам сбалансировать ваш портфель, то есть скорректировать пропорции различных типов активов в вашем портфеле в зависимости от их эффективности.</p>
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