<?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/"
	>

<channel>
	<title>DBM Azores &#187; Форекс обучение</title>
	<atom:link href="http://www.dbmazores.com/category/foreks-obuchenie/feed/" rel="self" type="application/rss+xml" />
	<link>http://www.dbmazores.com</link>
	<description>Sport Fishing Charters &#124; Pico island, Azores</description>
	<lastBuildDate>Fri, 29 May 2026 18:46:32 +0000</lastBuildDate>
	<language>pt-PT</language>
		<sy:updatePeriod>hourly</sy:updatePeriod>
		<sy:updateFrequency>1</sy:updateFrequency>
	<generator>https://wordpress.org/?v=3.8.41</generator>
	<item>
		<title>Мультипликатор На Форексе: Что Это Такое И Как Использовать</title>
		<link>http://www.dbmazores.com/mul%d1%8ctiplikator-na-forekse-chto-jeto-takoe-i-kak/</link>
		<comments>http://www.dbmazores.com/mul%d1%8ctiplikator-na-forekse-chto-jeto-takoe-i-kak/#comments</comments>
		<pubDate>Wed, 12 Jul 2023 04:54:31 +0000</pubDate>
		<dc:creator><![CDATA[Luis Ermida]]></dc:creator>
				<category><![CDATA[Форекс обучение]]></category>

		<guid isPermaLink="false">http://www.dbmazores.com/?p=7522</guid>
		<description><![CDATA[Для инвестора мультипликатор на валютном рынке Форекс станет идеальным вариантом корректировки параметров взаимного сотрудничества с управляющим трейдером. Индикатор позволяет оптимизировать процесс ведения торговли, способствует снижению уровня рисков с пропорциональным ростом прибыльности. Инвестирование с использованием мультипликатора, кредитного плеча сопряжено с высокими рисками потери депозита полностью или в части. Если клиент не понимает схему работы индикатора, не [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Для инвестора мультипликатор на валютном рынке Форекс станет идеальным вариантом корректировки параметров взаимного сотрудничества с управляющим трейдером. Индикатор позволяет оптимизировать процесс ведения торговли, способствует снижению уровня рисков с пропорциональным ростом прибыльности. Инвестирование с использованием мультипликатора, кредитного плеча сопряжено с высокими рисками потери депозита полностью или в части. Если клиент не понимает схему работы индикатора, не стоит делать рискованных вложений, основываясь на данные статистики и потенциальную прибыль.</p>
<p>Именно благодаря этому работа с Альпари Россия отличается от простой форекс-торговли. Сделки клиентов на счетах стандарт Альпари не выводит на межбанк, а перекрывает внутри площадки брокера. Отчасти функционал Libertex напоминает платформы, «заточенные» под бинарные опционы. С начала года P/E JP Morgan заметно сгладился (сократился) за счет увеличения прибыли. Показатель Shiller P/E не дотягивает до пикового значения пузыря доткомов 1999 г. По прочим показателям российский рынок также низок, хотя консолидированная дивидендная доходность составляет вполне достойные 5,7% годовых.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="302px" alt="как работает мультипликатор на Forex"/></p>
<p>Если трейдер уверен, что прогноз был составлен с точностью до 80-90%, то он может выставить высокий показатель. Хотя при этом значительно увеличиваются риски, но при точном прогнозе потенциальная прибыль может оказаться тоже весьма привлекательной. И наоборот, если пользователь платформы Либертекс хочет войти в сделку, но не уверен в своем прогнозе, может ограничить риски, тем самым снизится сумма потенциальной прибыли.</p>
<p>Например, если у вас нет времени следить за ценой, или она меняется очень интенсивно, вы можете заранее выставить ограничение прибыли и идти по своим делам. Когда прибыль достигнет заданного уровня — сделка закроется автоматически, а деньги зачислятся на ваш счет. Ограничение прибыли (Take Profit) — это отложенный ордер, который помогает автоматически контролировать прибыль от торговли. В следующем уроке вы узнаете, что такое мультипликатор и как с его помощью быстро увеличивать прибыль.</p>
<h2>Терминал Libertex</h2>
<p>Но всегда стоит помнить, что мультипликатор работает одинаково и для прибыли, и для убытка. Мультипликатор — это коэффициент, на величину которого увеличиваются финансовые результаты того инструмента, в который инвестор инвестирует. Но тут есть 2 неудобных момента, которые могут ограничивать и инвестора, и трейдера. Чтобы найти выгодную подписку на сигналы трейдера, нужно провести небольшой анализ и отобрать самые лучшие варианты. Алгоритм анализа в целом похож на алгоритм анализа ПАММ-счетов, но со своими нюансами.</p>
<ul>
<li>При этом, торговля по 2-3 стратегиям одновременно будет эффективнее, поскольку позволяет диверсифицировать риски.</li>
<li>Share4you (подробнее в обзоре на Вебинвесте)- сервис копирования сделок, который относится к Форекс-брокеру Forex4you.</li>
<li>При регистрации на сайте мы автоматически создаём счёт для Libertex, а уже после, через соответствующую вкладочку в меню личного кабинета, делаем счета для MT4 и Rumus, если горим желанием.</li>
<li>При этом нельзя не отметить тот факт, что шаги мультипликатора свидетельствуют о том, что создатели однозначно не являются опытными инвесторами, т.к.</li>
</ul>
<p>Свеча зеленого цвета означает, что цена актива за период выросла. В начале часа цена актива установилась на отметке 1 — это цена открытия. Затем, под влиянием экономических событий, она опустилась до отметки 2 и возросла до отметки 3, но в конце часа зафиксировалась на отметке 4 и стала ценой закрытия. Совершение сделок на основе новостей и событий — это и есть фундаментальный анализ, которым пользуются трейдеры. Чтобы ограничить прибыль в момент открытия сделки выберите “Ограничить прибыль и убыток”.</p>
<p>Дело в том, что рынок Форекс работает по определенному принципу, что и способствует возникновению описанной выше ситуации. Соответственно сейчас если мультипликатор оставить на уровне x1 – то эффект от инвестиции будет точно такой же как и до ввода мультипликатора. Если менять мультипликатор, то доходность счёта управляющего будет умножаться на соответствующий коэффициент и так будет получена доходность инвестора. Это значит, что если управляющий трейдер нарушит данный порог риска, то, вероятно, что подавляющее большинство инвесторов будут убегать и повально начнут выводить свои средства.</p>
<p>Партнёр пожизненно получает от 40 до 60 % валового дохода брокера от приведённых им трейдеров и 5 % от заработка приведённых вебмастеров. Если каждый день со всех сделок мы уплачиваем брокеру 10 $ комиссионными, 10 % с них откладывается. Каждые два дня нам на счёт зачисляется по 2 $, потому что меньшую сумму зачислить нельзя (не менее 2 %). График рисуется в формате японских свечей, баров, линии, теневых свечей и точек.</p>
<h2>Что Такое Мультипликатор На Форексе И Как Он Работает</h2>
<p>В знаменатель подобных коэффициентов, как правило, идут доходные метрики, на которые имеют право как акционеры, так и кредиторы. Показатели дохода после выплаты процентов, в частности чистую прибыль, с EV согласовывать не логично. Соотношение капитализации компании и ее выручки за год, Price/Sales.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/06/5335a0ee-3831-49f5-8979-fc49cab2b04f.jpg" width="307px" alt="как работает мультипликатор на Forex"/></p>
<p>Веб-версия(libertex.fxclub.org) доступна трейдеру по тому же логину и паролю, что и мобильное приложение. Так как это одна платформа, результаты торговли синхронизируются автоматически. В этом видео вы узнаете, как открывать прибыльные сделки по стратегии «Вечерняя звезда» (ниже также размещен текстовый вариант этого урока). В этом видео вы узнаете, как открывать прибыльные сделки по стратегии «Просвет в облаках» (ниже также размещен текстовый вариант этого урока). Из этого урока вы узнаете о  простой стратегии «Молот», которая поможет легко определять сигналы на покупку и продажу любого актива. В этом видео вы узнаете, как открывать прибыльные сделки по стратегии «Молот» (ниже также размещен текстовый вариант этого урока).</p>
<h2>Практика: Как Заключить Первую Прибыльную Сделку</h2>
<p>Внешне копирование сделок очень напоминает торговлю роботами — всё точно так же проходит в автоматическом режиме. Более того, часто провайдеры сигналов сами торгуют с помощью советников. Рекомендуемый депозит для подписки на сигналы LoneWolf (сервис Share4you) меняется в зависимости от масштаба копирования сделок. Правильнее рассчитывать показатели самостоятельно, но это удел инвестдомов, ибо при таком раскладе оценка уже не является мгновенной.</p>
<div style='text-align:center'><iframe width='568' height='310' src='https://www.youtube.com/embed/mkp4zloJrdo' frameborder='0' alt='как работает мультипликатор на Forex' allowfullscreen></iframe></div>
<p>Так для промышленных компаний частенько используют показатель EV/Production и EV/Capacity, учитывающие уровень производства и мощности. Для нефтегазовых предприятий используется аналог с учетом резервов. Платформа Libertex полностью русифицирована, при этом в языке нет ни одной грамматической ошибки, что иначе и не могло быть, если учесть высочайший уровень компании Forex Club. То есть, трейдер через специальную программу (терминал, обычно MetaTrader) видит графики каких-либо торгуемых пар (например, EURUSD). Приняв решение купить или продать (в зависимости от того, куда ожидает движение цены) валюту, открывает сделку.</p>
<p>Надо понимать, что резюме требует дополнительного анализа и не является рекомендацией на покупку от текущих уровней. EV/EBITDA  – применяется для сопоставления компаний, работающих в разных системах учета и налогообложения. Итак, мультипликаторы, применительно к финансам компаний – это оценочные показатели стоимости компаний, позволяющие <a href="https://boriscooper.org/chto-takoe-multiplikator-v-forekse-i-kak-s-nim-rabotat/">Что такое мультипликатор на форексе и как он работает</a> выявить как недооцененные, так и переоцененные компании. Далее, чтобы понять, является ли компания переоцененной, либо недооцененной, нужно сопоставить данные бухгалтерской отчетности компании с ее рыночной стоимостью. Внедрение новых инструментов позволит существенно расширить инвестиционные возможности и диверсифицировать риски.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="304px" alt="как работает мультипликатор на Forex"/></p>
<p>Японские свечи — самый наглядный и информативный способ отображения графика, который показывает движение цены за конкретный, выбранный трейдером период. В этом видео вы узнаете, что такое японские свечи и как они помогают зарабатывать трейдерам. Кроме фундаментального анализа, они используют ещё и технический анализ, который невозможно проводить без понимания графика. Как работать с графиком в виде японских свечей мы расскажем в следующем уроке. Длинные очереди в магазинах и бешеный спрос приводят к росту стоимости акций Apple.</p>
<h2>Поговорим О Рисках</h2>
<p>Рассчитанный мультипликатор EV/EBITDA показывает нам, что реальное положение дел обеих компаний лучше, чем это говорит быстрый расчет по P/E. Мультипликатор на Форекс – универсальный инструмент торговли, который позволяет трейдерам и инвесторам оптимизировать процесс управления рисками и прибыльностью. Главное преимущество индикатора – защита депозита игрока от полного разорения. Сделки с отрицательным результатом прерываются в пиковый момент, размер убытка минимизируется. Активные манипуляции с индексом позволяют участникам валютного рынка получить лучший доход за счет изменения процента риска. Участник рынка, управляющий капиталом инвестора и стремящийся к успешной торговле, активно применяет мультипликатор, чтобы сделать более привлекательными ПАММ-счета.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.dbmazores.com/mul%d1%8ctiplikator-na-forekse-chto-jeto-takoe-i-kak/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
