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	<title>Форекс обучение &#8211; Glo-See Marketing &amp; PR</title>
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		<title>LamdaTrade реальные отзывы, торговые условия, счета, достоинства недостатки</title>
		<link>https://sophiadolphin.com/lamdatrade-real%d1%8cnye-otzyvy-torgovye-uslovija/</link>
		
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		<pubDate>Tue, 11 Apr 2023 09:37:05 +0000</pubDate>
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					<description><![CDATA[Внимательно рассматривая работу LamdaTrade можно отметить, что компания не предлагает клиентам бонусов или каких-либо акций. Единственным источником дополнительного дохода на сайте брокера LamdaTrade com может стать только партнерская программа фирмы.]]></description>
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" width="356px" alt="LamdaTrade официальный сайт"/></p>
<p><p>Внимательно рассматривая работу LamdaTrade можно отметить, что компания не предлагает клиентам бонусов или каких-либо акций. Единственным источником дополнительного дохода на сайте брокера LamdaTrade com может стать только партнерская программа фирмы. Трейдеры могут выполнять большинство функций платформ Metatrader 4 и Metatrader5 со своих мобильных устройств. Мобильная торговля на Форекс дает трейдерам возможность совершать сделки из любой точки мира.</p>
</p>
<div style='text-align:center'><iframe width='563' height='318' src='https://www.youtube.com/embed/e_DbkcAhPNw' frameborder='0' alt='LamdaTrade официальный сайт' allowfullscreen></iframe></div>
<p><p>Это первый брокер, месячный объем торговли которого превысил отметки в $1 и $2&nbsp;трлн. Поэтому, если вы твердо намерены посвятить себя торговле на Форекс, то уже сейчас сможете открыть счет в компании. А еще, вы всегда можете выразить свое собственное мнение о бренде, оставив комментарий под данным обзором. Чтобы связаться с сотрудником службы поддержки вы можете воспользоваться бесплатным номером на сайте или задать вопрос в онлайн-чате. Во втором случае вам предстоит предварительно указать свое имя, номер телефона и язык.</p>
</p>
<p><h2>лучших платформ для торговли биткойнами</h2>
</p>
<p><p>Для одновременной работы нескольких трейдеров брокер предоставляет мульти-терминал. LamdaTrade — неплохая компания, которая подойдет для новичка и для уже опытного трейдера. <a href="https://lamdatrade.world/">lamdatrade кухня</a> Сам был новичком в 2018-м, помогли разобраться, со мной работало несколько менеджеров, навели на форум, дали кучу информации, буквально всему научили.</p>
</p>
<p><p>Этот демо-счет будет особенно полезен, если вы новичок в бизнесе. Демо-счета опытных трейдеров также играют очень важную роль. Потому что демо-счет входит в портфель качественного брокера.</p>
</p>
<p><h2>Техническая поддержка клиентов</h2>
</p>
<p><p>Еще хочу отметить, что LamdaTrade не имеет лицензии Центробанка, на что я сразу не обратила внимания, поэтому связываться с данной конторой не советую. Также,  используя платформы LamdaTrade, торговать клиенты на финансовых рынках смогут круглосуточно, используя много дополнительных возможностей. На LamdaTrade трейдеры смогут найти несколько торговых платформ, что разрешит им выбрать оптимальный вариант под свои стратегии и индивидуальные потребности.</p>
</p>
<p><img decoding="async" 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" width="355px" alt="LamdaTrade официальный сайт"/></p>
<p><p>Учетные записи Standard и Professional не имеют торговых комиссий, но комиссия до 3,5 долларов США взимается с необработанной учетной записи и 3,5 долларов США с нулевой учетной записи. LamdaTrade предлагает трейдерам возможность торговать такими инструментами, как&nbsp;валютные пары Forex&nbsp;, металлы, криптовалюты, энергоносители, индексы и акции&nbsp;. Эта учетная запись как учетная запись LamdaTrade Instant Execution, поскольку трейдеры имеют доступ к отличному сидированию без комиссии / торговых сборов. Форекс-счет — это торговый счет, принадлежащий трейдеру в одной из компаний, таких как LamdaTrade, который в основном предназначен для торговли валютами. В дополнении к этому LamdaTrade является схема распределения доходов клиентов, которая представляет вероятность потери доходов клиента, если компания становится неплатежевой.</p>
</p>
<p><h2>Топ Форекс Брокеров</h2>
</p>
<p><p>Вы должны быть очень умны, тогда вы должны убедиться, что торговые брокерские компании имеют лицензию. Лицензия является доказательством того, что брокер полностью безопасен и проверен. Помните, что после рассмотрения необходимых критериев и необходимых правил организация признается. Еще одной примечательной особенностью LamdaTrade является обслуживание клиентов. У брокера есть специальная команда поддержки клиентов, которая доступна 24/5 через чат, телефон или электронную почту. Команда хорошо осведомлена и отзывчива, и они могут помочь трейдерам с любыми проблемами или вопросами, которые у них могут возникнуть.</p>
</p>
<ul>
<li>Что касается свопов, то их тоже можно посчитать средними по рынку.</li>
<li>Мошеннических действий за брокером пока не обнаружил, а вот менеджеры да, очень навязчивые и постоянно стараются склонить к пополнению счета.</li>
<li>Экснесс предлагает небольшой выбор CFD-контрактов на индексы акций некоторых развитых стран.</li>
</ul>
<p><p>Регистрация основной площадки в оффшоре компенсируется наличием лицензий в Европе и большим опытом работы. На счете Zero брокер с фиксированной комиссией в 3.5 USD даже значительно превосходит оффер Binance. Однако, стоит помнить, что торговля на платформе LamdaTrade ведется рискованными CFD-контрактами, а не реальной “криптой”, как в  случае биржи. Активных счетов, месячный оборот по которым превышает $200 млрд.</p>
</p>
<p><h2>Вебтерминал</h2>
</p>
<p><p>66-84% счетов розничных инвесторов теряют деньги при торговле CFD с поставщиками, представленными на этом сайте. Информация и видеоролики не являются <a href="https://fxday.info/foreks-broker-lamdatrade/">ламдатрейд вход</a> инвестиционными рекомендациями и служат для разъяснения рыночных механизмов. Тексты на этой странице не являются инвестиционными рекомендациями.</p>
</p>
<ul>
<li>В целом, LamdaTrade является авторитетным и надежным брокером, который предлагает широкий спектр финансовых инструментов, удобную торговую платформу и отличную поддержку клиентов.</li>
<li>Обзоры в целом неплохого качества, видно, что пишет их человек компетентный.</li>
<li>При этом, минимальный объем позиции будет составлять всего 1 цент.</li>
<li>Если внимательнее присмотреться к этому брокеру и протестировать его терминалы, то можно понять, что здесь всячески вставляют палки в колеса клиентам.</li>
<li>Спреды по этим активам всегда зависят от текущей ситуации на рынке.</li>
</ul>
<div style='text-align:center'><iframe width='563' height='313' src='https://www.youtube.com/embed/rv7G5sa7xtM' frameborder='0' alt='LamdaTrade официальный сайт' allowfullscreen></iframe></div>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Как Пользоваться Индикатором Atr</title>
		<link>https://sophiadolphin.com/kak-pol%d1%8czovat%d1%8csja-indikatorom-atr/</link>
		
		<dc:creator><![CDATA[SophiaDolphin]]></dc:creator>
		<pubDate>Thu, 02 Feb 2023 04:39:25 +0000</pubDate>
				<category><![CDATA[Форекс обучение]]></category>
		<guid isPermaLink="false">https://sophiadolphin.com/?p=18535</guid>

					<description><![CDATA[Восходящий тренд был, но его скорость была настолько малой, что Average True Range не помог его идентифицировать. Чем больше амплитуда волны индикатора в сравнении с предыдущими его значениями, тем больше]]></description>
										<content:encoded><![CDATA[<p>Восходящий тренд был, но его скорость была настолько малой, что Average True Range не помог его идентифицировать. Чем больше амплитуда волны индикатора в сравнении с предыдущими его значениями, тем больше вероятность разворота ценовой линии. В базовой версии установлен период «14» — инструмент использует данные последних 14 свечей. Для короткого интервала (до М15) лучше период увеличить, для интервалов выше Н4 — уменьшить. Например, на трейдерских форумах есть рекомендация для таймфрейма D1 отдавать предпочтение периоду «7». В окне можно зафиксировать верхний и нижний уровень — удобно, если нужно визуально сравнить волатильность предыдущих периодов с текущим.</p>
<p>Многие трейдеры Форекс изначально восприняли его холодно, но со временем он приобрел широкую популярность на валютном рынке Forex. Индикатор Average True Range в переводе с английского означает «истинный средний диапазон». Индикатор ATR (также Average True Range) был разработан для того, чтобы с легкостью определять волатильность валютных пар на Форекс. Именно расчет изменчивости рынка является основной задачей данного индикатора. Сам ATR относится к индикаторам технического анализа.</p>
<p>Рассчитать ATR форекс может любая трейдерская платформа. Мы же перейдем к практическим аспектам, и рассмотрим пример применения ATR, приведенный Александром Герчиком на одной из его лекций. Особенно полезно это будет новичкам, и трейдерам среднего уровня.</p>
<ul>
<li>В результате вы сможете смело применять этот индикатор в своей торговле.</li>
<li>Уэллсом Уайлдером, который презентовал его публике в 1978 г.</li>
<li>Прежде чем перейти к практическому применению этого инструмента, рассмотрим методику его расчета.</li>
<li>Average True Range начинает расти и в точке «1» — можно открывать длинную позицию.</li>
<li>Подобным образом ATR можно использовать в качестве ориентира не только для стоп-лосса, но и для тейк-профита.</li>
<li>Таким образом, индикатор позволяет минимизировать потери.</li>
</ul>
<p>Чтобы построить график, надо задать только временный период. По умолчанию там стоит значение 14, но его всегда можно изменить в силу особенностей отслеживаемых активов и собственных предпочтений. Например, при достаточно высокой волатильности инструментов есть смысл увеличить период — это снизит чувствительность индикатора и улучшит качество поступающих сигналов.</p>
<h2>Lwma Atr</h2>
<p>Индикатор автоматически отрисовывается на графике. Но нам нужно понимать основы и не принимать индикаторы как должное. Очевидно, что ATR просто показывает среднее значение между максимальной и низкой ценой за определенный период времени. Обычно ATR не используется для прогнозирования рыночных движений, поскольку индикатор только фиксирует уровень рыночной волатильности. В то же время всплески волатильности можно рассматривать, например, как указание на развитие нового тренда после побочной торговли.</p>
<p>Нам обязательно нужен дополнительный индикатор, например MA. С его помощью мы увидим выраженное направление движения рынка. Аналогично установке уровня стоп-лосса значение ATR также можно использовать для определения, сколько пунктов может пройти пара. Этот метод лучше всего работает на коротких интервалах с ценовым шумом — хаотичными непрогнозируемыми движениями ценовой линии в ту или иную сторону. Использование индикатора позволяет установить стопы на безопасном уровне, оставив в диапазоне зазор для ценового шума. После того, как Вы установили средний уровень диапазона, сигнал о покупке сформируется именно в тот момент, когда индикатор Average True Range пробьет его снизу вверх.</p>
<div style='text-align:center'><iframe width='561' height='316' src='https://www.youtube.com/embed/n2sw5DUX6aM' frameborder='0' alt='Что такое ATR в трейдинге' allowfullscreen></iframe></div>
<p>Тейк-профит рекомендуется выставлять чуть ниже полученной цифры. ATR(Average True Range)-  средний истинный диапазон. Разработчиком является аналитик Уэллс Уайлдер. Рабочей стратегии торговли, применяя только АТР нет.</p>
<h2>Atr Индикатор Волатильности На Форекс</h2>
<p>Кроме того, стоит принять во внимание наличие дополнительных сигналов, которые дают другие технические индикаторы, чтобы подтвердить правильность решения. В противном случае такую точку входа лучше пропустить. На рисунке показан пример торговой стратегии на пробое границ консолидации. Обратите внимание, что мы отметили средний уровень индикатора ATR на уровне zero,0039, чтобы разделить верхнюю и нижнюю части индикатора. Если линия ATR находится в верхней половине во время вашей торговли, вы можете рассмотреть возможность умножения минимального потенциала цели вашего паттерна на 2.</p>
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" width="300px" alt="Что такое ATR в трейдинге"/></p>
<p>Если вы практикующий трейдер с хорошо подготовленным взглядом на рынок, индикатор ATR предложит вам возможность переосмыслить свои подходы к торговле. Так, например, среднедневной ATR по паре GBP/USD расширился на фоне «Брекзит». Так, в 2014 году ATR по паре был примерно равен one hundred пунктам, а в январе 2020 года он расширялся в среднем до 270 пунктов. Начнем с того, что указатель ATR можно найти в стандартном наборе индикаторов MT4.</p>
<h2>Индикатор Adx: Индекс Среднего Направления Движения</h2>
<p>Потому что в отличие от других торговых индикаторов, которые измеряют импульс, направление тренда, уровни перекупленности и т.д., индикатор ATR не является таковым. Вместо этого он представляет собой нечто совершенно иное. И при правильном использовании Average True Range является одним из самых мощных&#8230; Первые упоминания об АТР появились в книге «Новые концепции технического анализа». Сразу же после анонса, этот индикатор стал повсеместно применяться на всех торговых инструментах. АТР (Average True Range) — это индикатор из рода осцилляторов, разработанный Уэллсом Уайлдером, автором индикатора RSI и различных нестандартных торговых систем.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="Что такое ATR в трейдинге"/></p>
<p>Следует отметить, что пока что трейлинг-стоп доступен только на некоторых крупных биржах, включая Bitfinex. Рисуем линию тренда, ATR наступает на пол, вход на отскоке по тренду. При работе с трендом имеет смысл  использовать Average True Range в качестве дополнения. И обязательно посмотрите видео об ATR от Александра Герчика ниже.</p>
<h2>Характеристики Индикатора</h2>
<p>Цена, в свою очередь, начала резкое движение в правильном направлении. Пока ATR ниже скользящей средней, движение мало и рынок спокоен. Когда ATR превышает свое восходящее среднее, начинается тренд.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://boriscooper.org/wp-content/uploads/2021/08/f31afcd1-a287-4a17-a36f-1d6c98fb04c7-scaled.jpg" width="302px" alt="Что такое ATR в трейдинге"/></p>
<p>Метод не идеален, но его можно рассматривать как вариант определения точек входа в рынок и направления движения цены. Индикатор ATR чаще всего используется для анализа текущей рыночной ситуации. Наиболее частое его применение — определение ключевых уровней расстановки отложенных и стоп-ордеров.</p>
<p>Торговля по нескольким таймфреймам с уровнями и ATR. Стопы обычно ставятся в районе локальных экстремумов с небольшим отступом от них. Вопрос — как правильно определить, какие экстремумы можно называть локальными и не будут ли стопы зацеплены ценовым шумом. Большие таймфреймы используются преимущественно для предварительного анализа. Например, основной таймфрейм — Н1, таймфрейм для анализа — D1. Давайте разберемся в расчете индикатора ATR, чтобы лучше понимать принцип его работы.</p>
<p>Как видите, в какой-то момент цены снова входят в полосу Боллинджера, а atr продолжает показывать максимумы волатильности. Это сигнал о возможном исчерпании тренда и трейдеру <a href="https://boriscooper.org/atr-indikator-chto-eto-i-kak-vygodno-ispolzovat/">что такое atr</a> следует искать сигнал для открытия медвежьей позиции (sell). Такой сигнал появляется в виде перевернутого молота. На следующей свече открываем короткую позицию.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Instaforex Инстафорекс отзывы и обзор брокера</title>
		<link>https://sophiadolphin.com/instaforex-instaforeks-otzyvy-i-obzor-brokera/</link>
		
		<dc:creator><![CDATA[SophiaDolphin]]></dc:creator>
		<pubDate>Fri, 06 Aug 2021 09:09:40 +0000</pubDate>
				<category><![CDATA[Форекс обучение]]></category>
		<guid isPermaLink="false">https://sophiadolphin.com/?p=18787</guid>

					<description><![CDATA[Потом они на всех форумах писали, что все вернули, тем кто прогорел на этой сделке. Ещё один момент, когда им пишешь, что то неприятное для них, тебе не отвечают, просто]]></description>
										<content:encoded><![CDATA[<p>Потом они на всех форумах писали, что все вернули, тем кто прогорел на этой сделке. Ещё один момент, когда им пишешь, что то неприятное для них, тебе не отвечают, просто игнорируют. Не могу сказать, что они супер честный брокер, но торговать можно. Существенными <a href="https://g-forex.org/instaforex/">https://g-forex.org/instaforex/</a> преимуществами взаимодействий с «Инста Форекс» считаю, что можно работать даже новичку, каким я и был на момент знакомства с ним. Брокер заинтересован в своих пользователей, поэтому на сайте есть обучение и помещены видеоуроки, а также много бонусов.</p>
<p>Комиссия за финансовые операции варьируется в зависимости от типа платежной системы и составляет от 0,5% до 3,5%. В качестве поддержки через чат есть элемент везения. В большинстве случаев мы получали грамотные ответы.</p>
<p>Брокер, который вставляет слово forex в свое название, по идее должен предоставлять отличный выбор валютных пар для торговли. 110 валютных пар – это больше, чем у большинства брокерских компаний, о которых есть обзоры на нашем сайте. Наш опыт показал, что клиентов не из ЕС сразу перенаправляют на instaforex.com. Это подразделение лицензировано Комиссией по финансовым услугам Британских Виргинских островов (FSC) в соответствии с Законом о ценных бумагах и инвестиционном бизнесе (SIBA) БВО. Также сравним, сколько придется заплатить за исполнение лота в CFD на акции размером 5.000 USD у брокеров Instaforex, XTB и Forex Club.</p>
<p>Список доступных финансовых инструментов в компании постоянно обновляется. Клиенты InstaForex были первыми в мире, кто получил возможность торговать такой популярный валютой как Bitcoin. Добрый день Sessil, благодарим вас за выбор и доверие именно нашей компании. Международный брокер ИнстаФорекс является официальным титульным спонсором команды-участницы ралли-рейда «Дакар» InstaForex Loprais Team. Знакомьтесь с простым и безопасным обменником для цифровых валют и других популярных активов.</p>
<h2>InstaForex отзывы</h2>
<p>Итак, в разделе для начинающих на сайте Инстафорекс представлены курсы для самостоятельного изучения основ трейдинга. Если вы планируете сделать паузу и немного отвлечься от трейдинга, то Инстафорекс предлагает пользователям раздел с Форекс-юмором или форум для неформального общения. Чтобы получить бонус 30%, пополните счет любым способом и заполните заявку на участие в программе. Это может быть неудобно для некоторых трейдеров, но это общепринятая практика среди брокеров для предотвращения отмывания денег.</p>
<ul>
<li>Их коллекция пополняется каждый год, что подтверждает особый статус брокера.</li>
<li>Регистрация завершена, однако брокер сразу же предложит пройти верификацию.</li>
<li>В этом компоненте Instaforex не превосходит своих конкурентов.</li>
<li>Что примечательно, если вы захотите открыть счет в Instaforex EU и начнете проходить процедуру открытия счета, вы скоро получите звонок на номер, указанный на первом этапе процедуры.</li>
<li>Тут на выбор дается 100 тысяч счетов, с которых система будет копировать сделки на ваш счет.</li>
<li>Это позволяет компании поддерживать лидирующее положение на рынке.</li>
</ul>
<p>Мы обеспечиваем трейдеров универсальными инструментами для работы на рынке. Главная функция форекс-брокера InstaForex – это предоставление инвестиционного обслуживания высочайшего уровня, нацеленного на получение прибыли от работы на финансовых рынках всего мира. Хотя Инстафорекс и не входит в «высшую лигу» Форекс брокеров, он обеспечивает вполне достойный уровень сервиса. Тарифы и условия работы идеально подходят для начинающих трейдеров. Фиксированные спреды позволяют не отвлекаться на расчет котировок, бонусы на депозит помогают стартовать в более выгодных условиях, а аналитика и обучение страхуют от необдуманных решений. Профессионалам с большими депозитами на Инстафорекс может быть тесно — как из-за отсутствия ECN-счетов, так и из-за низкой ликвидности.</p>
<h2>ИнстаФорекс — брокер номер один в Латинской Америке</h2>
<p>Наличие в адресной строке подтверждает подлинность сайта и высокий уровень защиты ваших данных. Остерегайтесь поддельных форм авторизации, с помощью которых мошенники могут пытаться получить доступ к вашей персональной информации. Это с большой вероятностью означает, что брокер играет по установленным регулятором правилам и соответствует его требованиям.</p>
<h2>Система копирования сделок ForexCopy</h2>
<p>Далее клиенту предлагают перейти в клиентский кабинет. Но некоторые функции аккаунта будут ограничены, так как для полноценной работы необходимо заполнить личные данные и пройти два уровня верификации. InstaForex часто пользуются инвесторы, используя ПАММ-счета. В случае с солидными клиентами платформа занимается разработкой персональной VIP-программы.</p>
<h2>Бонусы за депозит</h2>
<p>Принцип партнерской программы заключается в привлечении новых пользователей на официальный сайт InstaForex, путем регистрации клиентов через специальную реферальную ссылку. Сумма вознаграждения за привлеченных рефералов может разниться в зависимости от статуса пользователя. Другой обоснованный метод работы с  брокером – открытие счета в европейской юрисдикции и подключение сервиса ForexCopy.</p>
<p>Важным преимуществом брокера является наличие центовых и исламских счетов, копирования сделок и ПАММ-счетов, VPS, а также возможности торговли бинарными опционами. Официальный сайт Инстафорекс работает сразу в двух доменных зонах — .com и .org. Google и Яндекс обычно ведут на сайт instaforex.com, но у многих пользователей он просто не открывается.</p>
<p>В этом случае деньги остаются на вашем счете, но торговые решения принимает другой трейдер. Фактически вы покупаете сигналы на покупку или продажу, которые выполняются автоматически, без вашего участия. В нашем обзоре брокера мы используем всестороннюю и прозрачную методологию, которая позволяет оценивать различные аспекты его деятельности. Это включает в себя исследование регулятивных стандартов, условий торговли, качества обслуживания клиентов и многого другого.</p>
<p>Надо заметить, что 2016 год стал очень удачным для компании InstaForex. CNBC Business Magazine – авторитетное европейское издание – назвала ее самой динамичной развивающейся компанией на рынке Форекс. В этом же году в Москве и Куала-Лумпур проходили выставки ShowFxWorld и ShowFxAsia, где компания также была признана лучшем forex-брокером. Условия получения 55% бонуса просты &#8211; откройте и пополните торговый счет любым удобном способом, а затем отправьте заявку на получение бонуса.</p>
<p>Выйти на фондовую биржу можно только через посредника (брокер или банк). На фондовом рынке можно купить реальные ценные бумаги (например, акции Apple Inc.), а не просто играть на их цене (фактически ими не владея). Торговые советники &#8211; автоматическая торговля, используя сигналы для начала сделки.Copy-трейдинг &#8211; автоматическое копирование сделок успешных трейдеров. Эта платформа становится все более востребованной, потому как она оптимизирует работу  с помощью сервиса «все в одном». Также доступен эффективный тех/анализ и торговые системы.</p>
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