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	<title>Agora Ministries &#187; Trading School</title>
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	<description>The Columbus inner city youth ministry</description>
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		<title>Форекс</title>
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		<pubDate>Thu, 08 Oct 2020 19:27:28 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Trading School]]></category>

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		<description><![CDATA[Форекс Их границы указывают на цену открытия и закрытия. Линии показывают минимальное и максимальное значение за определенный временной отрезок. Длинной нижняя тень сигнализирует о начале бычьего рынка, удлиненная нижняя тень указывает на медвежий рынок. Почитали спецификации, посмотрели примеры – все стало понятно. Не буду вдаваться в подробности нашей системы, но она оценивала график на разных [&#8230;]]]></description>
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<h1>Форекс</h1>
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" width="253px" alt="заработок на бирже форекс"/></p>
<p>
<p>Их границы указывают на цену открытия и закрытия. Линии показывают минимальное и максимальное значение за определенный временной отрезок. Длинной нижняя тень сигнализирует о начале бычьего рынка, удлиненная нижняя тень указывает на медвежий рынок.</p>
</p>
<p>
<p>Почитали спецификации, посмотрели примеры – все стало понятно. Не буду вдаваться в подробности нашей системы, но она оценивала график на разных периодах и подсвечивала интересные моменты, в которых, по нашему предположению, начиналась торговля. Да вот только слитая сумма почти в 600 <a href="https://bdstrananhgroup.net/otzyvy-o-shkola-trejdinga-borisa-kupera/">заработок на бирже форекс</a> долларов уже не казалась нам пустяковой, и мы решили немного сбавить обороты. Перешли на совсем малые размеры сделок, пытались открываться строго по системе. С остатков депозитов около 100 долларов мы зарабатывали по 1-2 два доллара за сделку, которая могла длиться не один день.</p>
</p>
<p>
<p>Больше информации о том, как заработать на биржах, доступно на сайте <a href="https://www.google.com/search?q=%D0%A7%D1%82%D0%BE+%D1%82%D0%B0%D0%BA%D0%BE%D0%B5+%D1%84%D0%BE%D1%80%D0%B5%D0%BA%D1%81&#038;oq=%D0%A7%D1%82%D0%BE+%D1%82%D0%B0%D0%BA%D0%BE%D0%B5+%D1%84%D0%BE%D1%80%D0%B5%D0%BA%D1%81&#038;aqs=chrome..69i57j0l7.5151j0j7&#038;sourceid=chrome&#038;ie=UTF-8">Что такое форекс</a> tradernew.pro. Там же вы сможете узнать, как пополнить счёт Форекс.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="заработок на бирже форекс"/></p>
<p>
<h2>Бинарные опционы на 60 секунд и как правильно ими торговать</h2>
</p>
<p>
<p>А теперь мы покажем на реальном примере, как заработать деньги через Интернет, используя возможности международного валютного рынка. Если вы не желаете рисковать собственными финансами, но уже знаете, как заработать много денег, торгуя валютой на рынке Forex, вы сможете вначале попробовать себя на демо-счете. Итак, чтобы заработать деньги дома, используя все возможности международного рынка валют, вам в первую очередь следует укротить свои азартные наклонности. Именно эта работа над собой требует большего внимания и времени, чем какие-либо математические вычисления, которых, кстати, и проводить-то особо не потребуется.</p>
</p>
<p>
<p>Счет занимает 6-е место в рейтинге на площадке Alpari и существует уже 4,5 года. Общая доходность превысила %, но лишь потому, что трейдер на первых порах торговал очень агрессивно. Один предусматривает слежение за фигурами на графике. Их не нужно использовать много, достаточно двух-трех и сделку стоит совершать, когда все на это указывают.Третий метод предполагает слежение по свечам.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="заработок на бирже форекс"/></p>
<p>
<p>Яркая аналогия — сколько вы знаете успешных предпринимателей с бизнес-образованием? Всегда важнее практика, теория является лишь малозначимым дополнением. В трейдинге успех в большей степени зависит <a href="https://ru.wikipedia.org/wiki/Валютный_рынок">Валютный рынок</a> от вашей психологии и умения следовать стратегии. У трейдера периодически есть довольно сильные просадки, но они не затянуты по времени. В целом кривая доходности выглядит естественно.</p>
</p>
<p>
<h2>Виды бирж и история Форекс</h2>
</p>
<p>
<p>Правила трейдера – это сводка опытных наработок на рынке зарабатывающими трейдерами. Следуя правилам трейдера, вы обеспечите себе стабильный заработок. В процессе применения этих правил вас не ждет сразу высокая прибыль, но по мере освоения их, придет мастерство, а вместе с мастерством и высокий заработок. Вы открываете торговый счет, пополняете его деньгами и начинаете совершать сделки на рынке CFD и FOREX.</p>
</p>
<p>
<ul>
<li>Собрались мы с силами и положили на депозиты еще по 500 долларов.</li>
<li>Выработали системы свои, графики там, стрелочки, почти как профи.</li>
<li>Ну просто 125 нужно было на одну сделку, а не факт, что именно она выстрелит, да и чтобы запас был небольшой.</li>
</ul>
<p>
<h2>Мифы о торговле на валютном рынке</h2>
</p>
<p>
<p>Если хотите вложить деньги, старайтесь выбирать более консервативные варианты с доходностью в районе 50 – 100% годовых, и распределяйте капитал по нескольким разным счетам. Как правило, на них используется система Мартингейла <a href="http://pricekochindustries.com/%e1%90%88-shkolu-trejdinga-borisa-kupera/">http://pricekochindustries.com/%e1%90%88-shkolu-trejdinga-borisa-kupera/</a> с удвоением лота после убытков, которая рано или поздно сольет, и это в лучшем случае. В худшем — торговля без правил на удачу, тогда слив будет очень скоро. Примерно так, как на кривой доходности ниже.</p>
</p>
<p>
<p>Если же вы еще сомневаетесь в том, что заработать в сети на рынке Forex можно реальные суммы денег, обратите свое внимание на современных Интернет-трейдеров. Итак, к вечеру котировка пары евро/доллар повышается с 1,400 до 1,410. Таким образом, вы сможете заработать денег в Интернете на протяжении одного рабочего дня. Вы продаете имеющиеся у вас евро уже по цене 1,410 и получаете разницу в 100$.</p>
</p>
<p>
<p>У автора стратегии которого я привел доход идет со всех сторон… он другим буратинам помогает сделать деньги. Ответ пришел как озарение – нужно написать помощника. Ведь именно хладнокровная машина сможет, не поддавшись панике и АЗАРТУ, объективно оценить ситуацию на рынке. Почти все современные терминалы имеют встроенные языки программирования, а мы, к слову сказать, по профессии именно программисты. Задумка была невинной – написать помощника, который оценивал бы рынок по ряду факторов и подсказывал нам, стоит ли открывать сделку или нет.</p>
</p>
<p>
<h2>Этот форекс не для всех</h2>
</p>
<p>
<p>Лучше всего обратить внимание на курсы от призеров конкурса ЛЧИ, например, у Виктора Тарасова. Такой титул дает хотя бы минимальную гарантию. Достаточно написать на коленке в MQL4 очередную ерунду с положительной статистикой и открыть доступ за деньги в Market-платформу. На реальном счете они с легкостью сливают из-за спредов, неучтенных тиков и прочих вещей.</p>
</p>
<p>
<h2>Стратегии рынка Форекс</h2>
</p>
<p>
<p>Речь уже шла о техническом и фундаментальном анализе. Таким образом индикаторами Форекс называются особые программы, которые с помощью математических вычислений цен и объемов помогают спрогнозировать курс валюты.</p>
</p>
<p>
<p>-))) Один выход, надо быть заведомо состоятельным, чтобы торговать через брокера, а лучше у самого принципала. Но если прибыль зашкаливает, то против вас тут же посадят персонального брокера, который сделает все, чтобы вывести вас из равновесия, довести вас до психа и соответственно слива. Более того ничтоже сумняше многие ДЦ заявляют, что деньги трейдера находятся на их счете. Получается, при мизерной капитализации они имеют млрдные активы, из которых выдается маржинальное плечо многочисленным трейдерам. И чтобы надежность банка не была под сомнением, банк-принципал перекладывает риски на трейдеров, торгующих на свой страх и риск.</p>
</p>
<p>
<h2>Лучшие брокеры для торговли на Форекс</h2>
</p>
<p>
<p>И идти к цели придется многие годы, живя при этом на доходы от других источников. Возникают первые попытки предсказать рынок с помощью технического анализа. Конечно, уже не первый раз <a href="https://www.google.ru/search?newwindow=1&#038;biw=1559&#038;bih=972&#038;ei=TFqpXtXoE4GkmwWIqLmQDA&#038;q=%D0%B8%D0%BD%D0%B2%D0%B5%D1%81%D1%82%D0%B8%D1%86%D0%B8%D0%B8+%D0%B2+%D0%B7%D0%BE%D0%BB%D0%BE%D1%82%D0%BE&#038;oq=%D0%B8%D0%BD%D0%B2%D0%B5%D1%81%D1%82%D0%B8%D1%86%D0%B8%D0%B8+%D0%B2+%D0%B7%D0%BE%D0%BB%D0%BE%D1%82%D0%BE&#038;gs_lcp=CgZwc3ktYWIQAzICCAAyAggAMgIIADICCAAyAggAMgIIADICCAAyAggAMgIIADICCAA6BAgAEEdQ4ZgCWOGYAmDnmgJoAHACeACAAWGIAWGSAQExmAEAoAECoAEBqgEHZ3dzLXdpeg&#038;sclient=psy-ab&#038;ved=0ahUKEwjVvtzwuY3pAhUB0qYKHQhUDsIQ4dUDCAs&#038;uact=5">инвестиции в золото</a> использовалось ”плечо” – усиление позиций за счет заемных средств. Самое главное нужно разделять “реальную игру на бирже” и “возню у форекс дилера” или прочие “бинарные заманухи”.</p>
</p>
<p>
<p>Многие думают, что работа трейдера (именно так называют людей, которые зарабатывают на рынке акций) совсем не предполагает каких-то усилий. В данном виде деятельности никакие физические усилия, действительно, не особенно нужны. А на биржу идут все подряд и обижаются, что не удается сразу заработать. По своему опыту скажу, что заработать можно, причем много. Но это сложнее, чем в большинстве других сфер.</p>
</p>
<p>
<p>Не нужно сразу стремиться к большой прибыли. Следует следить за своими эмоциями, если все получается при работе с DEMO-счетом, не факт, что это будет срабатывать в дальнейшем. Прежде нужно достигнуть стабильной прибыли в тренировочном режиме.</p></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Как выглядят курсы валют на Форекс?</title>
		<link>http://de.agoraministries.org/index.php/trading-school/kak-vygljadjat-kursy-valjut-na-foreks/</link>
		<comments>http://de.agoraministries.org/index.php/trading-school/kak-vygljadjat-kursy-valjut-na-foreks/#comments</comments>
		<pubDate>Thu, 24 Sep 2020 17:00:55 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Trading School]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=14111</guid>
		<description><![CDATA[Как выглядят курсы валют на Форекс? Самоучитель по Форекс Однако профессионалы многих форекс-компаний создали подробные учебные курсы по фундаментальному анализу и другим аспектам трейдинга. В электронной Форекс версии их можно изучить на сайте компании. Важнейший фактор – обнародование показателей о состоянии экономики ведущих экономических держав. Альпари является членом Финансовой комиссии — международной организации, которая занимается [&#8230;]]]></description>
				<content:encoded><![CDATA[<h1>Как выглядят курсы валют на Форекс?</h1>
<h2>Самоучитель по Форекс</h2>
<p>Однако профессионалы многих форекс-компаний создали подробные учебные курсы по фундаментальному анализу и другим аспектам трейдинга. В электронной <a href="https://www.reddit.com/r/Forex/">Форекс</a> версии их можно изучить на сайте компании. Важнейший фактор – обнародование показателей о состоянии экономики ведущих экономических держав.</p>
<p>Альпари является членом Финансовой комиссии — международной организации, которая занимается разрешением споров в сфере финансовых услуг на международном валютном рынке. В-третьих , слушатели курсов имеют различную занятость и географическую удаленность от центров обучения торговле на «Форексе». Например, из тех, <a href="http://egypt-global.com/2020/09/16/uroki-trejdinga-besplatno/">форекс курсы</a> кто занят на работе, одни могут выделить весь свой отпуск, другие — только выходные или только вечера, на прохождение курса по форекс-трейдингу. Из тех, кто живет в регионах, где нет филиалов образовательных центров, не все могут или хотят приехать на освоение программы интернет-трейдинга в другой город.</p>
<p>Когда курс валюты, достигнув очередного максимума или минимума, начинает отступать в обратном направлении или уходит в боковое движение (без ярко выраженного роста или снижения) – это называется коррекцией курса. Примерно как на море – крошечная пауза между приливом и отливом волны.</p>
<p>То есть, что ему подходит, трейдинг или инвестирование, какие валютные пары, какие счета, какой срочности сделки и так далее. И так же, в форме небольшого совета, следует на данном этапе больше доверять зарубежным, нежели отечественным авторам. В-третьих, как отмечают некоторые эксперты, как правило, выпуск&shy;ники таких курсов начинают торговать на Forex в одном и том же стиле. То есть – «как научили», в традициях того дилингового центра, в котором они прошли обучение.</p>
<h2>Влияние цены нефти Brent на курс рубля и экономику России</h2>
<p>Кроме того, обычно при конвертации валюты на web-кошельке вам приходиться менять ее по весьма невыгодному курсу. Допустим, вы получили от операций на рынке Forex некую прибыль и хотите снять всю или часть суммы со своего счета. В этом случае ваши действия зависят от избранного вами варианта.</p>
<h2>Курс «Forex» для начинающих</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px" alt="форекс курсы"/></p>
<p>Знаменитая чикагская биржа CBOT, одна из старейших в мире. Впрочем, этот список можно продолжать – как американскими, так и некоторыми азиатскими и европейскими площадками. Наличный резерв, как и прочие инвестиции, тоже следует диверсифицировать по валютам. А в зависимости от географии ваших рабочих или личных поездок можно добавить и другие валюты. Скажем, в моем наличном резерве – много маленьких «к&shy;учек», состоящих также из иены, британских фунтов, шведских и датских крон и израильских шекелей.</p>
<p>Узнавайте первыми, что произошло в мире и учитывайте в своей торговле. <a href="https://www.youtube.com/results?search_query=%D0%A4%D0%BE%D1%80%D0%B5%D0%BA%D1%81++%D1%82%D0%BE%D1%80%D0%B3%D0%BE%D0%B2%D0%BB%D1%8F">форекс торговля</a> Торговля на новостях это один из возможных вариантов форекс торговли.</p>
<ul>
<li>На средне- и краткосрочных периодах колебания курса доллара в большей степени определяются теми валютными спекуляциями, которые проводит Консорциум коммерческих банков (объединяет 12 крупнейших коммерческих банков мира).</li>
<li>Они зачастую поворачивают курс валюты, вовсе не считаясь с макроэкономическими показателями страны-эмитента.</li>
<li>Что, естественно, значительно увеличивает волатильность ценовых изменений валютного курса и повышает риски.</li>
</ul>
<h2>реальные курсы для успешной торговли на форекс Онлайн</h2>
<p>Соответственно, на основе этой информации можно сформировать более или менее точный прогноз курса доллара на определенную перспективу и ориентироваться на него при торговле на Forex. В этом случае выбирайте наиболее зарекомендовавшие себя платежные системы.</p>
<p>При изучении определенных элементов графического анализа, а именно «крестиков-ноликов» и «японских свечей» у слушателей курса будет четкое представление об изменении движения цены за любой промежуток времени. Овладение данными навыками позволит быстрее и грамотнее анализировать рынок. Главная ошибка <a href="https://ednaztot.com/2020/09/16/trejder-boris-kuper/">https://ednaztot.com/2020/09/16/trejder-boris-kuper/</a> начинающего трейдера состоит в том, что он старается узнать сразу обо всем. А ведь даже профессиональные трейдеры действительно хорошо знают лишь свою узкую нишу. Новичку сначала следует понять, какой аспект он хотел бы изучать, а после свое Форекс обучение направить именно в это русло.</p>
<p>Форекс онлайн это график форекс валют в реально режиме. Такой график валют, позволит любому трейдеру и обычному человеку получить информацию по текущему курсу валютной пары в реальном времени. Наш график курса валют удобен в применении и обновляется с выбранной вами частотой. Нашему графику можно доверять, так как мы не предоставляем брокерских услуг и являемся информационным форекс порталом, который создан в помощь всем трейдерам.</p>
<p>Это очень помогает при неожиданных командировках, когда нет времени на поиск и обмен более редкой валюты, чем доллары или евро. В целом циклы повышения и понижения цен на золото продолжаются лет по пять-семь.</p>
<p>Более того, вы можете получить информацию по текущему курсу рубля на главной странице справа, где мы разместили все виджеты. Форекс брокеры это посредники между трейдером и валютным рынком. Форекс брокер дает возможноть любому человеку производить сделки на валютном рынке. Дилинговый центр должен быть надежным и лицензированным.</p>
<p>А как показывает мировая практика, Forex – это скорее фигурное катание, а не синхронное плавание. Чаще всего успех на этом рынке дает свой собственный, оригинальный стиль. Второй путь обучения Forex – записаться на обуча&shy;ющие курсы Forex. Учебные курсы, как правило, открывают наиболее крупные брокерские компании и дилинговые центры, признанные лидеры форекс-рынка. Однако следует иметь в виду, что прогноз Forex – это всегда лишь предположение, гипотеза, построенная на результатах анализа.</p>
<p>Прогнозы Forex ни в коем случае не являются рекомендациями трейдерам для открытия сделок. Брокеры обычно предупреждают, что не несут ответственности за возможные убытки трейдера, возникшие в случае использования прогнозов. Можно изучать графики движения валют и рассчитывать методами технического анализа. Можно ориентироваться на прогнозы форекс-аналитиков, которые обычно дают по каждой валюте три-четыре значения, на которых рост или снижение курса может остановиться.</p>
<p>Еще один «автоматический помощник» трейдера – тейк-профит. Еще один важнейший момент – самое движение курса валюты. Оно не бывает «железобетонным» <a href="https://ru.wikipedia.org/wiki/Трейдер">Трейдер</a> и имеет волновой характер. Движение курса вверх называется восходящим движением (восходящим, или «бычьим», трендом).</p>
<p>Прежде чем начинать торговлю на рынке Форекс или с использованием других торговых инструментов, таких как CFD или криптовалюты, вы должны оценить уровень своей подготовки и допустимый уровень риска. Инвестируйте только свободные средства, которые Вы готовы подвергнуть таким рискам. Биржевые данные, представленные на Brokers.Ru не обязательно даны в режиме реального времени и могут отличаться от реальных цен.</p>
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