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	<title>Forex Trading &#8211; Bahrain Pipes</title>
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		<title>ИнстаФорекс маркетс60 отзывы 2021 от реальных клиентов, описание брокера</title>
		<link>https://bahrainpipes.com/2021/10/25/instaforeks-markets60-otzyvy-2021-ot-real%d1%8cnyh/</link>
					<comments>https://bahrainpipes.com/2021/10/25/instaforeks-markets60-otzyvy-2021-ot-real%d1%8cnyh/#respond</comments>
		
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		<pubDate>Mon, 25 Oct 2021 11:14:23 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
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					<description><![CDATA[Как правило, чем успешнее трейдер, тем большую комиссию он просит. Для примера возьмем исполнение сделки в различных криптоактивах на 2.000 USD и приведем в таблице, сколько реально придется заплатить за исполнение ордера на стандартных типах счета маркетс60 и конкурентов. Также сравним, сколько придется заплатить за исполнение лота в CFD на акции размером 5.000 USD у [&#8230;]]]></description>
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" width="456px" alt="маркетс60 вход"/></p>
<p><p>Как правило, чем успешнее трейдер, тем большую комиссию он просит. Для примера возьмем исполнение сделки в различных криптоактивах на 2.000 USD и приведем в таблице, сколько реально придется заплатить за исполнение ордера на стандартных типах счета маркетс60 и конкурентов. Также сравним, сколько придется заплатить за исполнение лота в CFD на акции размером 5.000 USD у брокеров маркетс60, XTB и Forex Club. Когда своп отрицательный, со счета списывается определенное количество пунктов, когда положительный — он начисляется на счет. Также брокеры могут накладывать дополнительную комиссию за услуги поверх свопа. Долгосрочные инвесторы стараются торговать в сторону положительного свопа.</p>
</p>
<p><p>Обучающие материалы – тема, которой на сайте маркетс60 посвящен специальный большой раздел. Он устанавливается в терминал МТ4 от маркетс60 и помогает определять фигуры на графике с целью поиска точек входа, правильных с точки зрения классического теханализа. Для удобства клиентов, аналитики компании публикуют актуальные обзоры рынков в формате видео-роликов.</p>
</p>
<p><p>Вероятно им будет предложено сменить юрисдикцию и открыть счет в оффшорной зоне. Максимальный размер бонуса 55% не ограничен, зачисляется на каждый депозит, независимо от прибыльности или убыточности предыдущих торговых операций. Дает возможность торговать на Форекс большими объемами. Протестируйте все возможности <a href="https://markets60.world/">https://markets60.world/</a> нового Кабинета Демосчетов, для этого достаточно пройти простую регистрацию открытия Демосчета и вы получите доступ к полному набору функций и инструментов Клиентского кабинета. По центру страницы расположена вся статистика счета, в том числе актуальный баланс, суммарная прибыль, остаток на счету и многое другое.</p>
</p>
<p><h2>ИнстаФорекс &#8211; брокер номер один в Европе</h2>
</p>
<p><p>В приведенную сумму включен размер спреда и всех комиссий брокеров. За первые месяцы работы сохранил депозит, а это уже считаю достижением. Торгую осторожно по RSI и медленных MA и не более 3 сделок в неделю. Здравствуйте, для достоверности и проверки информации необходимо указать номер Вашего счета. маркетс60 один из худших брокеров, про которых я знаю. Заметил закономерность – чем раскрученнее брокер, тем хуже относится к трейдеру.</p>
</p>
<ul>
<li>ИнстаФорекс является специализированным брокером, предоставляющим услуги торговли только на рынках Форекс и CFD.</li>
<li>Открыть демо-счет в брокерской компании маркетс60.com легко.</li>
<li>Помимо отраслевого стандарта под названием Metatrader, маркетс60 предлагает клиентам воспользоваться терминалами собственной разработки.</li>
<li>Еще одна особенность брокера маркетс60 – это возможность торговать форекс-опционами.</li>
<li>В целом ИнстаФорекс будет полезен начинающим трейдерам, имеющим небольшой стартовый капитал.</li>
</ul>
<p><p>Лично Дин использует теорию Эллиотта, Фибоначчи, анализ графических паттернов и другие техники. Под его патронатом формируются аналитические материалы для клиентов маркетс60. Главный специалист компании маркетс60 по торговым стратегиям – Дин Лео из Сингапура – утверждает, что в команде аналитиков работает более 40 человек из различных стран мира.</p>
</p>
<p><p>Перейти на официальный сайт «Инстафорекс» ,&nbsp;воспользовавшись этой ссылкой, можно прямо сейчас. Зная, как пользоваться личным кабинетом, клиент компании сможет <a href="https://birzha.name/markets60-obzor-brokera-i-otzyvy-polzovateley/">markets60 форекс брокер</a> получить доступ ко всем функциям торгового инвесторского счёта. Только так удастся контролировать все процессы и вести дела на профессиональном уровне.</p>
</p>
<p><p>CFD на акции &#8211; это основной торговый инструмент на платформе ИнстаФорекс. Положительной чертой системы комиссией является, что брокер не устанавливает минимальную комиссию за сделку. Итоговая сумма зависит от размера спреда и комиссии с торгового оборота в размере 0.1%.</p>
</p>
<p><h2>Как создать личный кабинет на сайте ИнстаФорекс</h2>
</p>
<p><p>В этом плане маркетс60.com не отличается от конкурентов, не ставя препятствий для открытия счета тем, кто обладает мизерным  стартовым капиталом. маркетс60 не предъявляет требований по минимальному размеру депозита. Можно иметь 1$, открыть центовый счет, внести депозит и получить бонус и торговать 200 US Cents.</p>
</p>
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" width="450px" alt="маркетс60 вход"/></p>
<p><p>Кроме того, мы поддерживаем открытый диалог с текущими и потенциальными клиентами через организацию обучающих семинаров и конференций. Десятки тысяч партнеров со всего мира уже воспользовались возможностью получить новые знания и улучшить навыки трейдинга. Это одноразовый код, который генерируется каждые 30 секунд.</p>
</p>
<p><h2>Методы депонирования и вывода средств</h2>
</p>
<p><p>Мошеннических сайтов, представляющихся в сети под именем маркетс60, но скрывающихся за странными доменами, предостаточно. Некоторые бонусы могут суммироваться, так что прибавка к депозиту – это довод в пользу открытия счета у маркетс60. Аналогичная страница существует и для оффшорного подразделения маркетс60.com/support. Однако на ней нет официальной информации о региональных офисах. Для того чтобы узнать наличие представительства Instant Trading LTD в ближайшем к вам крупном городе, нужно обращаться в рабочее время в Отдел по работе с партнерами.</p>
</p>
<p><p>Можно сразу установить значения Stop-Loss и Take-profit. Возможность пополнения счета криптовалютой – уникальное преимущество маркетс60 перед конкурентами. Поэтому клиентам из Российской Федерации есть смысл открывать счет в рублях.</p>
</p>
<ul>
<li>Вне зависимости от статуса преимущества найдутся для каждого, а благодаря персональным консультациям появится шанс сразу начать карьеру с подходящего места.</li>
<li>Если у вас есть незавершенные кейсы, пожалуйста, укажите номер вашего счета.</li>
<li>Есть на странице сервисы брокера, подробно изучить которые можно, пощёлкав по ним мышкой.</li>
<li>По сути, Eurica &#8211; это “безспредовая” версия счета Standard.</li>
</ul>
<p><p>В связи с этим в примерах рассматриваем лишь счет типа Standard. Уровень комиссий для CFD на акции — ниже среднего, тогда как на рынке Форекс — выше среднего. Здравствуйте, благодарим за выбор именно нашей компании и за ваш отзыв. Система бонусов несет функцию ознакомления, с нашей компанией, для всех желающих. Здравствуйте, благодарим за выбор именно нашей компании и за подробный отзыв!</p>
</p>
<p><h2>Спасибо, что посетили www.маркетс60.com</h2>
</p>
<p><p>Пополнение через платежные терминалы и наличными через курьера/дилера у станции метро – довольно редкий способ. Проанализировав страницу “Типы счетов”, мы заключили, что маркетс60.com предлагает для открытия 2 типа счета, они называются Standard и Eurica. По сути, Eurica &#8211; это “безспредовая” версия счета Standard.</p>
</p>
<p><h2>Заинтересованы в выборе надежного форекс брокера?</h2>
</p>
<p><p>Отметим, что практически все аналитические выкладки доступны только на домене маркетс60.com. Отметим также, что маркетс60 для Android – это не единственное официальное приложение брокера на Плей Маркете. Хотя брокер предлагает платформы для ОС Android и iPhone, мы рассмотрим именно версию для Android, потому что ей пользуются значительно чаще. Сам по себе терминал интересный, потому что в нем реализована возможность совмещать торговлю криптовалютными активами, а также форекс и другими инструментами. По адресу ifxbit можно найти “лучшую в мире площадку для торговли криптовалютами”.</p>
</p>
<p><p>Помимо отраслевого стандарта под названием Metatrader, маркетс60 предлагает клиентам воспользоваться терминалами собственной разработки. Особенности пополнения разнятся в зависимости от юрисдикции, в которой открыт счет. Но в любом случае брокер идет навстречу клиентам, которые заводят деньги. В  этом компоненте маркетс60 не превосходит своих конкурентов. Наличие RUB (недоступно для центовых счетов) подчеркивает ориентированность брокера на аудиторию из РФ. В европейском подразделении маркетс60 EU также есть разбивка на Standard и Eurica.</p>
</p>
<p><p>На большинстве рынков маркетс60 использует в качестве комиссии спред, а также спред в сочетании с комиссиями с оборота или со сделки. Спреды, как правило, фиксированные, что вызвано применением модели исполнения приказов Instant Execution. По нашим исследованиям, большинство клиентов маркетс60 происходит из стран бывшего СССР. Также существенную часть клиентской базы занимают клиенты из Малайзии и Германии. На прошлой неделе заработал 400 долларов, вчера заказал вывод на киви 300, вчера же деньги и получил.</p>
</p>
<p><p>Мы говорили, что особенностью системы ForexCopy является возможность клиента видеть в своем терминале Metatrader позиции, открытые трейдером, со счета которого производится копирование. Она доступна всем клиентам ИнстаФорекс, в том числе гражданам ЕС. Тут на выбор дается 100 тысяч счетов, с которых система будет копировать сделки на ваш счет. Ниже приведен скриншот с веб-терминала брокера маркетс60.com. На нем наглядно понятно, какие виды финансовых рынков доступны для торговли.</p>
</p>
<p><h2>Торговые условия</h2>
</p>
<p><p>Предусматривает возможность коллективного инвестирования путем передачи средств в управление опытным трейдерам. Управляющий является соинвестором общего счета, поэтому заинтересован в позитивном результате. Она может быть поденная, либо взиматься в качестве процента от полученной прибыли. Для жителей мусульманских стран ряд брокеров также предусматривает возможность торговать без свопов.</p>
</p>
<p><p>Для этого в кабинете нужно войти во вкладку Безопасность &#8211; Двухфакторная авторизация. Брокер маркетс60 позволяет вести счета в нескольких определенных валютах, а если вы будете пополнять счет в валюте, отличной от валюты счета, то средства будут конвертированы по текущему курсу. На втором шаге открытия счета вам надо будет ввести персональную информацию и физический адрес проживания.</p></p>
]]></content:encoded>
					
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		<item>
		<title>5 Best Trading Platforms for Beginners 2023</title>
		<link>https://bahrainpipes.com/2020/10/30/5-best-trading-platforms-for-beginners-2023/</link>
					<comments>https://bahrainpipes.com/2020/10/30/5-best-trading-platforms-for-beginners-2023/#respond</comments>
		
		<dc:creator><![CDATA[suha]]></dc:creator>
		<pubDate>Fri, 30 Oct 2020 08:29:32 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://bahrainpipes.com/?p=4750</guid>

					<description><![CDATA[Content The place Where Forex Beginners Learn the Basics – Go Forex IC Markets Choosing The Best Forex Brokers in Germany What are the best forex trading apps for beginners? #5 Capital.com Additionally, BabyPips provides a forum where beginners can interact with experienced traders, ask questions, and seek guidance. The forum is an excellent platform [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">The place Where Forex Beginners Learn the Basics – Go Forex</a></li>
<li><a href="#toc-1">IC Markets</a></li>
<li><a href="#toc-2">Choosing The Best Forex Brokers in Germany</a></li>
<li><a href="#toc-5">What are the best forex trading apps for beginners?</a></li>
<li><a href="#toc-7">#5 Capital.com</a></li>
</ul>
</div>
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width="259px" alt="best forex trading platform for beginners"/></p>
<p>Additionally, BabyPips provides a forum where beginners can interact with experienced traders, ask questions, and seek guidance. The forum is an excellent platform for beginners to learn from others’ experiences  and gain valuable insights into forex trading. A Forex broker, in general terms, is a financial company that offers traders full access to various trading platform options to buy and sell foreign currencies.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h3>How do I trade my first forex?</h3>
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<ol>
<li>Step 1: Research and select a broker.</li>
<li>Step 2: Open a forex trading account.</li>
<li>Step 3: Verify your identity.</li>
<li>Step 4: Fund your forex account.</li>
<li>Step 5: Research currencies and identify trading opportunities.</li>
<li>Step 6: Size up your first forex trade.</li>
<li>Step 7: Monitor and manage your position.</li>
</ol>
</div></div>
</div>
<p>Investopedia is dedicated to providing traders and investors with unbiased, comprehensive reviews and ratings of online brokers. We established a rating scale based on our criteria, collecting thousands of data points that we weighed into our star scoring system. Saxo Bank has operated in the United Kingdom since 2006 through its subsidiary Saxo <a href="https://www.bigshotrading.info/blog/5-best-forex-trading-platforms-to-trade-on/">best forex trading platform for beginners</a> Capital Markets U.K. Ltd (SCML) and, like many forex brokers, it doesn&#8217;t accept U.S. traders. No commissions are payable when trading here, and spreads start from 0.7 pips. Skilling also offers a professional account, where spreads start from 0.1 pips. This attracts a commission of $35 for every $1 million traded, or about $3.50 per lot.</p>
<h2 id="toc-0">The place Where Forex Beginners Learn the Basics – Go Forex</h2>
<p>What makes eToro different to most Forex trading platforms is that it focuses on connecting traders in order to harness collective experiences and knowledge in stock trading. TradingView combines social networking with complex technical analysis tools making it good for both experienced traders and beginners to Forex trading on Mac. After all, it helps to be as informed as possible when venturing in this new and rather tricky field. Your app or apps can make or break your game and the success you’re aiming for. Its wide range of supported stock exchanges includes those from 13 countries, including the US and the UK. If you’re one to explore new strategies and are willing to take calculated risks, this app is a great platform for you to do just that.</p>
<ul>
<li>They offer low fees on Forex and spread betting, but for stock CFDs, fees are somewhat higher than competitors.</li>
<li>It also runs frequent webinars in four languages and runs seminars around the world.</li>
<li>Your app or apps can make or break your game and the success you’re aiming for.</li>
<li>Investors trade in the forex markets as a hedge against international currency and interest rate risk, as a means to speculate on geopolitical events, and to diversify their portfolios, among other reasons.</li>
<li>Each tool has integrated buy and sell buttons so traders can act instantly upon the information presented.</li>
<li>Advanced traders can revel in share prices that range from $0.005 to $1, with a maximum price listed at 1% of each transaction’s value.</li>
</ul>
<p>It is  also important to have a substantial bankroll to ensure that losses can be absorbed without running out of money. While the totality of the FX market is highly volatile, the aforementioned major currency pairings show the least volatility in comparison. Beginner traders would want to learn the basics of trading currencies to increase their chances of profiting.</p>
<h2 id="toc-1">IC Markets</h2>
<p>Of course, leverage means you can also profit at the same speed, which — combined with liquidity — is what attracts investors to currency trading. Our partners cannot pay us to guarantee favorable reviews of their products or services. When you trade forex, you need a broker to execute your trades, but the broker may not always be acting in your interest first. There are a couple different kinds of models – a dealing desk and an agency broker – and they have different incentives as they’re executing trades.</p>
<p>And despite the easy-to-use interface MT4 offers, there is also an abundance of educational resources to get you up to speed on trading on it. You may have learned that brokers always have trading platforms where you can view charts and tattoo them with the squiggly lines as you see on the charts of advanced Forex traders. On top of trading forex, commodities, and CFDs on shares, cryptocurrencies, and indices, capital.com gives you access to spread betting and over 1,000 markets within real stocks and ETFs. Forex trading is one of the most active markets in the world, where different currency pairs are exchanged.</p>
<h2 id="toc-2">Choosing The Best Forex Brokers in Germany</h2>
<p>Its native trading suite is jam-packed with advanced tools that will likely be intimidating for a novice. It is also wise to check non-trading fees when choosing the best forex platform. For example, eToro, Capital.com, and XTB offer spread-only forex <a href="https://www.bigshotrading.info/blog/how-does-non-farm-payroll-affect-the-markets/">https://www.bigshotrading.info/blog/how-does-non-farm-payroll-affect-the-markets/</a> trading. You can buy currency at the bank and sell it after the exchange rate changes &#8211; this will also be a kind of trade. But for full-fledged trading in the global exchange and over-the-counter markets, you need an intermediary, that is, a broker.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h3>What is the best leverage for a $10 account?</h3>
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<p>The best leverage for &#x24;10 is between 1:10 to 1:100 depending on how much risk you want to take on. Choose 1:10 leverage if you are just starting out and up to 1:100 leverage if you already have a proven strategy.</p>
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