По статистике, финансовые инструменты Forex являются самыми привлекательными как для новичков, так и для опытных участников рынка. Их количество исчисляется сотнями, и главное на старте торговой деятельности – не пытаться одновременно использовать больше трех. Если наложить на график много индикаторов, они перегрузят его и могут запутать даже опытных трейдеров, не говоря уже о новичках. Market Chameleon – еще один полезный веб-инструмент, который позволяет изучить фондовый рынок. Самая ценная информация, которую можно использовать – данные о количестве отправленных заявок на приобретение и продажу ценных бумаг к моменту закрытия торгов. Если вы хотите достигать в процессе торговли поставленных целей и рационально относиться к своим ресурсам, то в этом вам поможет наш обзор.
![инструменты трейдера](https://www.xcritical.com/wp-content/uploads/2022/11/krani-kriptovalyut-kriptokoshelek-satoshi-71-768x512.webp)
В случае удачи, сможете поставить на следующую ставку eleven долларов. То рынок криптовалют, та ещё черепаха. А из-за того, что оно все децентрализованное, да ещё и по непроверенным биржам сложено, да ещё комиссии майнерам. В общем, реально, каждый кто решит продать или купить биткоин, рискует обвалить рынок.
Кошельки Для Хранения Криптовалют
TradingView – один из самых популярных ресурсов не только для криптотрейдеров, но и для традиционных игроков, которые торгуют на фондовых и валютных рынках. В новой статье поделились торговой стратегией, которая называется «пирамидинг». [newline]Начнем серию статей по бектестингу. На мой взгляд, бектест — одно из важных упражнений, которое поможет тебе торговать прибыльно и укажет на ошибки. Никакая теория не сравнится с практикой. Структура недельного ТФ по 5 свечным свингам выглдяит таким образом.
- Налог подоходный, и рассчитывается как «разница между покупкой и продажей актива на процент в вашем государстве».
- «Обучаясь техническому и фундаментальному анализу, вы параллельно будете применять свои знания на практике.
- Главная задача трейдера – получение прибыли от роста или снижения стоимости активов.
- Поэтому стоит выбрать менее рискованные инструменты и виды сделок.
- А вот понижение уровня безработицы, допустим, в США, позволит американскому доллару укрепиться по отношению к остальным валютам.
- В данный момент рублевый индекс МосБиржи растет на zero,20%, а долларовый РТС прибавляет zero,32%.
Важно понимать, что финансовый рынок находится в постоянной динамике, какие-то активы дешевеют, валютные пары стабилизируются, а что-то дорожает. Такие изменения – это норма, более того, они имеют закономерности, на которые следует обращать внимание. Главной причиной перемен на рынке является новостной фон. Во-первых, это обеспечивает больший охват криптовалют и торговых инструментов. А во-вторых, на криптобиржах отличаются условия. Например, для одних и тех же активов криптобиржи могут устанавливать разные комиссии на вывод.
Всем Трейдерам Привет!
С индексами торговля, в основном, ведется на базе фундаментального анализа с рядом отличительных особенностей. CoinMarketCap — один из лучших ресурсов для отслеживания текущего состояния рынка криптовалют. Этот трекер предоставляет информацию о ценах, объемах торгов, рыночной капитализации и других ключевых показателях для тысяч криптовалютных активов. Кроме того, ресурс предлагает новости, обзоры и обучающие материалы, что делает его ценным инструментом как для новичков, так и для опытных трейдеров.
Экономические календари есть на сайтах почти всех брокеров, также их можно найти на аналитических и финансовых платформах. Свой Экономические календарь размещен в MetaTrader в разделе «Инструменты». Существует два способа трейдинга на основе данных, полученных из Экономического календаря. Приведем конкретный пример использования данных из Экономического календаря в трейдинге. Допустим, мы собираемся заработать на паре евро/доллар США.
Фичи Терминала TigerCommerce: Eight Инструментов Для Успешного Трейдинга
За указанным LH есть равные хаи и один из хаев это хай… Если у вас есть собственная стратегия на TradingView, вы можете в пару кликов настроить открытие сделок на бирже. Дальше будет пример, как за 5 минут мы настроили оповещения, и как открылись и закрылись ордера на бирже Binance. Для этого создадим оповещения и робота для оповещений на платформе CryptoRobotics.
![инструменты трейдера](https://www.xcritical.com/wp-content/uploads/2022/08/b4479b8f-0bef-4be6-8dc7-945187d7d2ebsizelarge-768x432.webp)
Каждому трейдеру необходимы расширенные инструменты для торговли. Еще сервис предоставляет подписчикам важные инсайты и индикаторы по криптовалютам и DeFi, которые помогут принимать торговые решения. Coinigy ориентируется на широкий рынок, поэтому предлагает бесплатный базовый тариф и платные версии для продвинутых трейдеров. На Coinigy доступно более 45 криптобирж. Но, золото, конечно же, на порядок выше. Популярность золота обусловлена тем, что при большом желании можно с легкостью установить новый ценовой диапазон на металл, исходя из мировой ситуации. Потому что золото превосходно реагирует на все экономические кризисы и глобальные катастрофы. Торговать золотом, серебром и другими металлами так же можно в торговой платформе Metatrader. Единственный момент, использовать такие инструменты трейдера Форекс можно и на других соответствующих площадках.
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)
Но и у такого трейдинга есть немало сторонников. Могу ли я эффективно работать трейдером? Получится ли делать эффективные сделки? Какой ресурс моего профессионального роста? В каких ситуациях я начну делать ошибки? Что заставит меня спустить все деньги на ветер? Такой инструмент, как CoinMarketCal позволит удобно отслеживать и получать уведомления о всех новых анонсах из проверенных источников. CoinMarketCal – это криптовалютный календарь, отображающий важный события и даты их наступления. На сайте календаря можно отслеживать обновления сетей, запуски майннетов, хардфорки и другие важные события. Blockfolio – это мобильное приложение для мультиплатформенного трекинга криптопортфолио. Приложение позволяет получать свежую информацию об избранных криптопроектах. Недавно Blockfolio объединился с криптобиржей FTX, чтобы запустить новую платформу для трейдеров. В большинстве случаев в Экономических календарях предусмотрена функция сортировки контента по степени важности. Иногда для удобства пользователей они даже имеют встроенный интерактивный гайд, который помогает разобраться в его функциях. В том, чтобы спрогнозировать такие колебания, и заключается основная задача фундаментального анализа. Самыми популярными являются продукты MetaTrader – четвертая и пятая версия.
База Инструментов — Powerful Traders!
Сфера торговли постоянно развивается и требует от участников рынка все большей оперативности. Все чаще им приходится конкурировать не только с другими трейдерами, но и с роботами, компьютерными программами. Мы берем, и прикидываем, исходя из текущего графика, нашего опыта, инструментов и индикаторов вероятность обоих событий. И каждому из этих событий выставляем весовые коэффициенты. Суть в том, что мы садимся перед листком, монитором, не важно, и смотрим на график. На графике мы всегда видим 2-3 сценария событий.
Финансовые Инструменты Для Трейдинга: Правила Работы
Эта платформа также предлагает инструменты для сравнения криптовалют. CryptoCompare является полезным ресурсом для новичков, которые хотят освоить основы анализа рынка и принимать обоснованные инвестиционные решения. Индексы можно так же назвать популярными торговыми инструментами
инструменты трейдера среди трейдеров. Наиболее популярные среди индексов – это, конечно же, Dow Jones, после идет DAX, затем NIKKEI, FTSE100. Эти инструменты, если говорить проще, нужны трейдеру Форекс, чтобы указывать стоимость пакета важнейших акций, входящих в рыночный оборот. Это специальные сайты, которые содержат информационный, статистический и аналитический контент, полезный для участников рынка. Даже натренировавшись хорошо на демонстрационном счете, будь аккуратен. Вливай на новую биржу немного денег. Эти условия стороны должны выполнить, даже если в указанный срок нефть будет стоить значительно дешевле и дороже. Фьючерсы свободно торгуются на рынке, что позволяет извлекать прибыль при работе с ними. Под техническими индикаторами подразумеваются алгоритмы, с помощью которых можно спрогнозировать динамику цены актива. Это исключительно математические инструменты, которые не основываются на фундаментальных факторах. Это лишь некоторые варианты из всех существующих.