Термин возник на традиционных рынках с учетом того, что в течение дня они открыты только определенный период времени. Токены с кредитным плечом терминал для торговли акциями – отличный способ получить доступ к большему объему криптовалюты. Если вы собираетесь торговать токенами с кредитным плечом на Binance, ознакомьтесь с «Руководством по токенам Binance с кредитным плечом (BLVT) для начинающих». Если вы хотите узнать больше об опционных контрактах, прочтите статью «Что такое опционные контракты?
Какой торговый терминал самый выгодный по цене?
![терминал для торговли на 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Если в течение дня вы совершали сделки или по вашим счетам было движение денег и бумаг, то брокер отчитается перед вами об этом. Отчет придет на электронную почту или будет виден в терминале. Брокер — это финансовая организация со специальной лицензией. Иногда функции брокера есть у банка, иногда это отдельная коммерческая организация. Есть возможность входа в сделку по торговым сигналам, аналитика и мониторинг счета, информирование о действиях в ТГ и массовое изменение параметров.
Чем плохи бесплатные терминалы?
При погружении в динамичный мир дневной торговли криптовалютами выбор правильной торговой платформы имеет решающее значение. Чтобы принять обоснованное решение, рассмотрите следующие ключевые критерии, которые играют решающую роль в оценке дневных торговых криптоплатформ. Кроме того, Bitstamp Mobile, доступный для Android и iOS, позволяет торговать на ходу и отображает функции веб-платформы. Crypto.com, известная криптовалютная биржа, позиционирует себя как одна из лучших бирж для дневной торговли криптовалютой. Coinbase, широко известная и удобная для пользователя криптовалютная биржа, зарекомендовала себя как одна из лучших бирж для криптодневной торговли.
Как выглядят панель вкладок и центральное рабочее пространство терминала?
И это – один из самых простых способов торговли криптовалютами. Комиссия считается отдельно от сделок и не включается в цены. Размер комиссии может сразу показываться в терминале или приложении, и ее всегда можно посмотреть в отчетах брокера. С брокерского счета комиссия может списываться по итогам дня или накапливаться в течение месяца и списываться по итогам. Приложение для криптовалютного трейдинга, позволяющее торговать одновременно на нескольких биржах.
Как происходит работа с брокером
Данная платформа для торговли на бирже — лидер среди площадок, которые используют для долгосрочных, среднесрочных инвестиций, свинг-трейдинга. Прежде чем получить доступ к бирже, нужно найти лицензированного брокера. Абсолютная доходность портфеля «За сегодня» показывает изменение стоимости всех ваших активов по сравнению с их ценами на момент закрытия биржевых торгов прошлого дня. На этой странице разбираем, из каких основных элементов состоит главная рабочая область терминала. Все, что нужно трейдеру, — это смартфон с подключением к Интернету, будь то Android или iOS, и торговый счет у конкретного брокера. Технологии достигли своего апогея, и мобильная торговля сделала фондовый рынок чрезвычайно доступным для трейдеров даже в небольших городах.
Преимущества и недостатки терминала
В этом контексте измерение рисков – первый шаг к управлению ими. Вот почему некоторых технических аналитиков нельзя считать трейдерами в узком смысле. Они могут использовать технический анализ исключительно как инструмент управления рисками. Фундаментальный анализ – это метод оценки стоимости финансового актива. Фундаментальный аналитик изучает экономические и финансовые факторы, чтобы определить, является ли стоимость актива справедливой. Зачастую эти обстоятельства отслеживаются с помощью опережающих и запаздывающих индикаторов макроэкономики.
Глава 5 – Индикаторы технического анализа
Торговцы могут легко перемещаться по программе, получать доступ к данным фундаментального и технического анализа для принятия обоснованных решений. Также существует классифицирование торговых терминалов в зависимости от того, на каком типе устройства будет установлена программа. В данном случае терминалы подразделяют на мобильные и десктопные. Преимуществом данного типа программы считается простота использования. Ведь трейдеру не придется тратить время на скачивание и установку приложения.
![терминал для торговли на бирже](https://www.xcritical.com/wp-content/uploads/2022/08/image-fRwc0NbIJFuvqMkr-768x512.webp)
- Читайте статью «Что такое средневзвешенная цена (VWAP)».
- Цель этого анализа – оценить силу или слабость данного рынка.
- Напротив, если рынок ниже линии VWAP, его можно считать медвежьим.
- На первый взгляд, может быть тяжело понять его формулы и механизм работы.
- Кроме того, крупные брокеры обычно предоставляют приложения для торговли через смартфон или планшет.
Нужно смотреть в каждом конкретном случае, как такая комиссия соотносится с размером портфеля и сделками, которые вы планируете совершать. Если вы хотите торговать на фондовом, срочном и валютном рынках Московской биржи, то вам подойдет любой крупный брокер. Вы можете забрать с брокерского счета все деньги или их часть. Например, если вы получили дивиденды — можете их вывести. Если продали акции или облигации — можете вывести все вырученные деньги или их часть.
Профессиональные планы налогообложения криптовалют
![терминал для торговли на бирже](https://www.xcritical.com/wp-content/uploads/2022/08/2cd6abbb-b05d-4740-80be-a05c699a834c-768x432.webp)
При небольших сделках комиссия депозитария может в разы превысить брокерскую. Начинающим инвесторам лучше выбирать брокера или тариф, где нет отдельной комиссии за депозитарные услуги. Кроме процента от сделки у брокера может быть минимальная комиссия. Например, минимальная комиссия за любую сделку может быть 99 ₽.
![терминал для торговли на бирже](https://www.xcritical.com/wp-content/uploads/2022/08/image-ojDmChTdw0k851G3-768x512.webp)
Торговля криптовалютами осуществляется через сетку ордеров с одновременным запуском нескольких ботов. Разработчики ATAS позиционируют терминал как программно-аналитическое решение для смарт-анализа рынка и скальпинга – торговли внутри дня. Трейдеру доступна торговля по стакану заявок, позволяющая проводить сделки в один клик.
С практической точки зрения, это средняя цена актива за определенный период, взвешенная по объему. Это делает ее более полезной, чем просто средняя цена, так как она учитывает, на каких ценовых уровнях был наибольший объем торгов. Стохастик RSI, или StochRSI, – это производный от RSI индикатор. Как и в случае с RSI, основная цель индикатора – определение уровня перекупленности или перепроданности актива.
Однако именно этот вариант терминала позволяет в срочном порядке внести какие-то изменения, просмотреть ценовой график, открыть/закрыть позицию. Анализ в десктопной версии выполняется прямо на выводимых графиках. Подобные терминалы содержат тестер стратегий, позволяющий прогонять любые заложенные алгоритмы действий.
Один из лучших терминалов для свинг-трейдинга с применением криптовалют. Позволяет торговать, управлять портфелем и автоматически заполнять налоговые декларации. Ориентирован на технический анализ с применением 50 инструментов для создания рисунков и свыше 80 технических индикаторов.
В контексте финансовых рынков торгуемые активы называются финансовыми инструментами. Это могут быть акции, облигации, валютные пары на Форекс, опционы, фьючерсы, маржинальные продукты, криптовалюты и другие инструменты. Если вы не знакомы с какими-то терминами из этого списка, ничего страшного – мы объясним их по ходу статьи. Тарифные планы для интернет-трейдинга с низкой комиссией не предполагают обучения клиентов биржевой торговле. Если вам нужна помощь в обучении, то некоторые брокеры проводят бесплатные вебинары, а у других есть платные курсы и занятия с инструктором. Если вы совершили сделку сегодня, то акции с вашего счета спишутся послезавтра — и тогда же придут деньги.
Как правило, маркет-дата (сведения о покупке, продаже) предоставляется за определённую сумму. Предлагаемый бесплатный биржевой терминал (и бесплатная же маркет-дата) должны насторожить. При самом безболезненном раскладе брокер, предложивший такой софт, получит прибыль со скрытых платежей. В худшем — информация к клиенту будет попадать нелегально и с серьёзными задержками. Как и в случае с сайтами и программами для трейдинга, существует ряд характеристик и для подбора брокера.
Согласно традиционному определению, чтобы стать действительной, линия тренда должна коснуться цены минимум два или три раза. Как правило, чем больше раз цена коснулась (протестировала) линию тренда, тем более надежной она считается. Главное, для чего нужны линии тренда, – это визуализация определенных аспектов ценового действия.
Особенностью рыночных трендов является то, что с абсолютной уверенностью их можно определить только задним числом. Как вы понимаете, предвзятость в ретроспективе может оказать значительное влияние на определение рыночных трендов и принятие торговых решений. В действительности же цену актива в конкретный момент определяет баланс спроса и предложения.
Долгосрочный характер стратегии позволяет инвесторам не волноваться из-за временных колебаний цен. Как правило, они ведут себя относительно пассивно и не особо обращают внимание на краткосрочные потери. Еще можно торговать как бог, заработать 100% годовых и не беспокоиться о комиссиях, но фантастика в соседнем отделе. Эта опция может стоить дополнительных денег, уточняйте в тарифах брокера.