Для обучения, тренировки, интуитивных маневров лучше использовать демо-счет. Такие действия позволят отработать план действий, определить самые важные моменты и характерные черты сделок. После выявления ориентации торговли, получения базовых навыков игры, пользователь способен делать более серьезные вложения с расчетом на прибыль.
Все трейдеры хотя бы раз задумывались о существовании такой Форекс стратегии, которая бы стабильно приносила прибыль, и при этом полностью отсутствовали убытки. Что только трейдеры не придумывали, но еще не один замысел не был осуществлен на реале. К примеру, существует торговая система «Керри трейд», основанная на положительных свопах, но прибыль по ней настолько мала, что потребуется внушительный капитал, чтобы извлечь хоть какой-то доход. Кроме того, было разработано немало скальпинговых советников, которые показывали стабильную торговлю на демо-счете, но сливали на реале. Также существуют стратегии, основанные на Мартингейле, например, Ilan 1.6, и советники-сеточники, торгующие без фиксации убытков. Лучшие стратегии на валютном рынке форекс это те стратегии, которые у Вас между ушами и находятся в своей голове.
Чтобы детально изучить направление, предпочтительно выбрать минимальное количество показателей. По рекомендациям профессионалов оптимально использовать два-три графика. При этом монитор не будет загроможден ненужной информацией, сбивающей с толку.
![беспроигрышные форекс 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)
Обзор наиболее популярных и рекомендации трейдерам по их выбору. Какие показатели говорят о доходности и потенциальной прибыльности https://boriscooper.org/ торгов. Сигналом для продажи, по принципу Уильямса, является стабильный рост котировки на протяжении длительного периода времени.
Трейдеру
Делим данную сумму на количество прибыльных сделок из расчета, что отношение количества проигрышей к выигрышам составляет 60 к 40. Если сделка проиграла, то в конец записываемого ряда чисел добавляется одно значение, а при получении прибыли вычеркивается первое и последнее значение записываемого ряда. «Sumo Trend» — это индикаторная стратегия, с помощью которой вы научитесь определять аномальные рыночные объемы и использовать их для поиска качественных торговых сигналов.
Нельзя просто интуитивно делать ставки и выигрывать крупные суммы денег. Рядовому вкладчику не получится изучить единовременно все материалы по сделкам на Форекс, поэтому альтернативный вариант – воспользоваться чужой стратегией. Самая распространенная ошибка владельца финансовых активов – бездумное вложение. Не стоит надеяться на безопасность плана, участвовать в сделке, если трейдер ничего в ней не смыслит. Одним из самых популярных после Мартингейла считается метод «Ряд чисел».
Финам – обзор брокера forex и реальные отзывы клиентов
Задача стратегии, которую разберем в этом статье, состоит как раз в том, чтобы избавить трейдера от убыточных сделок. От страха потерять деньги, от горечи и разочарования от их потери. Ведь все эти негативные чувства отравляют человека, лишают его душевного равновесия и самоконтроля,а это может привести к неправильным решением, а неправильные решения всегда ведут к потере денег.
![беспроигрышные форекс стратегии](data:image/jpeg;base64,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)
Сегодня не существует единой беспроигрышной стратегии для получения стабильной прибыли от валютно-обменных операций на рынке Форекс. Каждая ситуация строится по индивидуальному плану, с учетом ожиданий, возможностей трейдера. Типовые модели позволяют новичкам отработать базовые принципы участия в сделках, набраться опыта. Перед оформлением вложений лучше оценить потенциальные риски, настроиться на вероятные убытки. Такая тактика позволит игроку сохранить эмоциональную стабильность, выдержку. Только детальный подход к бизнесу принесет достойную выгоду.
Форекс стратегии от Бориса Купера – уникальный инструмент беспроигрышной торговли
Любой игрок на рынке Форекс должен осознавать, что эта сфера деятельности сама по себе является высокорисковой, поэтому снизить количество убытков до нуля практически нереально. Да, кто-то скажет, что на сайтах и на форумах также продаются действующие стратегии. Пусть они сейчас отвечают всем требованиям и дают большой процент успешных сделок, завтра в ней не будет никакого смысла. Изменятся те или иные параметры, поэтому придется вручную вносить корректировки.
Если кто-то спрашивает, существуют ли беспроигрышные стратегии при торговле на Форекс, можете смело отвечать – нет. Итак, существуют ли беспроигрышные стратегии при торговле на Форекс? Слишком много факторов влияет на итоговый результат – манипуляции с рынком крупных игроков (маркет мейкеров), важные новости, изменения в экономической и политической ситуации. Все материалы на сайте носят исключительно информационный характер и не являются указанием к действию. Представленные данные – это только предположения, основанные на нашем опыте.
- После выявления ориентации торговли, получения базовых навыков игры, пользователь способен делать более серьезные вложения с расчетом на прибыль.
- Основные негативные моменты скальпинга – повышенные торговые издержки, низкая прогнозируемость сделки, психологическое давление.
- Теперь пользователи могут выбрать наиболее привлекательную схему торгов и получить высокий доход.
- Основной задачей методики остается определение точки срабатывания ордера, тейк профит, стоп лосс и период действия ордера.
- Данная безубыточная стратегия форекс близка к идеалу настолько, насколько это возможно.
Теперь необходимо посмотреть на график валютной пары евро/австралийский доллар на тайм-фрейме W1. Точно такая же идея заложена в беспроигрышную стратегию под названием «Master Star». Предлагаю вам взглянуть на график валютной пары австралийский доллар/доллар США на месячном тайм-фрейме. Запишитесь на курс Бориса Купера, гуру Форекс торговли расскажет о разных реально работающих на практике методиках заработка, и поможет определиться какая лучшая стратегия Форекс подходит именно вам. Беспроигрышную стратегию Форекс “Profitunity”, в данной ситуации, когда сигнал в противоположном направлении используют довольно редко. Она больше подходит, когда вы напуганы и желаете выйти из позиции.
Приступать к торговым операциям следует только после того, как будет изучен процесс торговли и факторы, оказывающие влияние на все тенденции изменения цен. Выбирая подходящий метод проведения торгов, требуется учесть не только эффективность и популярность методики, но соответствие избранной стратегии стилю финансового игрока. Приобретение якобы безубыточных стратегий Форекса приводит к большим финансовым тратам и только в некоторых случаях позволяет получить хоть какую-то прибыль без последствий для финансового положения. Авторы подобных проектов постоянно убеждают в том, что именно они раскрыли секрет безубыточной работы на валютном рынке.
Безубыточная стратегия Форекс 2023
Борис Купер подскажет оптимальные стратегии в зависимости от ваших целей. Рисковать, обучаясь на демо-токенах — это естественно (если оправданно). Но выходя в настоящую торговлю, все действия, которые вы привыкли совершать, стратегии, которые определили для себя, нужно делить на два, ато и пять, и действовать с осторожностью. Важно понимать, что для того, чтобы выставлять рыночный ордер — самый простой и быстрый тип сделок — нужно трейдить активно, то есть отслеживать изменение цены постоянно. Если же вы не занимаетесь внутридневной, или тем более — скальпингом (дала ссылку на РБК, почитайте, если не знаете), рыночный не подходит. Большинство новичков-трейдеров при первых же просадках цены актива — продает.
![беспроигрышные форекс 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)
Она генерирует множество торговых сигналов, которые нужно правильно фильтровать путем последовательного анализа пятиминутного и минутного графиков. Если все правильно сделать, то можно в несколько раз увеличить небольшой депозит. Если при открытии Франкфурта ценовой импульс имеет бычью тенденцию, то во время Лондонской сессии следует ждать смены тенденции на медвежью, и наоборот. Эта методика ведения торговой деятельности подходит для трейдеров, которые предпочитают получать мало, но часто . Применение этого метода при проведении сделок занимает немного времени.
Стратегия форекс Беспроигрышная и безубыточная торговля: без потерь, без убытков
Но если предлагаемые лучшие стратегии форекс 2017 и 2018 не работают, почему об этом не пишут повсеместно, а спрос на них всегда есть? Стопы и тейк-профиты равны соответствующей тени вчерашней дневной свечи. Сами отложенные ордера выставляются не в точности на вчерашнем High/Low, а с запасом в 3-5 пунктов. Это фильтр для ситуаций, когда тестируется поддержка/сопротивление в виде вчерашнего экстремума, но движение не продолжается. Стратегия удобна тем, что требует минимального количества времени. Достаточно один раз в день выставить отложенные ордера Buy Stop и Sell Stop, тейки и стопы.
Принцип работы
Ежегодно оборот компании возрастает на восемь-десять процентов. Главный принцип работы сервиса – конвертирование валюты по свободному курсу (котировке). В сделках участвуют частные, государственные, инвестиционные банки. Нередко на рынке заняты страховые агентства, пенсионный фонд и многие другие. Вход осуществляется по сигналам индикатора Quantum при появлении перекупленности или перепроданности, а выход происходит при формировании обратного сигнала.
«Money System PRO» — это очередной платный алгоритм, который в сети продвигает некий Михаил Золотарев с 2016 года. После чтения статьи вы сможете бесплатно получить все рабочие файлы, изучить технические инструкции и разобраться с примерами сделок. Основой канальной торговли является выявление ценовых границ . Открытие торговых ордеров осуществляется тогда, когда график касается линии канала. Любой игрок на рынке Форекс должен осознавать, что эта сфера деятельности сама по себе является высокорисковой , поэтому снизить количество убытков до нуля практически нереально. Если посмотреть на недельный график валютной пары AUDUSD, то можно заметить, что примерно последние 5 лет пара падает, а до этого 10 лет в основном росла.
Все дело в том, что доход получается постоянно, не нужно выжидать и терять время. Предположим, вы зашли в рынок (то есть купили криптовалюту) на моменте, когда она стоила $100, на 10 долларов (10%). В случае, если стратегии для форекс позволяющие зарабатывать цена развернулась движением вниз, задача трейдера — распределить свой бюджет на доли и поступательно покупать. Скажем, каждый «шаг» актива вниз на 20% — закупка еще на 5%, затем 10% и после еще 15% и так далее.
Такой вопрос задают новички, которые не понимают, как работает рынок. Дело в том, что не бывает одного, шаблонного варианта поведения. Теме не менее, существуют отработанные механизмы, позволяющие получать маржу с любой сделки. Торговля на Форекс предполагает наличие четкого плана, которому нужно следовать на протяжении дня, недели, месяца. Хаотичные действия не приведут к прибыли, а наоборот, обнулят депозит.