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		<title>Открытый Интерес В Терминале Quik Как Настроить Индикатор Открытых Позиций В Квике</title>
		<link>https://regalos.paradigma-digital.com/2025/02/07/otkrytyj-interes-v-terminale-quik-kak-nastroit%d1%8c-5/</link>
		
		<dc:creator><![CDATA[Francisco Camargo]]></dc:creator>
		<pubDate>Fri, 07 Feb 2025 09:32:29 +0000</pubDate>
				<category><![CDATA[Форекс Обучение]]></category>
		<guid isPermaLink="false">https://regalos.paradigma-digital.com/?p=19355</guid>

					<description><![CDATA[<p>Открытый интерес, он же график количества открытых позиций — доступен только для инструментов срочного рынка (фьючерсы, опционы). Открытый интерес — это достаточно широко используемый финансовый термин, обозначающий общее число открытых позиций по отношению к активам на срочных рынках. Для построения эффективной торговли желательно тщательно изучить его. Варианты изменения количества открытых позиций в Quik Активы на &#8230;</p>
<p class="read-more"> <a class="" href="https://regalos.paradigma-digital.com/2025/02/07/otkrytyj-interes-v-terminale-quik-kak-nastroit%d1%8c-5/"> <span class="screen-reader-text">Открытый Интерес В Терминале Quik Как Настроить Индикатор Открытых Позиций В Квике</span> Leer más &#187;</a></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2025/02/07/otkrytyj-interes-v-terminale-quik-kak-nastroit%d1%8c-5/">Открытый Интерес В Терминале Quik Как Настроить Индикатор Открытых Позиций В Квике</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Открытый интерес, он же график количества открытых позиций — доступен только для инструментов срочного рынка (фьючерсы, опционы). Открытый интерес — это достаточно широко используемый финансовый термин, обозначающий общее число открытых позиций по отношению к активам на срочных рынках. Для построения эффективной торговли желательно тщательно изучить его. Варианты изменения количества открытых позиций в Quik Активы на с&#8230; Сайт предоставляет информацию об открытых позициях по фьючерсам, опционам CALL и опционам PUT. Сортировать по (цена) <a href="https://fxdu.net/tipy-torgovli-skalping-i-pipsovka/">типы торговли скальпинг и пипсовка</a> – опция позволяет отсортировать данные по убыванию или возрастанию, в каком либо столбце.</p>
<ul>
<li>Кликаем по «Программа» — дважды левой кнопкой мышки — откроется меню.</li>
<li>Доступно &#8211; это общее количество акций (за вычетом блокированных), которые доступны клиенту для совершения новых операций.</li>
<li>Если планируете работать на Форексе, рекомендую этот материал к прочтению.</li>
<li>Открытый интерес, он же график количества открытых позиций — доступен только для инструментов срочного рынка (фьючерсы, опционы).</li>
<li>Банк ВТБ прилагает разумные усилия для получения информации из надежных, по его мнению, источников.</li>
</ul>
<p>Еще не рассказал про «Предыдущий лимит открытых позиций». Если мы к концу дня получили какой-то результат, то лимит открытых позиций, который был сначала дня, автоматически поменяется на новый. Старый же лимит переходит <a href="https://g-forex.org/akademiya-forex-club-otzyvy-i-kharakteristika/">школа форекс</a> в колонку «Предыдущий лимит открытых позиций». Это сделано для того, чтобы вы могли отслеживать динамику своего счета хотя бы за 2 дня. Эта ситуация часто заканчивается фазой боковика , потому что для скачков сначала необходимо увеличить ОИ, выждать время и перераспределить, чтобы зафиксировать прибыль и убытки.</p>
<h2>Московская биржа: как настроить индикатор «Открытый Интерес» в Quik 8 (устаревшая версия)</h2>
<p>Прибыль % &#8211; Прибыль в % к стоимости позиций на начало дня. Ст-ть &#8211; Суммарная оценка стоимости позиций по ценам приобретения (по значению параметра Баланс. цена). «Позиции» – состояние открытых позиций «Обеспечение» – расшифровка формирования обеспечения В верхней части окна расположена панель инструментов для настройки таблиц. При снижении цены и повышении ОИ набор позиций осуществляют и «медведи», и «быки» .</p>
<p>Кнопка отжата – значения рассчитываются только исходя из собственных средств. Панель инструментов является общей для вкладок «Позиции» и «Обеспечение». Произвести необходимые операции по закрытию и перевороту Вашей позиции. При торговле фьючерсами нам необходимо построить табличку, с названием «позиции по клиентским счетам». Если открытый интерес растет, это может свидетельствовать о росте интереса трейдеров и укреплении текущего тренда.</p>
<p>Операция закрытия всех позиций вызывается нажатием кнопки «Закрыть все» на панели инструментов вкладки «Позиции» в окне «Состояние счета». (Операция доступна, если в таблице на вкладке «Позиции» есть хотя бы одна ненулевая позиция. Размер позиции должен быть больше или равен размеру одного лота по выбранному инструменту). Лонги &#8211; Суммарная оценка длинных позиций, входящих в обеспечение.</p>
<h2>Открытый интерес в терминале Quik — как настроить индикатор открытых позиций в Квике</h2>
<p>При этом способе индикатор откроется в отдельном окне. Здесь мы настроим таблицу сразу для всех фьючерсов, отсортируем по обороту и затем будем выбирать нужные нам. Обеспечение − это цена позиции принимаемой в обеспечение, которая соответствует параметру цены позиции, то есть действующая стоимость актива. Интерпретация роста, падения или неизменности показателя зависит от того, как меняются в этот момент цены. Ниже будет показано, как на графики вывести индикаторы «общий спрос/предложение» и «открытый интерес» в QUIK (для фьючерсов и опционов). Аналитик спрогнозировал усиление позиций рубля У рубля есть шансы укрепиться по отношению к доллару.</p>
<p>Рассмотрим типичные рыночные сценарии с использованием индикатора открытого интереса. Если большое количество ОИ выходит из ниши рынка, в дальнейшем непонятно, будет ли рост. Если цена долго пребывает на одном уровне, а ОИ продолжает выходить, участники, которые остались в рынке, договариваются и одновременно закрываются.</p>
<p>Если у вас эта таблица уже есть — сразу переходим к редактированию и добавляем параметр «Открытый интерес» (рис. 2). Число открытых позиций по одному активу меняется со временем. Панель инструмента – можно скрыть панель расположенную вверху. Показать итоги – можно скрыть или показать строку внизу «итоги». Денежные позиции позволяют скрыть или показать денежные позиции. Все позиции – отображать все позиции, по всем инструментам включая по всем лимитам, включая закрытые нулевые позиции.</p>
<h2>Количество открытых позиций (ОИ)</h2>
<p>Если на вашем счете есть денежные средства, то они должны будут отобразиться в колонке «Лимит открытых позиций». Это основная колонка, которая всегда обновляется к началу нового торгового дня. Теперь нам необходимо настроить эту табличку, чтобы у нас отображались нужные столбики.</p>
<div style='text-align:center'><iframe width='566' height='313' src='https://www.youtube.com/embed/lkqc1OMmECQ' frameborder='0' alt='как посмотреть открытые позиции в quik' allowfullscreen></iframe></div>
<p>Соответствует значению параметра «Лонги» в таблице «Клиентский портфель». Ст-ть &#8211; Суммарная оценка стоимости позиций по текущим ценам, без учета активных заявок. Участники рыночных отношений, которые пользуются Quik, переносят ОИ в область гистограммы объема, где уже находятся открытые позиции . Этого можно добиться, открывая окно «Редактирование настроек графика» с помощью горячих клавиш Ctrl+E и перетянув количество ОП.</p>
<div style='text-align:center'><iframe width='564' height='316' src='https://www.youtube.com/embed/ek7UH1EfZC8' frameborder='0' alt='как посмотреть открытые позиции в quik' allowfullscreen></iframe></div>
<p>Помимо этого, доступны вариант в виде линии, баров, гистограммы, пунктира. Один из ключевых аспектов успешной торговли на рынке – это настроить свой интерес в Quik. Стакан в QUIK открывается двойным щелчком левой кнопкой мыши на нужном инструменте.</p>
<h2>Как настроить индикатор «Открытый Интерес» (Московская биржа)</h2>
<p>Свободно &#8211; Доступно для вывода средств при сохранении обеспеченности позиций или открытия позиций по немаржинальным активам с учетом заблокированных средств под активные заявки. Шорт &#8211; Доступно для открытия коротких позиций с учетом активных заявок. Соответствует значению параметра «На продажу» в таблице «Клиентский портфель». Лонг &#8211; Доступно для открытия длинных позиций с учетом активных заявок. Соответствует значению параметра «На покупку» в таблице «Клиентский портфель». Выбором в таблице «Клиентский портфель» пункта контекстного меню «Состояние счета».</p>
<h2>Настроить открытый интерес quik</h2>
<p>Эта ситуация часто заканчивается фазой боковика, потому что для скачков сначала необходимо увеличить ОИ, выждать время и перераспределить, чтобы зафиксировать <a href="https://vizerunok.com.ua/treyding-chto-eto-prostymi-slovami/">трейдинг что это такое простыми словами</a> прибыль и убытки. Правильно проанализировав данные, трейдер сможет понять, набирают ли позиции по активу, закрывают их или закрепляют прибыль. Зная эту информацию, трейдер формирует стратегию действий и прогнозирует развитие событий. Настройка открытого интереса в терминале Quik позволяет заранее определить направление рынка, что положительно сказывается на успехе инвестиций.</p>
<ul>
<li>Чтобы отметить сортировку, удерживаем эту же кнопку и нажимаем в левый угол на «обновление».</li>
<li>Может появиться уведомление о том, что по части инструментов вскоре истекает срок обращения.</li>
<li>Для мониторинга своего баланса и возможности подачи заявок, нужно пользоваться лимитными таблицами и портфелем клиента.</li>
<li>Соответствует значению параметра «Оценка (коэф)» в таблице «Купить/Продать».</li>
</ul>
<p>При необходимости можно внести изменения в цветовые решения разных позиций, для этого нужно только выбрать подходящий цвет. Обратите внимание, что лучше всего выставлять разные оттенки, чтобы было проще отыскать интересующий вас актив. Для этого нужно удерживать кнопку «shift» и выделяем заголовки столбцов, которые нам нужны. Это не то, чему учат книги о рынках, но книги и не торгуют.</p>
<p>О возможном сценарии рассказал агентству “Прайм” ведущий аналитик “Открытие Брокер” по глобальным исследованиям Андрей Кочетков. Одним из основных факторов, способствующих возникновению открытого интереса, является создание новизны. Пользователи всегда стремятся к чему-то юмаркетс новому и необычному. Используйте новые идеи, оригинальные подходы и инновационные решения, чтобы привлечь внимание и вызвать открытый интерес.</p>
<div style='text-align:center'><iframe width='562' height='312' src='https://www.youtube.com/embed/TAV9JaL_lSs' frameborder='0' alt='как посмотреть открытые позиции в quik' allowfullscreen></iframe></div>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2025/02/07/otkrytyj-interes-v-terminale-quik-kak-nastroit%d1%8c-5/">Открытый Интерес В Терминале Quik Как Настроить Индикатор Открытых Позиций В Квике</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
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			</item>
		<item>
		<title>Стратегии Форекс Для Рынка Forex: Лучшие Торговые Системы</title>
		<link>https://regalos.paradigma-digital.com/2024/09/17/strategii-foreks-dlja-rynka-forex-luchshie/</link>
		
		<dc:creator><![CDATA[Francisco Camargo]]></dc:creator>
		<pubDate>Tue, 17 Sep 2024 23:21:14 +0000</pubDate>
				<category><![CDATA[Форекс Обучение]]></category>
		<guid isPermaLink="false">https://regalos.paradigma-digital.com/?p=24379</guid>

					<description><![CDATA[<p>Трейдер должен иметь достаточный запас депозита, чтобы выдержать просадку. Лучше всего для позиционного трейдинга подходят криптовалюты и фондовые активы. Валютные пары двигаются в узком коридоре, тогда как у криптовалют и фондовых активов нет потолка роста и есть затяжные тренды. Как только вы определитесь с таймфреймом, вы сможете разработать торговый план и стратегию Форекс. Если ваша &#8230;</p>
<p class="read-more"> <a class="" href="https://regalos.paradigma-digital.com/2024/09/17/strategii-foreks-dlja-rynka-forex-luchshie/"> <span class="screen-reader-text">Стратегии Форекс Для Рынка Forex: Лучшие Торговые Системы</span> Leer más &#187;</a></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2024/09/17/strategii-foreks-dlja-rynka-forex-luchshie/">Стратегии Форекс Для Рынка Forex: Лучшие Торговые Системы</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Трейдер должен иметь достаточный запас депозита, чтобы выдержать просадку. Лучше всего для позиционного трейдинга подходят криптовалюты и фондовые активы. Валютные пары двигаются в узком коридоре, тогда как у криптовалют и фондовых активов нет потолка роста и есть затяжные тренды. Как только вы определитесь с таймфреймом, вы сможете разработать торговый план и стратегию Форекс. Если ваша цель — получать стабильный доход, вы должны найти больше торговых возможностей за более короткий период времени (чтобы сработал закон больших чисел).</p>
<p>Стоп-лосс помогает ограничить убытки в случае неблагоприятного движения рынка, а тейк-профит позволяет автоматически зафиксировать прибыль при достижении нужного уровня. Как и не гарантирует доходность сложная профессиональная торговая система. Неважно и количество индикаторов, попытка двойного подтверждения сигнала не столько повышает шанс на успех, сколько снижает частоту его появления.</p>
<p>В результате клиент валютного рынка теряет бдительность, упускает самые важные моменты и удваивает риски. Лучше выбрать тактику и четко следовать ее правилам открытия и закрытия контрактов. Каждый день фиксируется до пятнадцати сигналов для инвестирования. На анализаторе определяется свеча, далее ожидается изменение трендовой линии.</p>
<h2>Примеры Популярных Стратегий Для Новичков</h2>
<p>Если пользователь построит ложные линии сопротивления и поддержки, а торговые фигуры будут далеки от идеалов из дидактических материалов, депозиту грозит разорение. При построении линий стоит брать в расчет ближние периоды. В большинстве случаев наиболее результативно использовать план, отработанный годами. Профессионалы активно делятся опытом построения успешного бизнеса, размещают ролики, ведут форумы, вебинары, публикуют статьи. В этих материалах приводится реальная статистика становления бизнеса, описывается эффективность работы той или иной стратегии.</p>
<h2>Эмоции И Психология Торговли</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="торговые стратегии форекс для начинающих" 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"/></p>
<p>Определяем основу торговой стратегии — поведение цены, на которой будет построена стратегия. Основной критерий выбора торговой системы — соотношение доходности к уровню риска. Лучшая торговая система та, которая максимально комфортна, дает возможность отдохнуть морально и физически, приносит доход, сопоставимый с альтернативными источниками. При жестком придерживании правил стратегия позволяет взять в день пунктов при условии постоянного нахождения за компьютером. Допускается открытие 2-3 сделок на нескольких парах одновременно при условии, что установленные длиной пунктов стопы депозит выдержит без стоп-аута. Для начинающих лучше всего подойдут внутридневные стратегии.</p>
<ul>
<li>Безиндикаторная стратегия прекрасно работает на любых временных отрезках и с разнообразными финансовыми активами.</li>
<li>Любой тренд по Эллиотту состоит минимум из 3-4 коррекций — волн.</li>
<li>Самый эффективный скальпинг — торговля на откатах и на фундаменте.</li>
<li>При торговле по фундаментальному анализу рынка доходность может составлять пунктов.</li>
<li>Вы замечаете на 4-часовом таймфрейме движение цены относительно скользящей средней 20MA.</li>
</ul>
<p>Для качественного расчета времени входа в сделку и выхода из сделки чаще всего используют, тем не менее, инструменты технического анализа. Но статистика показывает, что 98% успешных трейдеров используют простые стратегии форекс, которые является неотъемлемой частью их торговли. Помимо соблюдения правил также важна абсолютная уверенность в успехе, благодаря которой вы сможете преодолевать периоды больших потерь. Эта стратегия является одной из самых простых и в то же время самой вариативной, так как ее можно построить в тысяче вариантов на разных таймфреймах. Ее основой является использование глобализации рынка Forex, которым постоянно торгуют по всей планете.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="торговые стратегии форекс для начинающих" 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"/></p>
<p>Достаточно один раз визуально запомнить, и потом их проще искать на графике. В этой статье такой легкий способ анализа нельзя было обойти стороной. В таблице описаны 5 самых простых свечных паттернов.</p>
<p>Видно формирование паттерна «треугольник», начальный размах амплитуды снижается. Стороны треугольника лишь изредка пробиваются тенями вниз, что говорит о слабости продавцов – это предварительный сигнал. Также виден относительно четкий горизонтальный уровень сопротивления.</p>
<p>Торговая стратегия на валютно-обменном рынке – тактика ведения бизнеса, модель определения моментов открытия и закрытия сделок. Не существует единого мнения, какая схема идеально подойдет для начинающих трейдеров. Каждый человек индивидуален, обладает конкретными навыками, способностями. Одному легко дается технический анализ, а другой пользуется индикаторами <a href="https://boriscooper.org/strategii-foreks-dlya-novichkov-prostye-ponyatnye-i-pribylnye/">прибыльные стратегии форекс</a> и графиками. Дополнительный анализ, который часто используют со свечным и фигурным, является индикаторный.</p>
<p>Например, стратегии с применением метода Мартингейла в краткосрочном периоде способны быстро разогнать депозит. Потому коэффициент умножения объема сделки используется, например, в известном советнике Ilan. Но вероятность убытка по таким системам составляет 80-90%. То есть стратегия вроде бы и прибыльная, но высокорисковая.</p>
<p>Однако на графике оно не обозначается прямой линией. Особенность рынка является таковой, что даже при понижении цены актива, показатель не может двигаться <a href="https://ru.wikipedia.org/wiki/%D0%90%D0%BA%D1%86%D0%B8%D1%8F_(%D1%84%D0%B8%D0%BD%D0%B0%D0%BD%D1%81%D1%8B)">Акция</a> по прямой. Это шаблон рыночной ситуации, который с относительно высокой вероятностью приводит к определенному движению. Схемы торговли по паттернам можно назвать одними из самых простых. Они выделяются в отдельные стратегии, например, торговля по свечным моделям.</p>
<p>Параллельно ведут блоги частных инвесторов, где публикуют отчеты по публичным и закрытым портфелям. Рынок меняется, потому не забывайте пересматривать правила стратегии торговли, подстраиваясь под изменившуюся рыночную ситуацию. Для этого используйте тестер МТ4 и следите за тем, чтобы статистические показатели тестирования на истории не отличались от фактических. Это алгоритм, который поможет определить оптимальную комбинацию всех параметров и критериев для достижения максимального результата.</p>
<p>На часовом таймфрейме выполняется более точный анализ. После достижения ценой линии уровня сопротивления (поддержки) необходимо дождаться ее отбоя непосредственно в сторону трендового движения. В преддверии важных событий входить в рынок не рекомендуется. В подобных ситуациях <a href="https://boriscooper.org/">https://boriscooper.org/</a> движение цен непредсказуемо и может резко меняться как в одну, так и другую сторону.</p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2024/09/17/strategii-foreks-dlja-rynka-forex-luchshie/">Стратегии Форекс Для Рынка Forex: Лучшие Торговые Системы</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Трейлинг Стоп: Как Правильно Его Использовать В Трейдинге?</title>
		<link>https://regalos.paradigma-digital.com/2024/07/25/trejling-stop-kak-pravilno-ego-ispolzovat-v/</link>
		
		<dc:creator><![CDATA[Francisco Camargo]]></dc:creator>
		<pubDate>Thu, 25 Jul 2024 01:43:38 +0000</pubDate>
				<category><![CDATA[Форекс Обучение]]></category>
		<guid isPermaLink="false">https://regalos.paradigma-digital.com/?p=24311</guid>

					<description><![CDATA[<p>Маркет-мейкеры часто пользуются трейдерскими стопами. В результате стоп-лоссы часто сбиваются при случайных движениях цены. Чтобы предотвратить это, стоп-лосс следует размещать на расстоянии 1 ATR от границы отката. Трейлинг-стоп-ордер может помочь биржевым трейдерам, которые хотят потенциально следовать тренду при управлении своей стратегией выхода из сделки. Правильное размещение уровней тейк-профита и стоп-лосса является основой эффективного управления капиталом &#8230;</p>
<p class="read-more"> <a class="" href="https://regalos.paradigma-digital.com/2024/07/25/trejling-stop-kak-pravilno-ego-ispolzovat-v/"> <span class="screen-reader-text">Трейлинг Стоп: Как Правильно Его Использовать В Трейдинге?</span> Leer más &#187;</a></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2024/07/25/trejling-stop-kak-pravilno-ego-ispolzovat-v/">Трейлинг Стоп: Как Правильно Его Использовать В Трейдинге?</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Маркет-мейкеры часто пользуются трейдерскими стопами. В результате стоп-лоссы часто сбиваются при случайных движениях цены. Чтобы предотвратить это, стоп-лосс следует размещать на расстоянии 1 ATR от границы отката. Трейлинг-стоп-ордер может помочь биржевым трейдерам, которые хотят потенциально следовать тренду при управлении своей стратегией выхода из сделки. Правильное размещение уровней тейк-профита и стоп-лосса является основой эффективного управления капиталом и ключом к сохранению прибыли на финансовых рынках. Фактически это плавающий стоп-лосс, который используется в том случае, если вы не можете постоянно контролировать сделку.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="как правильно выставить трейлинг стоп" 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"/></p>
<p>При таком стиле торговли ордер может внезапно закрыться из-за незначительного падения стоимости актива. Сам принцип того, как поставить трейлинг стоп, не отличается большой сложностью. Здесь же стоит рассмотреть интервалы и способы обновления стоп-лосса. Это позволит еще глубже понять механизмы trailing cease. Чтобы было проще понять, что это такое trailing cease на бирже, нужно сразу вспомнить о stop-loss – о нем должен знать любой новичок в трейдинге.</p>
<h2>Блог Профессионального Трейдера</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="как правильно выставить трейлинг стоп" 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"/></p>
<p>Когда изменяется цена, стоп изменяется вместе с ней в зависимости от направления сделки. Например, в позициях на покупку цена идёт вверх, и стоп идёт вверх, а для сделок на продажу всё наоборот – цена опускается, и стоп за ней. Ему совсем необязательно приходить <a href="https://boriscooper.org/treyling-stop-instrument-birzhevykh-torgov/">трейлинг стоп это</a> на выгодную для трейдера величину.</p>
<ul>
<li>Несложно представить, как работает трейлинг стоп и на “медвежьем” маркете.</li>
<li>AMarkets — международный онлайн-брокер, работающий с 2007 года.</li>
<li>Чтобы было проще понять, что это такое trailing cease на бирже, нужно сразу вспомнить о stop-loss – о нем должен знать любой новичок в трейдинге.</li>
<li>Еще не у всех брокеров трейлинг-стоп работает при отключенном торговом терминале.</li>
<li>Кропотливый анализ и тесты помогут подобрать наиболее оптимальный вариант и ставить отклонение с выгодой для себя.</li>
</ul>
<p>Т.е., после перемещения цены на 70 пунктов, уровень стопа будет подтягиваться за каждым локальным максимумом. Пока откаты укладываются в данную величину, стоп следует за рынком, наращивая прибыль, но как только цена при развороте достигнет данного уровня, сделка автоматически закроется. Называется эта простейшая, но безусловно полезная разработка — советник Trailingator и устанавливается он в терминал MetaTrader4 как и любой другой робот. Trailing stop означает «скользящий стоп» и часто применяется опытными трейдерами для снижения убытков.</p>
<p>Сигнал на открытие сделки — пробой трендовой линии L1. Трейлинг-стоп устанавливается на уровне S2 или чуть ниже на случай, если цена попробует снова протестировать уровень поддержки. Нужно указать длину Trailing Cease, параметр активации при положительном значении ордера и параметр активации трейлинга для ручных/автоматических сделок. Скачать установочный файл советника для МТ4 вы можете по этой&nbsp;ссылке. Если вы устанавливаете трал, отдельно ордер стоп-лосс ставить необязательно, но желательно, на случай проблем с интернет-соединением.</p>
<p>То есть трейлинг-стоп — заявка на бирже, не фиксированная. Она движется за активом в выбранном вами направлении. Например, чтобы двигаться по краткосрочному тренду, вы можете использовать 20MA, 2 ATR и т.д. Чтобы двигаться по среднесрочному тренду — используйте 50MA, 4 ATR и т.д. Чтобы двигаться по долгосрочному тренду, берите 200MA, 6 ATR и т.</p>
<p>Что же касается того, как поставить трейлинг стоп в мт5, то ответ на этот вопрос уже дан выше. Трейлинг стоп в MT5 устанавливается точно так же, как и в MT4. То есть по клику на открытый ордер вызывается контекстное меню, из которого выбирается Trailing Cease, а затем указывается интересующее число пунктов. По всей видимости, при создании нового терминала разработчики решили, что существовавший в МТ4 способ выставления трейлинг стоп является наиболее удобным.</p>
<h2>Минусы Трейлинг Стопа (слабые Стороны)</h2>
<p>Принцип выставления трейлинг стоп в разных терминалах отличается. Чтобы освоить управление рассматриваемой функцией в используемом ПО, необходимо обратиться к его официальном документации. Для оптимизации торговли следует ориентироваться на ATR. С его помощью можно примерно оценить диапазон колебаний цены. Если заработок происходит за счет небольших всплесков цены, то стоит выставлять небольшое расстояние.</p>
<p>И это позволило добиваться достаточно серьезных показателей для робота без усреднения — около 1000% годовых и более — при мизерных просадках (12 — 31%) для автоматического трейдинга. Как вы знаете, существует два основных приказа &#8211; cease <a href="https://www.google.com/search?hl=ru&amp;gl=RU&amp;ei=63P0X-HEEuGMrgTLj66oDw&amp;q=%D0%B8%D0%B3%D1%80%D0%B0+%D0%BD%D0%B0+%D0%B1%D0%B8%D1%80%D0%B6%D0%B5&amp;oq">игра на бирже</a> loss и take profit. Следует помнить, что трейлинг-стоп перемещается только в направлении сделки. Когда цена идёт в противоположную сторону, он остаётся на месте.</p>
<p>Можно кликнуть правой кнопкой мыши на строке «Баланс» в окне «Торговля», далее выбрать «Трейлинг-стоп». Его основная цель – зафиксировать плавающий доход по сделке в случае изменения направления движения текущей цены. Трейлинг-стоп (Trailing Stop)&nbsp;– динамический стоп-лосс, который автоматически движется за ценой в сторону прогнозированного направления. Еще не у всех брокеров трейлинг-стоп работает при отключенном торговом терминале.</p>
<p>Какую из всех описанных техник подтягивания стопа <a href="https://boriscooper.org/">https://boriscooper.org/</a> стоит использовать вам? Если вы стремитесь захватить все трендовое движение, постарайтесь оставаться на рынке до его разворота. Поэтому мы будем использовать индикатор ATR для установки трейлинг стопа на основании текущей волатильности.</p>
<p>Хотя он действительно дает явные преимущества и увеличивает потенциальную прибыль, есть и серьезные минусы, которые стоит отметить. Важно отметить, что нет единых правил того, как пользоваться трейлинг стопом. Аналитик сам решает, какой процент отставания задавать и в какой момент запускать скользящий ордер.</p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2024/07/25/trejling-stop-kak-pravilno-ego-ispolzovat-v/">Трейлинг Стоп: Как Правильно Его Использовать В Трейдинге?</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Что такое CFD и как ими торговать: Полное руководство для трейдеров</title>
		<link>https://regalos.paradigma-digital.com/2024/06/21/chto-takoe-cfd-i-kak-imi-torgovat%d1%8c-polnoe/</link>
		
		<dc:creator><![CDATA[Francisco Camargo]]></dc:creator>
		<pubDate>Fri, 21 Jun 2024 11:24:51 +0000</pubDate>
				<category><![CDATA[Форекс Обучение]]></category>
		<guid isPermaLink="false">https://regalos.paradigma-digital.com/?p=19345</guid>

					<description><![CDATA[<p>В те времена, рынок Форекс был еще совсем молод и представлял собой валютную биржу в самом что ни на есть прямом понимании, на нем торговались только лишь валюты. С помощью платформ можно настроить собственные торговые стратегии CFD. Поэтому вам обязательно стоит взглянуть на бесплатные учебные материалы вышеупомянутых поставщиков. Они также предлагают вебинары и тренинги для &#8230;</p>
<p class="read-more"> <a class="" href="https://regalos.paradigma-digital.com/2024/06/21/chto-takoe-cfd-i-kak-imi-torgovat%d1%8c-polnoe/"> <span class="screen-reader-text">Что такое CFD и как ими торговать: Полное руководство для трейдеров</span> Leer más &#187;</a></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2024/06/21/chto-takoe-cfd-i-kak-imi-torgovat%d1%8c-polnoe/">Что такое CFD и как ими торговать: Полное руководство для трейдеров</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>В те времена, рынок Форекс был еще совсем молод и представлял собой валютную биржу в самом что ни на есть прямом понимании, на нем торговались только лишь валюты. С помощью платформ можно настроить собственные торговые стратегии CFD. Поэтому вам обязательно стоит взглянуть на бесплатные учебные материалы вышеупомянутых поставщиков. Они также предлагают вебинары и тренинги для лучшего понимания торговли. Выбор&nbsp;онлайн-брокеры&nbsp;в Интернете безгранично и не легко. Новичков это чаще всего смущает, и они обращают внимание на неправильные составляющие при выборе провайдера.</p>
<p>Установите лимитные ордера для автоматического закрытия позиций при указанном уровне прибыли, чтобы не следить постоянно за ситуацией на рынке. Главное преимущество CFD — доступность большого числа активов на любой бирже. Это очень популярный инструмент, особенно у Форекс-трейдеров.</p>
<p>Суть хеджирования заключается в том, что если одна инвестиция идет против вас, то ваша хеджевая позиция идет в вашу пользу. CFD торговля демократизирует рынки, обеспечивая низкий входной порог. В Capital.com есть трейдеры, которые открывают позиции на сумму более $1 млн единовременно, но минимальный депозит, с которым вы можете торговать онлайн, составляет всего $20. Торговля с использованием левереджа также называется маржинальной торговлей. Маржа в 10% означает, что вы должны внести только 10% от стоимости сделки, которую хотите открыть.Остальная сумма — это левередж.</p>
<h2>Главное о торговле CFD</h2>
<p>Торговля CFD подразумевает возможность заключить контракт на разницу цен на базовый актив, <a href="https://forex-helper.ru/cfd-eto-raznovidnost-kontrakta.html">cfd это</a> которым может выступать акция, товар, валюта, фондовый индекс. При этом, фактического владения базовым активом контракт не подразумевает. По сути, контракты на разницу цен — это идеальный способ создавать “локи” и синтетические хеджевые позиции. Но основным их плюсом является возможность моментального хеджирования позиции по физическим акциям. В случае с акциями Google маржинальный залог составляет всего 2% от всей стоимости.</p>
<p>После того как ваш аккаунт настроен и вы разработали торговый план, важно определить, какой суммой вы готовы рисковать, чтобы выбрать соответствующую стратегию управления рисками. Если вы не склонны к риску, то будете искать возможности с более низким соотношением риска и вознаграждения (Risk/Reward Ratio или RR). Большинство сделок с CFD не имеют фиксированной даты истечения, что означает неограниченную длину CFD контракта. CFD торговлю можно считать экономически выгодным способом выхода на финансовые рынки. У некоторых брокеров стоимость CFD включает комиссию за торговлю различными финансовыми активами, однако Capital.com не берет комиссию за открытие и закрытие сделок, за внесение и вывод средств. Однако банки или поставщики платежных услуг могут взимать с вас плату за внесение или вывод средств.</p>
<h2>Как добиться успеха в торговле CFD?</h2>
<p>В случае с кредитным плечом, вы можете не платить полную стоимость, а взять “кредит”. CFD на индексы – это контракт на разницу, где главным активом выступают биржевые индексы. Трейдер может торговать мировыми индексами и извлекать прибыль из изменения цен на актив. Стопы и лимиты — это важнейшие инструменты управления рисками, доступные большинству трейдеров. CFD являются сложными инструментами.Торговля ими сопряжена с высоким риском.Стоимость сделки может расти и падать. Вы можете понести убытки, если рынок пойдет против ваших ожиданий.Поэтому управление рисками CFD — один из важнейших пунктов, который необходимо учитывать и внедрять в свою торговую практику.</p>
<ul>
<li>В случае с кредитным плечом, вы можете не платить полную стоимость, а взять “кредит”.</li>
<li>После того как ваш аккаунт настроен и вы разработали торговый план, важно определить, какой суммой вы готовы рисковать, чтобы выбрать соответствующую стратегию управления рисками.</li>
<li>Чтобы пополнить счет необходимо в основной панели выбрать вкладку “финансы”.</li>
</ul>
<h2>Управление рисками при торгах CFD</h2>
<p>Cтановится понятно, что при помощи CFD-контрактов&nbsp;мы можем совершать ранее недоступные для нас сделки на любой бирже. Нам не нужно иметь на своем торговом счете большую сумму, чтобы получать большую прибыль. В моем примере, мы получили 1000 долларов прибыли вложив всего 320 долларов, а это более 300% дохода на вложения, что практически невозможно при работе с самим активом. На наш взгляд, опасность контракта на разницу определяют сами трейдеры. Можно потерять весь свой торговый капитал за короткое время.</p>
<h2>Для чего были разработаны контракты на разницу (CFD)?</h2>
<p>Особенно в&nbsp;дневная торговля, кредитное плечо необходимо, потому что вы хотите торговать только очень небольшими движениями рынка. Убытки и прибыль могут быть ограничены для каждого брокера. Установите автоматический лимит убытков (Stop Loss) и цель по прибыли (Take Profit) через маску ордера.</p>
<p>К ним относятся акции, сырьевые товары, индексы, Forex и тд. Трейдер может получить прибыль от разницы между ценой открытия и закрытия конкретного инструмента CFD. Хотя CFD максимизирует прибыль трейдеров, риск потери ваших денег и активов также может значительно возрасти.</p>
<h2>лучших книг по Форексу для начинающих и опытных трейдеров</h2>
<p>С Morpher вы можете начать с дробных инвестиций, пользоваться преимуществами коротких продаж без процентных сборов и обеспечить безопасность некостодиального кошелька. Плюс, с кредитным плечом до 10x, вы сможете усилить свои торговые стратегии. Не упустите уникальный опыт торговли, который предоставляет Morpher.com, построенный на блокчейне Ethereum для действительно отличного подхода. Зарегистрируйтесь и получите бесплатный бонус за регистрацию уже сегодня и присоединяйтесь к сообществу трейдеров, которые уже формируют будущее рынков.</p>
<h2>Наиболее распространенные ошибки трейдеров CFD — советы и рекомендации:</h2>
<p>Огромное количество информации о построении собственной стратегии, проведении анализа и соблюдения правил управления капиталом и рисками содержит блог профессионального трейдера А. CFD — это сложные инструменты, которые связаны с высоким риском быстрой потери средств из-за левереджа. 85.24% аккаунтов розничных инвесторов теряют деньги при торговле CFD с этим брокером. Убедитесь, что вы понимаете, как работают CFD, и можете позволить себе высокий риск потери средств.</p>
<p>Размер занимаемой позиции (стоимость контракта) показан ниже. Некоторые регулирующие органы требуют, чтобы новые клиенты проходили тест для оценки «уместности и пригодности». Это означает, что вам необходимо ответить на несколько вопросов, чтобы продемонстрировать, что вы понимаете риски маржинальной торговли. Перед началом торговли лучше всего тщательно изучить принципы работы левереджа и маржи. Через CFD можно приобрести фьючерсы на облигации, валюту и энергоносители. Базовые инструменты определяются мировыми биржами и брокерами.</p>
<div style='text-align:center'><iframe width='561' height='316' src='https://www.youtube.com/embed/SnmXgD35jlY' frameborder='0' alt='cfd это' allowfullscreen></iframe></div>
<p>Находится актив в котором присутствует ярко выраженное направленное движение, и формируется позиция против этого движения. Стратегия “противоположное инвестирование” является в большей степени фундаментальной стратегией, так как в ее основе лежит не график цены, а изучение мнения “толпы”. На графике ищется момент, когда цена пробивает уровень ближайшего фрактала и ждут, когда график выйдет за границу ближайшей полосы Боллинджера, тогда сигнал считается истинным. Стоп, как правило устанавливается на уровне противоположного фрактала. Тут выбор каждый делает сам, но следует просто понимать, для чего вы делаете такое перекрытие, чтобы получить дополнительную прибыль — тогда выбирайте&nbsp;вариант 1, но он рискованный.</p>
<p>Иными словами, если они долго падали, то скоро начнут рост, иначе никак. Если мы всерьез решили научиться зарабатывать на торговле CFD-контрактами, нам необходимо начать зарабатывать реальные деньги, а для этого нужен реальный счет. Сверху появится меню, где все торговые инструменты классифицированы по группам. Так как мы собираемся торговать CFD-контрактами, интересуют нас в первую очередь акции, а значит и выберем в панели вкладку “акции”.</p>
<p>Например, мы решили приобрести CFD-контракт на акции компании Tesla (#TSLA). Со временем, онлайн торговля CFD-контрактами стала предлагаться и другими финансовыми компаниями и брокерами по всему миру. Изначально&nbsp;основной задачей, для которой и был придуман CFD, было сделать доступной торговлю акциями. И,&nbsp;так как CFD-контракты на акции являются самыми популярными, на их примере мы и посмотрим на работу CFD. Торговля на Форекс, CFD, опционами и другими финансовыми инструментами сопряжена с высоким риском потерь и подходит не всем инвесторам. 77-85% счетов розничных инвесторов теряют деньги при торговле CFD с поставщиками, представленными на этом сайте.</p>
<p>Эта популярность обусловлена большой разницей в величине стартового капитала для трейдера, торгующего акциями или контрактами на разницу тех же акций. Торговля CFD контрактами является маржинальной, поэтому связана со всеми рисками использования кредитного плеча. Предлагаемые нами инструменты торгуются с применением маржи и подразумевают высокий уровень риска. Данные финансовые продукты могут подходить не для всех инвесторов, поэтому вам следует для начала убедиться, что Вы понимаете связанные с ними риски.</p>
<p>Обладая более чем 7-летним опытом работы на финансовых рынках, мы объясним волнующую тему контрактов на разницу цен. Как вы видите на картинке выше, онлайн-брокер продает вам «контракт CFD»,  который поступает от поставщиков ликвидности, таких как банки или маркет-мейкеры со специальными лицензиями. Некоторые крупные брокеры также являются поставщиками ликвидности. Банк/поставщик ликвидности берет на себя контрриск и хеджирует себя на рынках.</p>
<p>Вы также можете рассмотреть возможность размещения лимитных ордеров для автоматического закрытия позиции при достижении заданного уровня прибыли. Ордеры Тейк-профит (Take-profit, TP) снижают риск передержать прибыльную сделку и пропустить пик, после которого последует падение.Торгуйте не сердцем, а головой. Например, если вы ожидаете, что цена на золото будет расти, вы можете открыть позицию с CFD на золото. Представьте, что котировки составляют $1 200/$1 205 (бид/аск спред). Вы покупаете 100 CFD на золото (занимаете длинную позицию).</p>
<div style='text-align:center'><iframe width='566' height='316' src='https://www.youtube.com/embed/OuTWz-UHUZs' frameborder='0' alt='cfd это' allowfullscreen></iframe></div>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2024/06/21/chto-takoe-cfd-i-kak-imi-torgovat%d1%8c-polnoe/">Что такое CFD и как ими торговать: Полное руководство для трейдеров</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
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		<item>
		<title>Как переименовать трек в вк: Как изменить название песни в ВК Орфографика  Перевод звука в текст</title>
		<link>https://regalos.paradigma-digital.com/2023/12/29/kak-pereimenovat%d1%8c-trek-v-vk-kak-izmenit%d1%8c-nazvanie/</link>
		
		<dc:creator><![CDATA[Francisco Camargo]]></dc:creator>
		<pubDate>Fri, 29 Dec 2023 14:25:31 +0000</pubDate>
				<category><![CDATA[Форекс Обучение]]></category>
		<guid isPermaLink="false">https://regalos.paradigma-digital.com/?p=25813</guid>

					<description><![CDATA[<p>После этого выберите файл, расположенный на вашем устройстве, и загрузите его на сайт. При этом помните, что добавленная песня не должна нарушать авторские права и превышать допустимый размер (200 Мб). Социальная сеть ВКонтакте является как местом общения между пользователями, так и универсальной медиаплощадкой, предоставляющей собственный плеер, список аудио и даже плейлисты. Чтобы упростить взаимодействие с &#8230;</p>
<p class="read-more"> <a class="" href="https://regalos.paradigma-digital.com/2023/12/29/kak-pereimenovat%d1%8c-trek-v-vk-kak-izmenit%d1%8c-nazvanie/"> <span class="screen-reader-text">Как переименовать трек в вк: Как изменить название песни в ВК Орфографика  Перевод звука в текст</span> Leer más &#187;</a></p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2023/12/29/kak-pereimenovat%d1%8c-trek-v-vk-kak-izmenit%d1%8c-nazvanie/">Как переименовать трек в вк: Как изменить название песни в ВК Орфографика  Перевод звука в текст</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>После этого выберите файл, расположенный на вашем устройстве, и загрузите его на сайт. При этом помните, что добавленная песня не должна нарушать авторские права и превышать допустимый размер (200 Мб). Социальная сеть ВКонтакте является как местом общения между пользователями, так и универсальной медиаплощадкой, предоставляющей собственный плеер, список аудио и даже плейлисты. Чтобы упростить взаимодействие с личным списком музыки, загруженной на сайт самостоятельно или добавленной из глобального поиска, можно воспользоваться опцией переименования. В рамках данной статьи мы рассмотрим решение подобной задачи. Не хочу, чтобы люди просто зашли ко мне и добавили к себе то, что я годами собираю по крупицам.</p>
<ul>
<li>Качественное редактирование тегов MP3 (не путать с html-тегами или и т.д.), также известных как «ID3-теги», требует специального программного обеспечения.</li>
<li>Вы можете написать свой запрос напрямую, в строке поиска.</li>
<li>По его словам, если файл однажды был изъят, то уже никто не сможет его загрузить, как бы он ни назывался.</li>
<li>Изменение наименования группы несет в себе некоторые риски для ее репутации.</li>
<li>Также можно задать вопрос в обсуждении или самому разместившему ролик.</li>
</ul>
<p>Если новости просмотрены, на сообщения ответы написаны, а уходить из ВК не хочется, обратите внимание на прикольные функции ВК. Если хотите быстро разобраться в функционале и возможностях социальных сетей, приходите на бесплатный практикум «Основы SMM» от SMM.school. Видеокурс даст вам необходимые базовые навыки продвижения – вы сможете применить их для развития своего бизнеса или начать осваивать профессию SMM-щика. Кстати, вы можете отредактировать изображение встроенным фоторедактором. При наведении на изображение нажмите улыбающуюся рожицу, и вы в нем. Публичные страницы отличает от групп и встреч то, что они не могут быть закрыты от других пользователей, вступить в такое сообщество может любой желающий.</p>
<h2>Как удалить и редактировать музыку в вк из моих аудиозаписей</h2>
<p>Поменяв название файла в этом диалоге, нажмите кнопку OK. Немного отвлечемся от темы создания сайтов и поговорим про музыку. Качественное редактирование тегов MP3 (не путать с html-тегами или и т.д.), также известных как «ID3-теги», требует специального программного обеспечения. Прежде чем залить любимую музыку с компьютера, ознакомьтесь с понятием авторского права и интеллектуальной собственности.</p>
<h2>Основные различия Публичной страницы и Группы ВКонтакте</h2>
<p>Обязательно нужно вписать <a href="https://birzha.name/brokerskaya-kompaniya-maxitrade/">макситрейд</a> название (иначе плейлист просто не сохраниться), остальные поля и обложку по желанию. Причина, по которой человек планирует сменить имя в ВК не имеет значения. Главное — указывать честные сведения в том виде, в котором они прописаны в документах. Если человек планирует поменять символы на японские, на иероглифы и на корейские, это вряд ли получится. Более того, сегодня даже латинский алфавит проходит «со скрипом».</p>
<ul>
<li>Во ВКонтакте публикуются разные аудиозаписи, включая как незащищенные, так и защищенные авторскими правами.</li>
<li>В нем можно выставить временной интервал просмотра и добавить несколько минут, если ребенок что-то не досмотрел.</li>
<li>В нижней части экрана вы найдете кнопку «Мои аудиозаписи», нажмите на нее.</li>
<li>Конечно, этот превосходный усилитель также имеет запрашиваемую цену в фунтах стерлингов и не обеспечивает функции оптимизации системы своего интегрированного собрата.</li>
</ul>
<h2>Как создать плейлист в ВК?</h2>
<p>Пункты меню могут немного отличаться, как и сами названия, все зависит от того, каким браузером вы пользуетесь. Вы ищете информацию о том – как управлять группой в контакте? Сразу хочу расставить точки над «i» –темы управления группы и ее ведения различаются между собой. Если Вам все же интересно – ведение группы, то тогда Вам . Если вы не меняли адрес страницы, по умолчанию ID будут служить последний ряд цифр, содержащихся в нем (задаются автоматически). После сохранения новый адрес страницы будет служить ссылкой на группу.</p>
<p>Хотя может вы из тех людей, которые добавляют все подряд, тогда данный пост вам в помощь, можете все почистить. По аналогии с десктопной версией здесь вы можете изменить название только записей, которые были загружены пользователями. Для того, чтобы создать рекламную страницу на компьютере, необходимо нажать на кнопку «Создать» на верхней панели. В «Основной информации» можно поменять название (оно и адрес страницы должны быть обязательно, остальные пункты опциональны), добавить описание, определить тип, загрузить обложку.</p>
<h2>Изменяем название группы ВКонтакте с ПК</h2>
<p>Заходим на m.vk.com в браузере телефона, проходим авторизацию и из новостей переходим в главное меню со списком разделов страницы, нажав на иконку (три полосы). <a href="https://forexww.org/figury-tekhnicheskogo-analiza-chto-oni-oznachayut/">фигуры технического анализа что они означают</a> Далее нужно нажать на Перейти в профиль под именем и фамилией. Если сложность заключается в отсутствии раздела «аудио»,стоит заглянуть в настройки и добавить нужную кнопку на левую панель, выведя её из числа закрытых для использования. Используйте официальное мобильное приложение соцсети. «Выключены» — блок с музыкой будет удален вместе с возможностью добавления новых аудиозаписей. Для того, чтобы приступить к добавлению аудиозаписей в паблик ВКонтакте, сначала потребуется активировать соответствующий раздел через настройки.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="как переименовать музыку в вк" 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"/></p>
<p>Поменять заголовок и прочие параметры для аудиозаписи достаточно просто. Эта функция особенно актуальна в случае, если изначально название песни было записано неверно. Этот функционал доступен и для пользователей iPhone и Android через официальное приложение.</p>
<p>Ограничения не распространяются на музыку в историях или на такие музыкальные мероприятия, как выступление артиста или группы. Соцсеть предлагает четыре основных принципа допустимого использования музыки, которые распространяются как на Facebook, так и на Instagram. Но, согласен, есть люди, которые скрывают свои аудио, среди моих друзей и знакомых тоже такие есть, и я разделил их на две группы. <a href="https://fxdu.net/etapy-razvitiya-trejdera/">этапы развития трейдера</a> В таком случае, нам нужно создать новую рекламную страницу на Facebook.</p>
<h2>Добавление объектов в&nbsp;плейлист</h2>
<p>Еще есть прикольная функция, о которой многие забывают. Вы можете ставить в очередь именно те песни, которые вам нравятся именно сейчас. Например, вы слушаете 1 трек в своем списке, но вы хотите, чтобы вторым уже играл шестой трек. Это и есть ваш плейлист из музыки, которая вам нравится.</p>
<p>Рассмотрим, какие есть функции и отличия одних от других во ВКонтакте. Если планировать посты через возможности ВК, обратите внимание на нижнее меню при создании поста. Если дорог трафик, уберите автовоспроизведение видео и анимации. Если верх вашей эмоциональности в переписке – четыре улыбающиеся скобочки, а стикеры все время вылезают и мешают жить, стоит убрать эту функцию ВКонтакте в настройках. Рядом с созданными Вами плейлистами отображается значок плейлиста&nbsp;. Иконка с тремя точками является контекстным меню, которое предоставляет дополнительные опции для управления треком.</p>
<h2>Вводный раздел для статьи о том, как поменять название трека в ВК на телефоне</h2>
<p>Откроется список, где необходимо подвести указатель мыши к той композиции, которую желаете удалить. Откроется список, где необходимо подвести к той композиции, которую желаете удалить. В открывшемся окошке можно ввести желаемое название для композиции, а также указать исполните и текст песни. Изменения будут сохранены и показаны для всех, кто будет искать эту же мелодию. Но Максим Егоров в беседе с РБК daily назвал эту идею бесперспективной. По его словам, если файл однажды был изъят, то уже никто не сможет его загрузить, как бы он ни назывался.</p>
<p>Многие пользователи наивно полагают, что изменение названия трека как-то повлияет на массовое удаление лицензионных композиций. Поиск в ВК уже давно осуществляется не по ключевым запросам или тегам, а по самой аудиозаписи с помощью нейронных сетей и ВК удаляет только те треки, которые были заявлены правообладателями. Затем щелкните кнопку Music и в списке Style выберите один из предустановленных шаблонов либо поставьте отметку в поле Custom и сами составьте нужный. Сети решил создать бот для распознавания музыки Вконтакте. Теперь Вы сможете легко узнать информацию о прослушиваемой композиции и даже послушать её в соц. Что бы прослушать песню, нажмите на значок воспроизведения.</p>
<p>La entrada <a href="https://regalos.paradigma-digital.com/2023/12/29/kak-pereimenovat%d1%8c-trek-v-vk-kak-izmenit%d1%8c-nazvanie/">Как переименовать трек в вк: Как изменить название песни в ВК Орфографика  Перевод звука в текст</a> se publicó primero en <a href="https://regalos.paradigma-digital.com">Festiland</a>.</p>
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