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	<title>Dambala Sabaquo &#187; Финтех</title>
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		<title>Kpi В Маркетинге: Какие Показатели Отслеживать В 2026</title>
		<link>https://www.dambalasabaquo.co.ke/2025/11/28/kpi-v-marketinge-kakie-pokazateli-otslezhivat%d1%8c-v/</link>
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		<pubDate>Fri, 28 Nov 2025 21:09:50 +0000</pubDate>
		<dc:creator><![CDATA[dambala]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">https://www.dambalasabaquo.co.ke/?p=42788</guid>
		<description><![CDATA[Служба доставки еды запускает в Telegram чат-бот, который принимает заказы и собирает контакты клиентов. Впоследствии эти контакты можно включать в рассылки со спецпредложениями и новинками. Потенциальный клиент впервые узнает о компании и ее предложении. Задача бизнеса — заинтересовать и побудить оставить контакты. Чтобы бизнес набирал обороты, важно привлекать лиды и превращать их в клиентов. Эффективность [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Служба доставки еды запускает в Telegram чат-бот, который принимает заказы и собирает контакты клиентов. Впоследствии эти контакты можно включать в рассылки со спецпредложениями и новинками. Потенциальный клиент впервые узнает о компании и ее предложении. Задача бизнеса — заинтересовать и побудить оставить контакты. Чтобы бизнес набирал обороты, важно привлекать лиды и превращать их в клиентов. Эффективность лид магнит это инструмента легко измерить через конверсию посетителей в подписчиков и дальнейшую конверсию в покупателей.</p>
<ul>
<li>Чтобы ускорить nurturing лидов, нужно создать автоматическую воронку продаж.</li>
<li>Оптимально отслеживать 5-7 показателей KPI в маркетинге, которые напрямую влияют на ваши главные бизнес-цели.</li>
<li>На этом этапе потенциальный клиент узнает о предлагаемом продукте или услуге, формирует общее впечатление и определяет свою потребность в покупке.</li>
<li>Это те, у кого произошло первое касание с товаром.</li>
<li>Несмотря на узкую целевую аудиторию и ограничения платформы (короткие текстовые объявления, сложности с отслеживанием), за 7 месяцев нам удалось добиться значимых результатов.</li>
</ul>
<h2>Что Такое Лид В Маркетинге</h2>
<p>Лиды — это потенциальные покупатели, вошедшие в воронку. То есть люди, которые шли мимо пекарни и заинтересовались или увидели рекламу, зашли в помещение, чтобы посмотреть на продукцию. Они могут и не купить, но бизнес каким-то образом их инициировал, вовлек в воронку.</p>
<h2>Виды Квалифицированных Лидов</h2>
<p>Это поможет увеличить видимость и привлечь органический трафик. Оптимизация включает в себя работу с ключевыми словами, улучшение структуры сайта, работу с метаданными и создание качественных обратных ссылок. Поднятие сайта в результатах поиска по ключевым запросам привлекает качественные лиды. Отправка писем потенциальным клиентам по-прежнему остается одним из наиболее эффективных способов лидогенерации.</p>
<p>Если это целесообразно, нужно больше денег вкладывать в оптимизацию контента и структуры сайта, создавать качественные ссылки, чтобы увеличивать органический трафик. Строительная компания разместила на сайте форму «Получить расчет стоимости ремонта», чтобы собирать контакты потенциальных клиентов. Главная задача бизнеса — привлекать клиентов и продавать свой продукт. В таком контексте понятие «лид» выходит на первый план. Рассказываем, что такое лиды в маркетинге, почему они так важны для продаж и как их привлекать. Источник лида — это конкретный канал, способ или точка контакта, через которые потенциальный клиент впервые узнал о вашей компании и оставил свои контакты (стал лидом).</p>
<p>Например, в интернет-маркетинге это может быть активная рекламная кампания, цель которой — создание базы подписчиков. Или создание блога, который будут читать те, кто потенциально заинтересован в продукте бизнеса. Лиды – это потенциальные клиенты, которые проявили интерес к продукту <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> или услуге и оставили свои контактные данные. В маркетинге лиды являются промежуточным этапом между аудиторией и реальными покупателями. В&nbsp;обеих ситуациях будет применяться лидген&nbsp;— инструмент привлечения лидов, но&nbsp;в&nbsp;каждом случае он&nbsp;будет отличаться.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="Что такое лиды примеры" src="https://www.xcritical.com/wp-content/uploads/2022/08/cab385a9-3f14-4f8a-a38d-89125b24803b-768x512.webp"/></p>
<p>Каждый тип лидов требует своего подхода и стратегии работы, чтобы эффективно конвертировать их в клиентов и увеличивать доходы компании. Важно учитывать все аспекты и особенности каждого <a href="https://www.google.com/search?q=ecn+%D1%81%D1%87%D0%B5%D1%82%D0%B0+%D1%84%D0%BE%D1%80%D0%B5%D0%BA%D1%81&amp;num=10&amp;sca_esv=4a9e581ba0958f54&amp;ei=66ZNZ-iQELTvi-gP4sWsgAM&amp;ved=0ahUKEwiosu2BiomKAxW09wIHHeIiCzAQ4dUDCA8&amp;uact=5&amp;oq=ecn+%D1%81%D1%87%D0%B5%D1%82%D0%B0+%D1%84%D0%BE%D1%80%D0%B5%D0%BA%D1%81&amp;gs_lp=Egxnd3Mtd2l6LXNlcnAiG2VjbiDRgdGH0LXRgtCwINGE0L7RgNC10LrRgTIFECEYoAEyBRAhGKABMgUQIRigATIFECEYnwUyBRAhGJ8FMgUQIRifBTIFECEYnwUyBRAhGJ8FMgUQIRifBTIFECEYnwVI3Q9Q2Q1Y2Q1wAXgBkAEAmAGtAaABrQGqAQMwLjG4AQPIAQD4AQL4AQGYAgKgAskBwgIKEAAYsAMY1gQYR8ICDRAAGIAEGLADGEMYigXCAhkQLhiABBiwAxjRAxhDGMcBGMgDGIoF2AEBmAMAiAYBkAYMugYECAEYCJIHAzEuMaAHpQk&amp;sclient=gws-wiz-serp">ecn счета форекс</a> вида лидов для достижения успеха в бизнесе. Например, если цель — привлечь новых клиентов, то KPI должны быть связаны с показателями трафика и продаж. Еще важны количество заявок и стоимость одной заявки (CPL). Другие показатели, например, «средний чек», будут второстепенными, так как цель — именно привлечь новых людей, а не сразу максимизировать прибыль с каждого. Лиды и лидогенерация работают на увеличение лояльной аудитории и прибыльности бизнеса.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="Что такое лиды примеры" src="https://www.xcritical.com/wp-content/uploads/2022/08/bf6718c5-6b74-443d-90cd-c2d1ab91cea8-768x512.webp"/></p>
<p>Это виджет для вашего сайта, который появляется на экране в тот момент, когда пользователь уже готов позвонить вам, но по какой-то причине не делает этого. После заполнения пользователем формы в течение 30 секунд будет осуществлен автоматический прозвон и соединение с оператором. Подключите обратный звонок, чтобы собирать контакты пользователей и автоматически перезванивать им. Например, на сайте «Главред» можно подписаться на рассылку, в которой вам пришлют первые главы из книги «Пиши, сокращай». Лид — это маркетинговый термин, который обозначает в целом потенциального покупателя, который каким-то образом попал в воронку продаж. Терминология в разных источниках отличается, но обычно это человек, который хоть как-то обозначил свой интерес к товару.</p>
<p>За такие лиды не платят, так как они не соответствуют <a href="https://www.xcritical.com/ru/blog/lidy-dlya-brokerov-chto-takoe-brokerskaya-lidogeneratsiya/">лиды для кредитных брокеров</a> требованиям партнерских программ. Примеры успешной лидогенерации в бизнесе могут варьироваться в зависимости от специфики отрасли и самой компании. Сегодня мы рассмотрим несколько интересных кейсов, которые помогли бизнесам привлечь качественные лиды и увеличить конверсию. В целом, эффективное привлечение и обработка лидов позволяют компаниям увеличить конверсию, улучшить продажи и укрепить взаимоотношения с клиентами. Правильный подход к использованию инструментов привлечения и обработки лидов поможет компаниям добиться успеха на рынке и повысить свою конкурентоспособность. Пользователь проводит сравнительный анализ характеристик, цен и условий покупки товара или услуги.</p>
<p>Регулярные напоминания о компании, предложение скидок и подарков, отправка полезных <a href="https://visayakpo.com/blog/chto-takoe-dohodnoe-fermerstvo-yield-farming/">https://visayakpo.com/blog/chto-takoe-dohodnoe-fermerstvo-yield-farming/</a> материалов помогают удерживать интерес лидов и стимулируют их совершить покупку. Кроме того, работа с горячими лидами, которые уже готовы к совершению действия, требует особого внимания и эффективных предложений для заключения сделки. Лид — ключевой элемент успешной маркетинговой стратегии, позволяющий компаниям привлекать и конвертировать потенциальных клиентов. Правильная работа с лидами способствует увеличению конверсии и прибыли, а также повышает эффективность маркетинговых усилий.</p>
<p>Современный потребитель защищен от навязчивой рекламы спам-фильтрами и Call-идентификаторами. ➡️ Сформулировать оффер так, чтобы он подхватил лид в точке, где он остановился. ➡️ Дать условия, которые снимают прежние возражения (например, бесплатная доставка или расширенная гарантия). ➡️ Предложить скидку или бонус на товар, которым он интересовался. Эти три понятия тесно связаны между собой, но выполняют разные функции в воронке продаж.</p>
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		<item>
		<title>Что Такое Волатильность Валютной Пары На Форекс, Расчет Волатильности Валют</title>
		<link>https://www.dambalasabaquo.co.ke/2023/08/01/chto-takoe-volatil%d1%8cnost%d1%8c-valjutnoj-pary-na-foreks/</link>
		<comments>https://www.dambalasabaquo.co.ke/2023/08/01/chto-takoe-volatil%d1%8cnost%d1%8c-valjutnoj-pary-na-foreks/#comments</comments>
		<pubDate>Tue, 01 Aug 2023 01:00:15 +0000</pubDate>
		<dc:creator><![CDATA[dambala]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">https://www.dambalasabaquo.co.ke/?p=15064</guid>
		<description><![CDATA[Исходя из этого, вычислить нижнюю точку и покупать https://www.ourbow.com/author/alan-t/page/29/ ценную бумагу или валюту именно на ней. Если волатильность низкая, то много трейдеру не заработать. Зато непрофессиональные инвесторы могут спокойно вкладывать деньги. Какие Активы Подвержены Волатильности Кто-то берет во внимание классические паттерны VSA, кто-то обращает больше внимания на объемы, а кому-то важнее следить только за волатильностью. [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Исходя из этого, вычислить нижнюю точку и покупать <a href="https://www.ourbow.com/author/alan-t/page/29/">https://www.ourbow.com/author/alan-t/page/29/</a> ценную бумагу или валюту именно на ней. Если волатильность низкая, то много трейдеру не заработать. Зато непрофессиональные инвесторы могут спокойно вкладывать деньги.</p>
<h2>Какие Активы Подвержены Волатильности</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="604px" alt="Что такое волатильность в трейдинге"/></p>
<p>Кто-то берет во внимание классические паттерны VSA, кто-то обращает больше внимания на объемы, а кому-то важнее следить только за волатильностью. Волатильность — один из главных параметров, которые берут во внимание крупные трейдеры. Именно от состояния волатильности зависят торговые риски.</p>
<h2>Как Использовать Волатильность В Своих Целях</h2>
<p>Особенно важна аналитика биржевого стакана, лимитных заявок и торговых объемов. Полагаться на один индикатор – значит рано или поздно «слить» депозит, поскольку ни одна формула не приносит one hundred pc «плюсовых» сделок. Волатильность отражает непостоянство рынка — цены на активы постоянно то падают, то растут.</p>
<p>У менее волатильных активов более стабильные графики, рынок движется внутри относительно узкого диапазона. Эти индикаторы доступны в приложениях для технического анализа и учитывают различные факторы, такие как объем торгов и разброс цен в течение торговой сессии. Высокая волатильность полезна в том случае, если вы выбираете активную, высокорисковую стратегию инвестирования. Но если ваша цель — максимально сократить риски и просто сохранить сбережения от инфляции, волатильность активов будет, наоборот, отрицательным показателем.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="609px" alt="Что такое волатильность в трейдинге"/></p>
<p>Рыночные ордера гарантируют исполнение, но цена исполнения может существенно отличаться от ожидаемой. В периоды высокой волатильности трейдеры часто уменьшают размер позиций и устанавливают более широкие стоп-лоссы, чтобы защитить свой капитал от резких движений рынка. Высокая волатильность создает как повышенные риски, так и большие возможности для получения прибыли.</p>
<p>С помощью знания волатильности можно увеличивать свои показатели в торговле. Сделать это довольно просто, но почему-то множество трейдеров об этом не знают, либо не хотят знать. Обычно на форексе волатильность измеряют в пунктах, но при желании любой трейдер может перевести их в проценты как на фондовых биржах. Соответственно, если вы всерьез настроены торговать на одном рынке, вам необходимо знать все важные ценообразующие факторы.</p>
<p>Покажем пример сделки с помощью индикатора волатильности RVI. Основная линия индикатора показана фиолетовым цветом, сигнальная – желтым цветом. В экономике волатильность определяется с помощью методов математической статистики и представляется как стандартное (среднеквадратическое) отклонение за определенный период времени. Высокая волатильность оказывает максимальное влияние на краткосрочные инвестиции и минимальное – на долгосрочные. Если собирать портфель с расчетом на лет, то регулярные колебания рынка будут практически незаметны.</p>
<p>Это означает меру, насколько велико внезапное колебание или сильное изменение цены акции или другого финансового актива. 3)&nbsp; &nbsp; &nbsp; CCI (Commodity channel index), или Индекс товарного канала. Индикатор сравнивает текущие цены со среднестатистическими и на их основе показывает области перекупленности и перепроданности. Эти данные подсказывают опытным трейдерам, в какую сторону будет импульс. Проанализировав график, построенный индикатором, можно также определить приблизительное время активации и силу импульса.</p>
<p>А многие непрофессиональные инвесторы успели купить их с существенным дисконтом. Лучше отдавать предпочтение ценным бумагам с низкой волатильностью. В долгосрочной перспективе они с большей вероятностью позволят сохранить деньги. На практике действует железное правило – чем большую доходность обещает актив, тем выше риски волатильности. Самые рискованные вложения обещают деривативы и криптовалюты. Волатильность – один из ключевых терминов для понимания современного рынка.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="603px" alt="Что такое волатильность в трейдинге"/></p>
<p>Волатильность&nbsp;— это разброс, отклонения цены биржевого товара за промежуток времени (день, месяц, неделя, год) от ценового уровня или основного направления рынка. Рассчитывается волатильность обычно в процентах от цены актива. Так как волатильность связана с отклонением цены от средних значений, многие известные индикаторы могут использоваться для измерения волатильности. Те же полосы Боллинджера – если полосы расширяются, значит волатильность растет. Исследуя график, создается впечатление, что некоторые удачливые трейдеры, занимающиеся скальпингом могут выиграть с вероятностью 50%, чего не удастся достичь позиционным игрокам.</p>
<p>Существует расхожее мнение, что пары с высокой исторической волатильностью непредсказуемы. Это не совсем так, среди них есть инструменты с абсолютно прогнозируемым движением цены, нужно просто грамотно подойти к их анализу. При умелом управлении капиталом торговля такими парами даст значительную прибыль при минимальных временных затратах. Он используется инвесторами для измерения рыночного риска, страха и стресса перед принятием инвестиционных решений.</p>
<p>Высокая характеризуется значительными изменениями цены на исторических данных. Особенностью наихудшего случая является наличие длинных серий, состоящих из более чем a hundred последовательных проигрышей, имевших место не менее 5 раз на дистанции из 1000 ставок. Это – непосредственный результат низкого (2.63%) коэффициента выигрышей, связанного с таким скальпинговым методом, поскольку убыточные ставки являются преобладающими. Среди них где-то есть наш Youtube канал, где мы также описываем стратегии торговли. Прикладными инструментами для измерения волатильности являются индексы волатильности.</p>
<p>Если речь идет про волатильность валютного курса, то 16, 18 и 22 августа (эти дни отмечены стрелками) были самыми волатильными. Волатильность рынка – это статистическая мера отклонений цены активов от установленного эталона или собственных средних показателей. При правильной интерпретации ценовых колебаний трейдер без проблем определит самую подходящую для торгов валюту, а также найдёт точку входа на рынок и выхода из него. Если линии сходятся и коридор получается узким, это означает низкий уровень волатильности. Если они начинают отдаляться друг от друга и коридор становится широким, это сигнализирует об усилении волатильности валюты. Низкая волатильность отмечается, когда валютная пара показывает незначительные отклонения цены в ту или иную сторону.</p>
<ul>
<li>На рисунке выше вы видите график VIX — Volatility Index за 1 год.</li>
<li>На практике действует железное правило – чем большую доходность обещает актив, тем выше риски волатильности.</li>
<li>VIX еще называют «индексом страха» — если его значения высоки, это указывает на то, что инвесторы опасаются высокой волатильности индекса S&#038;P 500 в ближайший месяц.</li>
<li>Внешние – объективные изменения на рынке, политические события, войны, дефицит тех или иных ресурсов.</li>
<li>Выборы, геополитические конфликты, изменения в законодательстве могут существенно повлиять на волатильность рынка.</li>
<li>В статье мы расскажем, что такое волатильность простыми словами и почему ее нужно учитывать при инвестировании.</li>
</ul>
<p>В небольшом временном диапазоне изменение цены отражается сильнее всего. У инвестора есть шанс заработать на разнице в цене покупки и продажи актива, однако для этого важно предугадать возможные изменения на рынке. При этом шанс, что ситуация изменится не в лучшую сторону, очень велик. Одна из причин волатильности криптовалют – преобладание эмоций на рынке. Его рыночные цены еще не успели “устаканиться”, как цены на акции и индексы. По сути, еще не была выявлена ни одна “здоровая” рыночная цена на криптовалюты.</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Ликвидность компании Блог о трейдинге и инвестициях на NYSE и NASDAQ</title>
		<link>https://www.dambalasabaquo.co.ke/2022/11/02/likvidnost%d1%8c-kompanii-blog-o-trejdinge-i/</link>
		<comments>https://www.dambalasabaquo.co.ke/2022/11/02/likvidnost%d1%8c-kompanii-blog-o-trejdinge-i/#comments</comments>
		<pubDate>Wed, 02 Nov 2022 00:47:18 +0000</pubDate>
		<dc:creator><![CDATA[dambala]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">https://www.dambalasabaquo.co.ke/?p=14646</guid>
		<description><![CDATA[Обычно, если встречается айсберг, то размер его, как правило, оказывается большим (иначе поставщики ликвидности скрывать его нет смысла). Наткнувшись на айсберг, инвесторы понимают, что встретили внушительное встречное предложение и будут активно вливать ликвидность пока айсберг не “всплывет полностью”. Зачастую существует прямая взаимосвязь между маркет ордерами и лимитными ордерами, которая выражается в следующем явлении. На кластерном [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Обычно, если встречается айсберг, то размер его, как правило, оказывается большим (иначе <a href="https://www.xcritical.com/ru/blog/postavshchik-likvidnosti-kak-vybrat-kto-mozhet-im-byt/">поставщики ликвидности</a> скрывать его нет смысла). Наткнувшись на айсберг, инвесторы понимают, что встретили внушительное встречное предложение и будут активно вливать ликвидность пока айсберг не “всплывет полностью”. Зачастую существует прямая взаимосвязь между маркет ордерами и лимитными ордерами, которая выражается в следующем явлении. На кластерном графике будет видно, какой в среднем объем торгуется в акции за конкретный промежуток времени, а на основании этого можно принимать решение о рабочем объеме для каждой конкретной акции. Если есть возможность отслеживать стакан лимитных заявок на торговлю неликвидной акцией, то вы заметите, как в стакане с одной из сторон нет встречного желания. Другая сторона может ждать исполнения своих заявок длительное время, пока не появится какой-нибудь контрагент.</p>
<h2>Основные определения рыночной ликвидности</h2>
<p>Условия финансового рынка заметно изменились за последний год. Частично это связано с изменением макроэкономических перспектив и, возможно, цели экономики стали менее определенными. Центральные банки своевременно отреагировали на изменения, а в некоторых случаях продвинули инновационный конвейер. Неудивительно, что все эти события связаны с изменчивостью финансового рынка.</p>
<h2>Виды и коэффициенты ликвидности</h2>
<p>Критическим значением превышения долга над EBITDA&nbsp;является уровень 4-5 (он уже не позволяет привлекать новый заемный капитал). Значение выше 10 часто говорит&nbsp;о финансовой неустойчивости и возможных финансовых проблемах. Ликвидность компании – это её способность рассчитаться по своим долгам в ближайшей перспективе. При этом платежеспособность – это способность компании рассчитаться по своим долгам в принципе.</p>
<h2>Форс-мажоры и черные лебеди на финансовых рынках — стоит ли их бояться?</h2>
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" width="308px" alt="ликвидность в трейдинге это"/></p>
<p>Дело в том, что товары, например, нефть или драгоценные металлы, в итоге нужно физически доставить покупателю, а это усложняет процесс спекуляций ими. Однако в наши дни с развитием таких инструментов для торговли товарами, как фьючерсы, опционы, ETF-фонды и прочее, ликвидность товарных рынков выросла. Ликвидность в трейдинге очень важный фактор, который следует изучить и учитывать каждый раз при входе в сделку. Ликвидность играет важную роль в формировании цены и рыночных движениях, а также импульсах движения.</p>
<h2>Стратегия обучения на Форекс от брокера GERCHIK &amp; CO</h2>
<p>Говоря о ликвидности валютных пар на рынке форекс, следует заметить, что это понятие несколько отличается от общего определения. Однако для торговли важно, какие из них обладают большей ликвидностью, а какие — меньшей. Поэтому с&nbsp;позиции кредитора ликвидность означает наличие у организации&nbsp;оборотных активов&nbsp;(Current Assets), достаточных для погашения текущих обязательств&nbsp;(Current Liabilities). Показатели ликвидности позволяют оценить&nbsp;платежеспособность&nbsp;компании на данный момент и в случае непредвиденных обстоятельств. Сделать это в Китае гораздо сложнее из-за ограничений местного законодательства. Кроме того, китайские эмитенты используют статус компании, торгующейся на NASDAQ, чтобы получить от китайских властей субсидии, указывало агентство Reuters.</p>
<h2>Клуб Empirix Prime для системных рациональных эффективных трейдеров</h2>
<p>Как только в стакане появляется крупный объем в лимитных заявках, тут же активируются рыночные ордера, которые могут работать как по направлению крупного объема, так и против. Все дело в том, что в акциях инвесторы часто ждут момента, когда появится возможность “влить” свой объем. А при отсутствии встречного предложения такое вливание чревато сдвигом ценового спреда и сделкой по худшим ценам. Поэтому профессиональные трейдеры ожидают появление крупного предложения и начинают активно покупать или продавать как только такое предложение или спрос поступают на рынок. Ликвидность ценных бумаг означает возможность быть быстро проданными по цене близкой к рыночной.</p>
<h2>Чем больший объем наблюдается в кластерах при меньшем временном интервале — тем больше ликвидность акции.</h2>
<p>В такие моменты происходит захват ликвидности умным капиталом. Ликвидность в концепции Smart Money и Price Action – это зоны и уровни цены актива, где расположено много стоп-приказов, лимитных и отложенных ордеров, а также точек ликвидаций участников рынка. Благодаря ликвидности голубые фишки в периоды кризиса восстанавливаются быстрее на фоне остального рынка. После стабилизации ситуации они продолжают расти в стоимости.</p>
<h2>Ликвидность в трейдинге &#8211; типы, методы торговлии и индикаторы SMART MONEY</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="309px" alt="ликвидность в трейдинге это"/></p>
<p>Основным показателем ликвидности для рынка является отношение суммарного объёма контрактов заключённых на поставку товаров к объёмам товаров физически по ним поставленных. Это соотношение, в англоязычных экономических справочниках, принято называть словом churn (в переводе на русский язык – маслобойка, мешалка). Рынок можно считать ликвидным при значениях параметра churn выше 15. Ликвидность играет определяющую роль в краткосрочной торговле, т.к.</p>
<p>Ликвидность часто путают с объемом торгов, но это два разных понятия. Обычно между ликвидностью и объемом существует тесная взаимосвязь, однако высокий объем не обязательно означает высокую ликвидность. Внесено в реестр&nbsp;лицензированных форекс-дилеров в разделе профессиональных участников рынка ценных бумаг на официальном сайте Центрального банка Российской Федерации.</p>
<ul>
<li>Знание принципов определения ликвидности на графике и применение этих знаний в стратегии работы — залог успешного трейдера.</li>
<li>Изучение взаимосвязи между волатильностью и ликвидностью на рынках идет очень давно.</li>
<li>На 100% знать что в конкретном месте создает ликвидность мы не можем, но главное-видеть ликвидность на графике и&#8230;</li>
<li>Ликвидность подскажет, где цена корректируется, где могут быть потенциальные покупатели/продавцы, а также в какую сторону могут смотреть профессионалы.</li>
<li>Сперва возьмем во внимание состояние котировок от первой отметки, до второй (красные линии).</li>
<li>Таким образом, понимание принципа ликвидности необходимо для успешной торговли и инвестиций.</li>
</ul>
<p>Компания может быть платежеспособной, но при этом испытывать проблемы с ликвидностью. Сначала занимался преимущественно трейдингом (краткосрочными спекуляциями на валютных рынках), но сейчас все больше склоняюсь к долгосрочным инвестициям на фондовом рынке. Хотя иногда, дабы не терять форму и держать себя в тонусе, балуюсь спекуляциями на срочном рынке (фьючерсы, опционы).</p>
<p>Ликвидность &#8211; это скопление рыночных ордеров, которые служат крупному игроку как способ набрать нужный объем и доставить цену в нужную сторону. К такой ликвидности относятся stop-loss, buy-stop, sell-stop, а так же ордера, выставленные &#8220;по рынку&#8221;. Активы с высокой рыночной ликвидностью отличаются повышенным спросом.</p>
<p>Мы определили, что ликвидность — это фундаментальное понятие в мире финансов. Она представляет собой легкость, с которой актив может быть куплен или продан без изменения его рыночной цены. Ликвидный рынок позволяет инвесторам быстро продать свои активы в случае необходимости, что значительно снижает риски. На неликвидном рынке инвесторы могут быть вынуждены продавать по невыгодным ценам, что приводит к значительным потерям. Кроме того, рынок с высокой ликвидностью, как правило, более стабилен и менее подвержен колебаниям.</p>
<p>На ликвидном рынке данные о сделках более надежны и позволяют лучше оценить рыночные тенденции. Это очень важно для трейдеров, которые при принятии инвестиционных решений полагаются на технический анализ. Инструменты с высокой ликвидностью демонстрируют мощное движение. Вместе с этим амплитуда ценовых колебаний тоже значительна. Поэтому не рекомендуется начинать торговлю на валютном рынке с таких инструментов.</p>
<p>Например, для Альфа-Форекс поставщик ликвидности — Альфа-Банк. Учредитель долгие годы остаётся в топе по объёму операций, поэтому предоставляемые котировки отличаются высокой точностью. Если говорить про наш российский рынок это самый ликвидный актив это акции Сбербанк – объем торгов несколько десятков миллиардов в день. Всем привет осторожно, букв больше чем обычно ))провел анализ и бектест по валютной паре eurusd принял решение работать с ликвидностью торговых сессий внутри дня с учетом структуры и имбалансовчто это значит?</p>
<p>Именно он показывает какой реальный оборот с ценной бумагой проходит на рынке ежедневно, ежечасно и ежеминутно. Если наблюдать только один торговый стакан, то может сложиться неверное представление о реальной ликвидности ценной бумаги. Например с толку могут сбивать спуфинг-заявки или скрытые айсберг-ордера.</p>
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