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	<title>Catalys &#187; Финтех</title>
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		<title>Брокеры Сравнение Брокерских Компаний 2024, Выбор Брокера Имеющего Лицензию Цб Рф Для Инвестиций</title>
		<link>http://catalys-interfaceculturelle.com/brokery-sravnenie-brokerskih-kompanij-2024-vybor/</link>
		<comments>http://catalys-interfaceculturelle.com/brokery-sravnenie-brokerskih-kompanij-2024-vybor/#comments</comments>
		<pubDate>Wed, 10 Jul 2024 20:19:06 +0000</pubDate>
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				<category><![CDATA[Финтех]]></category>

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		<description><![CDATA[Пользователь имеет право потребовать ограничить обработку своей Информации в целях маркетинговых активностей Цифра брокер. В случае несогласия с условиями Политики вы должны прекратить использование http://creetown-heritage-museum.com/local-attractions/ Сайта и (или) Сервисов. Целью Политики является обеспечение надлежащей защиты Информации от несанкционированного доступа и разглашения. Сервисы — функциональные возможности Сайта (программы, службы, продукты, функции, интерфейсы, веб-формы), размещенные на Сайте. [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Пользователь имеет право потребовать ограничить обработку своей Информации в целях маркетинговых активностей Цифра брокер. В случае несогласия с условиями Политики вы должны прекратить использование <a href="http://creetown-heritage-museum.com/local-attractions/">http://creetown-heritage-museum.com/local-attractions/</a> Сайта и (или) Сервисов. Целью Политики является обеспечение надлежащей защиты Информации от несанкционированного доступа и разглашения. Сервисы — функциональные возможности Сайта (программы, службы, продукты, функции, интерфейсы, веб-формы), размещенные на Сайте.</p>
<h2>Какой Тариф И Условия Выбрать Новичку, Трейдеру И Инвестору</h2>
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" width="608px" alt="сравнение комиссий брокеров"/></p>
<p>Их доля расходов для инвестора может составлять 90-95% от всех брокерских комиссий. Помним, что расходы инвестора &#8211; это доходы брокера. Калькулятор считает только комиссию от оборота и депозитарную комиссию. В зависимости от выбранных параметров, Вам будут выдаваться различные результаты, поэтому чем точнее Вы укажете данные, тем&nbsp;будет точнее результат.</p>
<h2>Тарифы Брокерского Обслуживания</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="607px" alt="сравнение комиссий брокеров"/></p>
<p>Поэтому бесперебойная работа системы, будь то веб-сайт, загружаемый клиент или приложение,&nbsp;— обязательное условие. При проведении сделок тоже не должно возникать проблем. Торговля&nbsp;— быстрый процесс, и трейдер не может сбавлять темп из-за технических накладок. Думая о фондовых брокерах, вы наверняка представляете персонажа Леонардо Ди&nbsp;Каприо из фильма «Волк с Уолл-стрит». Этот образ не вполне отражает реальность. Некоторые фондовые брокеры действительно зарабатывают большие деньги, однако это дело не всегда бывает доходным.</p>
<ul>
<li>Все права на информацию и аналитические материалы, размещенные на настоящем сайте Биржи, защищены в соответствии с российским законодательством.</li>
<li>Данные меры безопасности были реализованы с учетом современного уровня техники, стоимости их реализации, рисков, связанных с обработкой и характером Информации.</li>
<li>А для этого у разных брокеров есть более подходящие тарифы, где комиссия за сделку минимальная, но есть абонентская плата (как у брокеров в предыдущей части поста).</li>
<li>Это Тинькофф Банк, Сбербанк, БКС, ВТБ, Открытие Брокер.</li>
<li>Чтобы понять какую доходность может дать ИИС, если его использовать как депозит, произведем простые математические расчёты.</li>
</ul>
<p>Условием использования Сайта и (или) Сервисов Сайта является ваше согласие с Политикой, размещенной на Сайте. В&nbsp;ходе исследования мы&nbsp;увидели, что развиваются возможности как для опытных, так и&nbsp;для неопытных инвесторов&nbsp;— но&nbsp;разными способами. Другими словами, могут ли деньги просто лежать и ждать налогового вычета. Касаемо действий для получения дохода по налоговому вычету Гражданин произвел действия как и в Примере 1 и Примере 2, т.е.</p>
<p>Комиссия взимается, если в&nbsp;конце торгового дня или по&nbsp;итогам месяца у&nbsp;инвестора меняется количество ценных бумаг. Число открытых для&nbsp;инвесторов счетов по&nbsp;итогам прошлого года превысило 1,6 млн. Только за&nbsp;конец года их количество увеличилось почти на&nbsp;40%.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="600px" alt="сравнение комиссий брокеров"/></p>
<p>У тех, кто подключил ранее, продолжает действовать на прежних условиях. Если хочется обслуживаться в Финаме, в большинстве случаев стоит брать тариф «Инвестор» с минимальной ежемесячной комиссией 200 руб (эта комиссия уменьшается на сумму других уплаченных брокерских комиссий за расчетный месяц). Изучаем тарифы и другие условия более внимательно. Порядок открытия счета (онлайн или личное посещение), ввод-вывод средств (удобство для вас, платно или бесплатно). У Промсвязбанка есть очень-ОЧЕНЬ существенный недостаток. Есть так называемый санкционный список ценных бумаг, доступ к которым закрыт.</p>
<p>Каких-то по-настоящему уникальных услуг у брокера не обнаружили. На выбор есть 2 тарифа — Самостоятельный и Инвестиционный. Ключевыми особенностями сервиса в Тинькофф Инвестиции по отзывам являются — бесплатный моментальный вывод средств 24/7; бесплатное хранение бумаг и включенные биржевые сборы в обозначенные в тарифе комиссии. На наш взгляд, самый привлекательный тариф для массового инвестора — тариф Трейдер.</p>
<p>Заметная часть инвесторов предпочитает торговать через компании, чьим собственником или крупным акционером является государство. Государственное участие в нашей стране ассоциируется с надежностью и устойчивостью. Таких компаний среди топовых розничных брокеров можно назвать две — Сбер и ВТБ. Помимо обучения, брокеры часто имеют собственные аналитические департаменты или покупают аналитику у коллег.</p>
<p>Для торговли деривативами у всех брокеров предусмотрено специальное тестирование, обычно инвестор может пройти его в торговом приложении. До прохождения теста заключать сделки с фьючерсами/опционами не получится. Фьючерсы и опционы &#8211; это более продвинутые инструменты для опытных инвесторов и трейдеров.</p>
<p>И для диверсификации хорошо, и даже можно премиум в каком-нибудь банке получить. Если попробовать всех брокеров и сказать, кто лучше в различных ситуациях, то оценка скорей всего все равно будет субъективной. Когда читаешь всякие обзоры на брокеров, преследует ощущение, что занимаются этим очень прошаренные трейдеры.</p>
<p>Веб-терминалы доступны клиентам Альфа-Банка, Открытия, Цифра брокер, БКС, Тинькофф, ВТБ, Сбера и Финама. Также в AppStore клиентам Сбера доступна версия мобильного терминала Quik X (2,2⭐). Клиенты других компаний с техникой Apple по-прежнему могут заключать сделки через смартфон, используя веб-терминалы. Профессиональному трейдеру, активно торгующему не просто в течение месяца, а в течение суток, критично важны максимально низкие комиссии за каждую операцию.</p>
<p>При этом он может проводить его самостоятельно либо заимствовать из авторитетных источников. Аналитика и данные могут сыграть решающую роль в торговле, поскольку осведомленность трейдера повышает вероятность успеха на столь изменчивом рынке. Прозрачность в отношении цен, регулирования, сроков вывода и внесения средств служит хорошим индикатором добросовестности брокера. Компания, которая скрывает от клиентов важную информацию или личность своих сотрудников, наверняка ведет не вполне законную деятельность, и вам следует всеми силами избегать таких партнеров. Любой трейдер может извлечь пользу из сотрудничества с фондовым брокером, например пользуясь обзорами, аналитикой и данными для принятия решений. Кроме того, можно выбрать степень участия брокера в сделках&nbsp;— от полного невмешательства до индивидуального обслуживания.</p>
<p>Итого, если посмотреть на сравнительную таблицу и сделать выводы то новичкам хорошо подойдут брокеры Тинькофф Инвестиции и уже меньше подойдёт БКС. От слова совсем не подойдет Цифра брокер он слишком сложный для новичка. Недавно БКС заблокировал мне счёт без уведомления из-за того, что я не обновил контактные данные. Для разблокировки — нужно ехать лично в офис. Плюс в том что у него есть доступ ко всем акциям, облигациям, есть приложение которое работает быстро но правда оно не сильно функционально. Также Тинькофф Инвестиции именно тот брокер который подготовился к санкциям на самого себя, перевел иностранные активы в другую компанию, решил ситуацию со швейцарскими франками которые заморозили именно на брокере тинькофф.</p>
<p>В 2022 году рейтинг по количеству инвесторов занимали 3 банка-брокера — Тинькофф, Сбер и ВТБ. С их брокерским обслуживанием под названиями, соответственно, Тинькофф Инвестиции, Сбер Инвестиции и ВТБ Мои Инвестиции. По числу активных инвесторов места рейтинга те же. По оборотам лидировал БКС Мир Инвестиций.</p>
]]></content:encoded>
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		<title>Площадки и платформы для трейдинга криптовалют для россиян: Рейтинг лучших в 2024 году Крипто на vc ru</title>
		<link>http://catalys-interfaceculturelle.com/ploshhadki-i-platformy-dlja-trejdinga-kriptovaljut/</link>
		<comments>http://catalys-interfaceculturelle.com/ploshhadki-i-platformy-dlja-trejdinga-kriptovaljut/#comments</comments>
		<pubDate>Tue, 25 Jun 2024 23:33:07 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">http://catalys-interfaceculturelle.com/?p=52068</guid>
		<description><![CDATA[Например, могут не сохранится настройки интерфейса, удаляются индикаторы с графиков и т.д. Проп-трейдинг или как торговать на капитал компани&#8230; NetInvestor — платное приложение, у которого есть пробная версия с неограниченным доступом. За платную подписку вы получите улучшенный функционал, в числе которого — торговые роботы, которые можно подключить социальный трейдинг к статистическим данным сервисов Omega TradeStation [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Например, могут не сохранится настройки интерфейса, удаляются индикаторы с графиков и т.д. Проп-трейдинг или как торговать на капитал компани&#8230; NetInvestor — платное приложение, у которого есть пробная версия с неограниченным доступом. За платную подписку вы получите улучшенный функционал, в числе которого — торговые роботы, которые можно подключить <a href="https://www.xcritical.com/ru/blog/sotsialnyy-treyding-chto-eto-i-kak-ispolzovat/">социальный трейдинг</a> к статистическим данным сервисов Omega TradeStation и MetaStock.</p>
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" width="300px" alt="где заниматься трейдингом"/></p>
<h2>Кто такой трейдер и&nbsp;чем он&nbsp;отличается от&nbsp;инвестора</h2>
<p>Чтобы не прогореть и получить доход, необходимо запомнить некоторые простые правила. В советский период деятельность бирж была прекращена, а спекуляция с валютой была признана незаконной. Это <a href="https://ru.wikipedia.org/wiki/%D0%9A%D1%80%D0%B8%D0%BF%D1%82%D0%BE%D1%81%D0%B8%D1%81%D1%82%D0%B5%D0%BC%D0%B0_%D1%81_%D0%BE%D1%82%D0%BA%D1%80%D1%8B%D1%82%D1%8B%D0%BC_%D0%BA%D0%BB%D1%8E%D1%87%D0%BE%D0%BC">криптосистема с открытым ключом</a> привело к тому, что трейдеры работали в подполье, и профессия официально исчезла.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="где заниматься трейдингом"/></p>
<h2>Что такое трейдинг и кто такие трейдеры? Как начать торговать на бирже</h2>
<p>Во-первых, вам не нужно владеть криптовалютой напрямую, что избавляет от необходимости использовать криптовалютные кошельки. Во-вторых, фьючерсные контракты позволяют зарабатывать как на росте, так и на падении цены актива. Это делает их привлекательными для спекулянтов, стремящихся извлечь прибыль из волатильности рынка. Для анализа графиков криптовалют используйте специализированные платформы, такие как TradingView. Эти платформы предоставляют обширные каталоги индикаторов и инструментов для анализа, а также поддерживают активное сообщество трейдеров, с которым вы можете обмениваться опытом и стратегиями.</p>
<h2>Отзыв эксперта о платформах для трейдинга</h2>
<p>Технический анализ… Куда более веселая штука. А он говорит, куда пойдет трейдинг курс криптовалют. Есть ли у него перспективы выпускать/зарабатывать больше. И сравниваем эту сумму с запрашиваемым миллионом. И допустим у нас есть данные о зарплатах сотрудников и налогах.</p>
<h2>Преимущества и недостатки трейдинга</h2>
<p>Есть реальная цена, к которой стремиться актив (по фундаментальным показателям), и настроения рынка, которые могут изменить направление (технические параметры). Обычно на этих пересечениях и осуществляется движение. Весь этот анализ графиков, это всего лишь попытка переиграть такого же трейдера, находящегося по другую сторону экрана от вас. А отсюда следует простой вывод, который вы прочтете у каждого гуру на платном вебинаре. А ведь треугольник это довольно простой пример.</p>
<p>Для долгосрочного инвестирования разработана десктопная версия терминала, которая оснащена всем необходимым функционалом. Платное программное обеспечение, у большинства брокеров, гарантирует не только легальные данные с биржи в реальном времени, но и в целом надежность. Один сбой в работе самодельной платформы и трейдер может потерять значительно больше, чем абонплата за качество.</p>
<p>Чтобы начать торговлю, вам не потребуется огромных вложений, но минимальный капитал все же необходим. Вот несколько факторов, которые помогут определить, сколько денег вам нужно для трейдинга криптовалютами. Выбор платформы для трейдинга криптовалют может оказаться сложной задачей, особенно учитывая обилие доступных вариантов. Вот несколько популярных площадок, которые помогут вам начать торговлю криптовалютами.</p>
<p>Безопасность всех данных пользователя обеспечивается цифровой электронной подписью. Это удобнее, в отличие от криптографического ключа, и безопаснее обычного логина с паролем. Этот терминал поддерживает те же торгуемые активы и биржи, что и мобильная платформа. Терминал подходит для дневных и высокочастотных трейдеров, а также тех, для кого трейдинг является только лишь хобби.</p>
<div style='text-align:center'><iframe width='567' height='312' src='https://www.youtube.com/embed/Qfp9yekf13A' frameborder='0' alt='где заниматься трейдингом' allowfullscreen></iframe></div>
<p>Торговля через TradingView возможна на фондовых рынках (через подключенных брокеров) и на спотовом рынке биржи Binance. EasyScalp – скальперский терминал для торговли на спотовом и фьючерсном рынках Binance. Интерфейс EasyScalp тоже состоит из биржевых стаканов, ленты сделок, кластеров и графиков.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="где заниматься трейдингом"/></p>
<p>Это дает возможность использовать кредитное плечо и торговать большими объемами, что привлекает многих участников рынка. Межбиржевая торговля криптовалютой представляет собой процесс покупки и продажи цифровых активов на разных биржах для получения прибыли за счет разницы в их курсах. Это популярный способ заработка среди трейдеров, стремящихся использовать волатильность криптовалютных рынков. Используя платформу ATAS, вы сможете более эффективно анализировать рынок, автоматизировать свои торговые стратегии и минимизировать риски.</p>
<p>При заключении сделок продавец получает цену бид в обмен на свои акции, а покупатель платит цену аск, чтобы получить акции. Сейчас я&nbsp;управляю капиталом в&nbsp;1,7 миллиона долларов. Это не&nbsp;только биржевые активы, но&nbsp;основная часть капитала на&nbsp;бирже. Среднегодовая доходность моей инвестиционной стратегии с&nbsp;2007&nbsp;года&nbsp;— 27,9% годовых при теоретическом риске в&nbsp;26%, а&nbsp;реальном&nbsp;— 8,5%.</p>
<p>Интерфейс неинтуитивен, и чтобы в нем разобраться, приходится запоминать где и какой инструмент находится. Чтобы работать на нём быстро, необходимо долго и кропотливо настраивать эту платформу под себя. Также, если пользователь потеряет криптографический ключ-файл, у него будут большие трудности с подключением к платформе. Разделим платформы на мобильные и стационарные (для персональных компьютеров), поскольку множество инвесторов и трейдеров уже перешло на мобильную торговлю.</p>
<p>Больше об условиях, которые предоставляют брокерские компании, можно узнать в бесплатном материале «Анализ брокеров для частных инвесторов». На сайте SDG Trade и связанных сайтах компании SDG Consulting предоставляются исключительно обучающие и консалтинговые услуги. Компания не предоставляет услуги открытия счетов, торговли на финансовых рынках и прочих лицензионных услуг. Прохождение обучения не гарантирует получение прибыли на финансовых рынках. Thinkorswim &#8211; торговая платформа, разработанная компанией TD Ameritrade, которая совмещает в себе полноценный функционал для отбора акций и анализа графиков. Fusion можно назвать идеальной торговой платформой для трейдера среднего уровня, торгующего внутри дня.</p>
<ul>
<li>Иначе можно прилипнуть к монитору и безрезультатно смотреть в него дни напролёт.</li>
<li>Он также появляется благодаря укреплению экономики, повышению доходности предприятий и росту благосостояния граждан, рассказывает Татьяна Бакланова.</li>
<li>Этот аппарат принимал данные из центрального терминала и распределял данные по доскам в виде огромных таблиц.</li>
<li>Количество ботов не ограничено, можно запускать сразу несколько алгоритмов на разных биржах.</li>
<li>Она идеально подходит как для новичков, так и для опытных трейдеров, обеспечивая высокий уровень анализа и автоматизации торговых операций.</li>
<li>Это может помочь вам определить ценовые тренды и торговые диапазоны, генерируя идеи о том, когда открывать и закрывать позиции.</li>
</ul>
<p>Ты можешь использовать свой счет у поддерживающего МТ5 брокера для анализа рынка и отправки торговых ордеров. Например, в ATAS можно торговать на МТ5 через брокера AMP futures, который предлагает доступные тарифы для операций с фьючерсами на CME. Здесь нет никаких криптографических ключей, для входа используется только логин и пароль. Интерфейс настраивается также гибко, как и в QUIK, но при этом он более простой в понимании. В самой платформе есть возможность создавать программы для алгоритмической торговли, благодаря встроенному ATF.</p>
<p>Понимание этих аспектов поможет принимать более информированные решения и управлять своими инвестициями более эффективно. Вот некоторые основные риски и ограничения трейдинга. Важно не паниковать и не принимать спонтанных решений в случае понесенных убытков. Умение управлять убытками так же важно, как и способность зарабатывать. Рынки постоянно меняются, всегда появляются новые возможности и риски.</p>
]]></content:encoded>
			<wfw:commentRss>http://catalys-interfaceculturelle.com/ploshhadki-i-platformy-dlja-trejdinga-kriptovaljut/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Что такое NFT в 2023 хайп или технология будущего</title>
		<link>http://catalys-interfaceculturelle.com/chto-takoe-nft-v-2023-hajp-ili-tehnologija/</link>
		<comments>http://catalys-interfaceculturelle.com/chto-takoe-nft-v-2023-hajp-ili-tehnologija/#comments</comments>
		<pubDate>Wed, 05 Jun 2024 19:59:31 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">http://catalys-interfaceculturelle.com/?p=51272</guid>
		<description><![CDATA[Аббревиатура NFT (non-fungible tokens) нфт токен означает «невзаимозаменяемый токен». Для понимания токенов необходимо разобраться, в какой среде они существуют – в данном случае, в блокчейне. Сейчас законодательно&#160;NFT можно приравнять к криптовалютам, к цифровым активам, к иному имуществу, к относительным имущественным правам, к цифровым правам, к интеллектуальной собственности, к объектам для инвестиций. Возможность доступа с разных [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Аббревиатура NFT (non-fungible tokens) <a href="https://www.xcritical.com/ru/blog/kak-sozdat-nft-token-i-zarabotat-na-ego-prodazhe/">нфт токен</a> означает «невзаимозаменяемый токен». Для понимания токенов необходимо разобраться, в какой среде они существуют – в данном случае, в блокчейне. Сейчас законодательно&nbsp;NFT можно приравнять к криптовалютам, к цифровым активам, к иному имуществу, к относительным имущественным правам, к цифровым правам, к интеллектуальной собственности, к объектам для инвестиций.</p>
<h2>Возможность доступа с разных устройств</h2>
<p>Также большие надежды они возлагают на новую версию интернета Web 3.0, которая станет миром виртуальных аватаров. Есть и другие NFT-платформы, где можно пополнять цифровые коллекции, но указанные три – самые крупные и популярные. Продолжая использовать данный веб-сайт, вы соглашаетесь с тем, что группа компаний Softline может использовать файлы «cookie» в целях хранения ваших учетных данных, параметров и предпочтений, оптимизации работы веб-сайта. Это простые действия, которые под силу всем, однако нельзя забывать, что вероятность случайного заработка на такой сделке очень мала.</p>
<h2>Что нужно делать, чтобы все-таки создать NFT и попытаться на нем заработать?</h2>
<p>После этого браузерное расширение MetaMask запросит подтвердить покупку, добавив к стоимости токена сумму комиссии. Когда человек одобрит транзакцию, ее добавят в блокчейн, а он станет обладателем NFT. Далее на самой площадке можно будет найти коллекции отдельных художников или выбирать токен по категориям («спорт», «музыка», «искусство») и статусу (новые токены или те, на покупку которых уже выдвинули предложения). Для работы с ним&nbsp;понадобится купить криптовалюту Ethereum и положить ее на криптокошелек (подойдет MetaMask).</p>
<h2>NFT: в&nbsp;чём особенность технологии и&nbsp;как она развивается</h2>
<p>Первый твит, вырезанные сцены из «Криминального чтива», песня Илона Маска и, конечно же, мемы — все они существуют в формате NFT и стоят огромных денег. Что это такое, можно ли создать свой токен и как на этом заработать — читайте в статье. Этот NFT маркетплейс для любителей спорта предназначен для торговли видео-клипами с баскетбольных матчей.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/8f88c27a-0c57-4a75-bf0d-db573413a909-768x576.webp" width="309px" alt="нфт токен"/></p>
<h2>Выпущена NFT-аудиоколлекция ранее не публиковавшихся выступлений поэта Иосифа Бродского</h2>
<p>Возможно, что тут необходимо предусмотреть более простую процедуру регистрации, но с этой целью необходим единый реестр NFT-токенов. Достаточная анонимность транзакций является очень привлекательной, но на уровне государства получается, что такие транзакции теряют какой-либо правовой государственный контроль. Кто должен платить налоги и как государству отследить прибыль, полученную от продажи того или иного цифрового актива.</p>
<h2>Проверка подлинности: можно ли скопировать NFT?</h2>
<p>Объекта, существующего исключительно в электронном выражении. Искусство в формате NFT – это уникальные цифровые активы без права передачи, которые являются предметом коллекционирования. После создания предмета искусства NFT он представляется в виде токена с помощью криптовалютной технологии блокчейн. Блокчейн – это система для записи цифровых транзакций, устойчивая ко взлому и мошенничеству. Эти свойства блокчейна упрощают отслеживание прав интеллектуальной собственности и подтверждение факта создания объекта, что и обусловило популярность этой технологии в сфере цифрового искусства. Авторы законопроекта также указывают, что NFT-токен — это цифровой сертификат на право собственности, поэтому он сам является объектом интеллектуальной собственности1.</p>
<ul>
<li>Во время работы с транзакциями не кликайте по всплывающим окнам, не переходите по сомнительным ссылкам.</li>
<li>Уникальные токены можно создавать, публиковать и обменивать.</li>
<li>После этого браузерное расширение MetaMask запросит подтвердить покупку, добавив к стоимости токена сумму комиссии.</li>
<li>Потребители теряют интерес к NFT в виде произведений компьютерного искусства или коллекционных цифровых предметов.</li>
</ul>
<h2>Я создал NFT. Что мне теперь делать?</h2>
<p>Однако позже появились случаи кражи криптовалюты, которые показали, что даже блокчейн не обеспечивает стопроцентной безопасности. Тем не менее это перспективные технологии, на внедрение которых требуется много усилий и бюджета. В 2021 году в мире произошел настоящий NFT-бум — популярность невзаимозаменяемых токенов достигла невероятных вершин. Знаменитости и цифровые художники продают и покупают их за очень большие&nbsp;деньги. Предположим, художник нарисовал картину и&nbsp;отнёс её&nbsp;в&nbsp;хранилище. Произведение искусства поместили в&nbsp;ячейку, а&nbsp;человеку выдали документ, в&nbsp;котором указано, кто владеет шедевром и&nbsp;где он&nbsp;находится.</p>
<h2>Я купил JPG-картинку в формате NFT. Теперь я обладаю на нее всеми правами?</h2>
<p>К декабрю 2021 года 24 клуба в нескольких европейских лигах запустили или рассматривают возможность выпуска фан-токенов. Восемь из этих клубов играют в премьер-лиге Англии, которую многие считают самой престижной футбольной лигой в мире. Более того, NFT-мания вышла за пределы криптоиндустрии и привлекла игроков традиционного рынка. К примеру, аукционный дом Sotheby’s сообщил в отчете The Block, что в этом году он заработал 100 млн долларов на продаже NFT.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2023/01/osobennosti-e-mail-marketinga-ams-xcritical-dlya-foreks-brokerov-768x512.webp" width="308px" alt="нфт токен"/></p>
<p>Для коллекционеров, геймеров и любителей искусства подобные покупки сродни приобретениям оригиналов картин. Можно в теории приобрести оригинал «Черного квадрата» Казимира Малевича, однако сам факт этой покупки (как и его стоимость) будет существенно отличаться от того, если бы мы просто повесили на стену репродукцию этой картины. Какие-то сервисы сразу же генерируют из загружаемого файла токен (и сразу же взимают комиссию), в то время как другие создают NFT лишь в момент продажи. Каждый из NFT неповторим и существует в единственном экземпляре, его нельзя разделить, а вся информация о его авторе, покупателе и всех операциях с ним надежно хранится в блокчейне. Другими словами, NFT – это цифровой сертификат, прикрепленный к уникальному объекту.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/nevzaimozamenyaemyy-token-istoriya-nft-768x432.webp" width="301px" alt="нфт токен"/></p>
<p>Иначе риск прогореть на комиссии за размещение NFT слишком высок. Инвестиции в NFT по уровню опасности мало отличаются от инвестиций в высокорисковые активы. Доказательством этому стало падение рынка в 2020–2021 годах и медленное неуверенное восстановление, которое продолжается до сих пор. Но вам ничто не мешает просматривать ролик на YouTube, скачивать его или использовать кота как скринсейвер — иск в суд от владельца токена вам точно не грозит.</p>
<p>В основном NFT хранятся на блокчейне Ethereum (эфириум), поэтому большинство кошельков поддерживают именно его. Певица Граймс, известная как мать ребёнка Илона Маска, продала 400 NFT-токенов, которые были привязаны к четырём рисункам, созданным лично ей и её братом. Редел отмечает, что развитие блокчейн-технологий и появление NFT-сервисов (многие из которых появились в прошлом году) совпало и с другими процессами в обществе и экономике. На фондовых рынках (и рынках криптовалют) появилось большое количество новых игроков, в том числе непрофессиональных трейдеров и инвесторов-любителей. По мнению аналитиков из Morgan Stanley, дальше обстановка будет только накаляться, и к 2030 году рынок NFT от люксовых брендов может достичь 240 миллиардов долларов. Главным драйвером рынка аналитики называют метавселенную, за развитие которой, в частности, взялась Meta (до недавнего времени — Facebook).</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/stop-loss-forex-768x554.webp" width="305px" alt="нфт токен"/></p>
<p>Самые популярные — OpenSea, SuperRare, Foundation и Rarible. Как правило, площадки взимают комиссию в криптовалюте Ethereum, или эфирах, как ее называют по-простому. Размер комиссии разный, но обычно это несколько десятков долларов.</p>
<p>NFT (от англ. Non-Fungible Token) — это уникальный токен, представляющий собой цифровой актив в цепочках блокчейна (об этом термине подробнее ниже). Проще говоря, NFT — это подтверждение владения каким-либо оригинальным цифровым объектом, таким как изображение, видео, аудио или, например, игровой предмет. То есть NFT можно рассматривать, как виртуальный сертификат, гарантирующий его владельцу авторское право на конкретный цифровой объект, им созданный или приобретенный (да, NFT продаются и покупаются). На NFT-маркетплейсах регулярно появляются новые токены. С их помощью продают не только цифровые предметы искусства, а и игровые предметы, финансовые инструменты, недвижимость, доменные имена и другие товары. При покупке NFT-токена также необходимо иметь криптовалютный кошелек.</p>
<p>Пользователи покупают и&nbsp;продают виртуальные земли и&nbsp;пространства в&nbsp;метавселенных, например в&nbsp;Decentraland или The Sandbox. NFT можно легко и&nbsp;быстро покупать и&nbsp;продавать через специальные платформы и&nbsp;маркетплейсы. CryptoPunks — первая коллекция NFT, которая до сих пор популярна среди пользователей. Криптопанки — это набор восьмипиксельных изображений представителей панк-культуры. Каждый портрет отличается цветом глаз, прической, аксессуарами.</p>
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		<item>
		<title>Лучшие индикаторы для скальпинга: ATAS, MACD, MT5 и криптовалюты</title>
		<link>http://catalys-interfaceculturelle.com/luchshie-indikatory-dlja-skal%d1%8cpinga-atas-macd-mt5/</link>
		<comments>http://catalys-interfaceculturelle.com/luchshie-indikatory-dlja-skal%d1%8cpinga-atas-macd-mt5/#comments</comments>
		<pubDate>Tue, 04 Jun 2024 00:55:01 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">http://catalys-interfaceculturelle.com/?p=51328</guid>
		<description><![CDATA[В левом верхнем углу графика присутствует надпись, указывающая направление позиции. Спотовые ETF подразумевают фактическую покупку криптовалюты для обеспечения акций фонда или ее продажу при их погашении. В управлении фондов от BlackRock, Fidelity и других компаний биткоины на $64 млрд. По результатам торговой сессии 17 октября чистый приток средств во все спотовые индикаторы для скальпинга криптовалют [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>В левом верхнем углу графика присутствует надпись, указывающая направление позиции. Спотовые ETF подразумевают фактическую покупку криптовалюты для обеспечения акций фонда или ее продажу при их погашении. В управлении фондов от BlackRock, Fidelity и других компаний биткоины на $64 млрд. По результатам торговой сессии 17 октября чистый приток средств во все спотовые <a href="https://www.xcritical.com/ru/blog/luchshie-skalping-strategii-dlya-torgovli-na-foreks/">индикаторы для скальпинга криптовалют</a> фонды составил $470 млн, из которых $309 млн пришлось на фонд компании BlackRock.</p>
<h2>Блог профессионального трейдера</h2>
<p>Для внутридневной торговли можно увеличить таймфрейм. Показания индикатора хуже не станут, но для скальпинга лучше не использовать периоды выше М15. Сочетание двух факторов делают эту программу отличным выбором для скальпера. Работает на периодах М1-М5, пары лучше выбирать из волатильных. Это базовые элементы, хотя на самом деле количество индикаторов, которые могут использоваться в системах для скальпинга, доходит до 2-3 десятков. Каждый год их количество пополняется новыми инструментами, потому каждый отдельный экземпляр требует тщательной проверки на демо-счетах.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/feed_images/b-ek-ofis-foreks-vybor-programmnogo-obespecheniya-dlya-brokera-img-1-768x512.webp" width="305px" alt="индикаторы для скальпинга криптовалют"/></p>
<h2>Описание существующих индикаторов</h2>
<p>Но в большинстве случаев используются только зоны перекупленности или перепроданности. Применять период и другие настройки рекомендуется под каждый отдельный таймфрейм и под каждый отдельный торговый инструмент. Если индикатор пересекает значение 200 сверху вниз, то открываем короткие позиции. Но и в данном случае необходимо находить подобные уровни под каждый таймфрейм и инструмент отдельно.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/fa627b67-21d7-42b5-9147-7edaa4e38871-768x433.webp" width="305px" alt="индикаторы для скальпинга криптовалют"/></p>
<h2>Несколько инструментов на одном экране</h2>
<p>И волновому анализу, который идет через &#8220;запятую&#8221; в таком длинном списке. Скальпинг – это умение находить незначительные возможности на рынке и использовать их. Любая стратегия легко могут стать убыточной, как только будет известна широкой публике. Именно поэтому трейдеры, занимающиеся скальпингом, предпочитают не распространяться о своих индивидуальных торговых инструментах.</p>
<div style='text-align:center'><iframe width='569' height='316' src='https://www.youtube.com/embed/zPkv_ZjOVlY' frameborder='0' alt='индикаторы для скальпинга криптовалют' allowfullscreen></iframe></div>
<h2>Мобильная торговая площадка для трейдеров</h2>
<p>Перерисовывать свои сигналы данный индикатор не станет. Это прекрасный показатель для любого инструмента скальпинга. Также на графике звездами помечены рекомендованные Take Profit и Stop Loss. И он весьма хорошо подходит для торговли на таймфреймах M30 и больше. Но если вы пользуетесь скальпингом, то предпочтительнее его снизить хотя бы до 10.</p>
<ul>
<li>Только так можно понять, каков был итоговый заработок.</li>
<li>Очень известный инструмент среди скальпирующих трейдеров.</li>
<li>Данный подход основан на размещении ордеров с планомерно растущими и снижающимися ценами в выбранном диапазоне.</li>
<li>Существуют высокочастотные боты, работающие на тиковых графиках.</li>
<li>Какого-то определенного метода торговли по этому индикатору нет, но он отлично помогает с понятием общей картины спроса и предложения.</li>
<li>По объемам можно оценить интерес участников рынка, распознать крупных игроков и предугадать ближайший тренд.</li>
</ul>
<p>Ключевыми особенностями Облака Ишимоку является его разнообразность. Он смешивает в себе сразу 5 скользящих средних с весьма интересными параметрами. Также показывает зоны поддержки и сопротивлений, направление тренда и дает сигналы на вход и выход из позиции, в общем, мечта. Индекс относительной силы также имеет большую популярность среди трейдеров, дело в его многофункциональности и простоте. Индикатор может использоваться почти в любой торговой стратегии, как в торговле по тренду, так и в скальпинге. Почему я с иронией рассказываю об этом методе &#8220;поиска точек входа в рынок forex&#8221;?</p>
<p>Использование индикаторов ― хороший способ быстро провести анализ рынка и найти лучшие точки входа. Важно помнить, что индикаторы для скальпинга только вспомогательный инструмент – принятие окончательного решения всегда остается за трейдером. Поэтому не нужно слепо верить программам, а использовать их только для отображения возможных точек входа. Дальнейший быстрый анализ ситуации остается за трейдером и для успешной торговли может потребоваться время, чтобы набраться опыта. Важно помнить, что индикаторы для скальпинга только вспомогательный инструмент — принятие окончательного решения всегда остается за трейдером. Обычно начиняя торговлю по стратегии скальпинг, сразу возникает вопрос о точках входа.</p>
<p>Скачать скальпинг индикатор 100 pips today scalper для МТ4 можно по ссылке. 100 pips today scalper также дает рекомендации по установке stop-loss и take-profit. Звездочки обозначают зоны взятия прибыли, крестики ― фиксации убытков.</p>
<p>При выборе скринера криптовалют необходимо учитывать множество факторов. В первую очередь, важно определить, какие функции вы хотите, чтобы он выполнял. Некоторые скринеры специализируются на определенных задачах, например, на отслеживании цен на криптовалюты или на мониторинге криптовалютных кошельков.</p>
<p>Неопытные трейдеры часто входят в сделку, как только замечают точку пересечения. Красная и зеленая линии регулярно пересекаются вне зон перекупленности и перепроданности. В это время много ложных сигналов, поэтому существенные значения имеют только пересечения выше 80 и ниже 20. Условия открытия и закрытия позиций могут различаться в зависимости от стратегии. Но в любом случае торговля ведется на основании технического анализа.</p>
<p>Он также позволяет пользователям обмениваться информацией и участвовать в общественных чатах на тему крипторынка. Мощный и легкий в использовании скринер криптовалют, который предоставляет обширный набор функций для анализа рынка. CScalp способен дать информацию о любой криптовалюте, и объединить все эти данные на одном экране. Также стоит отметить расположение графиков и индикаторов на главной странице, т.к. Можно настроить отображение определенных активов, спотовых и фьючерсных стаканов, индикаторов корреляции с Bitcoin и многое другое. Основной целью использования скринеров криптовалют является поиск самых выгодных вариантов для покупки и продажи цифровых активов.</p>
<p>На графиках чаще всего используют минутные или пятиминутные таймфреймы для поиска локальных уровней. Также скальпер обращает внимание на объемы ордеров в стакане и в ленте. В классическом трейдинге криптовалютой инвестору приходится долго искать сигнал, который говорил бы о целесообразности сделки. Чтобы войти в выгодную торговую позицию применяются различные инструменты технического и фундаментального анализа. Трейдеру не нужно готовиться столь длительное время.</p>
<p>В них заложен алгоритм, который работает механически. Существуют высокочастотные боты, работающие на тиковых графиках. Такие стратегии скальпинга криптовалют не будут эффективно реализованы человеком, поскольку он не сможет проанализировать много информации за короткое время. Дополнительным подтверждением сигнала является стрелка, указывающая на направление позиции.</p>
<p>Еще один простой, понятный и удобный скринер криптовалют, который полностью бесплатный и работает только с биржей Binance. TTpro предоставляет возможность для трейдеров создавать свои собственные индикаторы и функции оповещения в режиме реального времени. Выбор наиболее надежного индикатора зависит от конкретных рыночных условий и торгуемого актива. Такие стратегии скальпинга биткоина и других криптовалют подойдут начинающим трейдерам. Работа ведется на малых интервалах, и для получения сигналов часто используется технический анализ. Поэтому фундаментальный анализ малоэффективен при скальпинге на криптовалюте.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2023/01/1_u4ngKQBVEQ8TCtj4gcvhAA-768x432.webp" width="309px" alt="индикаторы для скальпинга криптовалют"/></p>
<p>Но динамика роста отдельных активов привлекает внимание участников торгов с точки зрения заработка. Трейдеры часто применяют индикаторы для скальпинга криптовалют, но этот вид многогранен. Стратегия пришла в сферу цифровых активов из традиционных финансов. Идея в том, что все рынки одинаковы, поскольку на них влияет закон спроса и предложения. Следовательно, то, что работает с условными акциями, применимо и в сфере цифровых активов.</p>
<p>За полноценный функционал придется заплатить (от 55$ за месяц). В этой статье мы рассмотрим 5 лучших терминалов для этой стратегии, а также разберем критерии, которые помогут трейдерам выбрать подходящий для них сервис. Полосы Боллинджера лучше использовать вместе с другими индикаторами, чтобы получить более широкое представление об общей ситуации на рынке.</p>
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		<title>Децентрализованные биржи криптовалют, что такое простыми словами</title>
		<link>http://catalys-interfaceculturelle.com/decentralizovannye-birzhi-kriptovaljut-chto-takoe/</link>
		<comments>http://catalys-interfaceculturelle.com/decentralizovannye-birzhi-kriptovaljut-chto-takoe/#comments</comments>
		<pubDate>Thu, 30 May 2024 21:48:10 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">http://catalys-interfaceculturelle.com/?p=51545</guid>
		<description><![CDATA[Представляет собой торговую площадку (биржу) для создания своего кошелька, обмена криптоактивами, хранения ключей. В отличие от основной площадки Binance, DEX является децентрализованной. Словом, OnePix что такое dex стремится разрабатывать практически все виды децентрализованных бирж, чтобы соответствовать потребностям разнообразных бизнесов и инвесторов. Наша команда экспертов всегда готова воплощать ваши амбициозные идеи в реальность и помогать вам [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Представляет собой торговую площадку (биржу) для создания своего кошелька, обмена криптоактивами, хранения ключей. В отличие от основной площадки Binance, DEX является децентрализованной. Словом, OnePix <a href="https://www.xcritical.com/ru/blog/deczentralizovannye-kriptobirzhi/">что такое dex</a> стремится разрабатывать практически все виды децентрализованных бирж, чтобы соответствовать потребностям разнообразных бизнесов и инвесторов. Наша команда экспертов всегда готова воплощать ваши амбициозные идеи в реальность и помогать вам оставаться на переднем крае инноваций в мире криптовалют и блокчейн-технологий. Платформы этого типа объединяют большое количество пользователей и активов, что способствует более широким возможностям для торговли и обмена.</p>
<h2>Как начать торговать на децентрализованной бирже. Простая инструкция</h2>
<p>Эти инновации позволяют нам создавать DEX, которые обеспечивают высокий уровень безопасности и масштабируемости. Кроме того, мы активно работаем над созданием DEX с кросс-цепочкой, которые позволяют обменивать активы между разными блокчейнами. Проекты, подобные Thorchain и Polkadot’s XCMP, предоставляют возможность переходить из одной экосистемы в другую без лишних сложностей. Функционал децентрализованной биржи предназначен для поиска совпадения по запросам на покупку/продажу криптовалюты.</p>
<h2>USDT и USDC доминируют на криптовалютном рынке, обеспечивая половину всех сделок</h2>
<ul>
<li>Разработка децентрализованных бирж (DEX) — это сложный и многогранный процесс, который включает в себя несколько ключевых этапов.</li>
<li>Торговля на DEX происходит напрямую между участниками сделки (peer-to-peer) без каких-либо посредников, объяснил старший аналитик Bestchange.ru Никита Зуборев.</li>
<li>SEC предупреждает о возможных рисках для пользователей Curve и DeFi-платформ в целом.</li>
<li>Uniswap – децентрализованный протокол обмена, который работает без традиционных ордербуков, используя модель автоматизированного маркетмейкера на основе специальной формулы.</li>
<li>На бирже имеется инструменты по созданию и управлению собственных рынков.</li>
</ul>
<p>62% его общей эмисси должны получить поставщики ликвидности, 33%&nbsp;— команда проекта, 5% останутся в резерве. Обладатели монеты получают право голосовать за изменения в системе, участвовать в стейкине, получать значительно большую доходность при предоставлении ликвидности. Холдеры монеты могут голосовать за те или иные изменения в протоколе.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/1513001461-768x431.webp" width="305px" alt="что такое dex"/></p>
<h2>Рейтинг &#8211; ТОП-15 децентрализованных криптобирж</h2>
<p>Децентрализованные биржи (DEX) – платформы в сфере децентрализованных финансов (DeFi), работающие на основе&nbsp;блокчейн-сети. Управляются либо автоматически (смарт-контрактами), либо полуавтоматически (разработчиками и сообществом). Децентрализованные биржи не имеют единого органа управления, работают по принципу P2P, не требуют регистрации и не хранят средства пользователей. Как правило, решения о развитии проекта принимаются совместно с сообществом. Поговорим подробнее об устройстве децентрализованных бирж, отличиях от традиционных бирж, преимуществах и недостатках.</p>
<h2>Будет ли децентрализованная биржа соответствовать современным стандартам безопасности?</h2>
<p>Токены, которые вы найдете на встроенном DEX,-это те, которые уже торгуются на Uniswap, PancakeSwap и Binance DEX. Если вы не можете найти свою монету или токен, пожалуйста, проверьте CoinMarketCap и найдите его там. Там будет вкладка для рыночных пар, отсюда вы можете увидеть список бирж, где вы можете торговать своей монетой или токеном.</p>
<p>Высокая скорость транзакций по сравнению с другими децентрализованными биржами. Регистрация не требуется, использование площадки начинается с создания BNB-кошелька. Можно также не создавать новый, а разблокировать старый – обычный, мобильный или аппаратный. Невозможно атаковать одновременно все компьютеры, которые в ней задействованы.</p>
<div style='text-align:center'><iframe width='569' height='319' src='https://www.youtube.com/embed/0CxVXHFvcs8' frameborder='0' alt='что такое dex' allowfullscreen></iframe></div>
<p>Руководство несет ответственность за конфиденциальные данные пользователей, хранит историю торгов, контролирует работу биржи и единолично принимает все решения о развитии проекта. Из-за высоких комиссий в сети&nbsp;Ethereum&nbsp;все большую популярность приобретают биржи, работающие в сети&nbsp;BNB Smart Chain&nbsp;(Binance Smart Chain). Биржи, работающие в сети Ethereum, работаю с самим ETH и токенами стандарта ERC-20.</p>
<p>Подменив данные лишь на одном из них, хакер не сможет ничего добиться. Вместо создания аккаунта, как правило, достаточно подключиться к протоколу с помощью криптокошелька, такого как OKX Wallet или Metamask. Таким образом, начало понимания значения &#8220;dex&#8221; заключается в его многочисленных интерпретациях и применениях, которые могут варьироваться в зависимости от контекста. Независимо от того, идет ли речь о криптовалютах или игровых механиках, каждый случай использования &#8220;dex&#8221; имеет свою уникальную специфику и значение, делая термин универсальным и многогранным. Использование смарт-контртактов в блокчейн-сети DEX осуществляется несколькими способами.</p>
<p>Наш опыт распространяется и на DEX с ордербуком, где пользователи могут размещать ордера на покупку и продажу. Мы разрабатываем платформы, подобные Loopring и Matcha, которые обеспечивают более традиционный опыт торговли, сочетая его с преимуществами децентрализации. OnePix — веб-студия, преданная искусству разработки децентрализованных бирж (DEX). С появлением таких проектов, как Uniswap, SushiSwap и PancakeSwap, DEX стали неотъемлемой частью экосистемы криптовалют.</p>
<p>Децентрализованные биржи, в отличие от централизованных, не выступают в роли посредника в сделках и не хранят средства и личные данные пользователей. Идентификация клиентов осуществляется с помощью блокчейн-адресов и некастодиальных кошельков, которые подключаются к приложению. Обмен криптовалютами на децентрализованных биржах осуществляется с помощью смарт-контрактов. Один из наших ключевых профилей — это создание AMM DEX, или децентрализованных бирж с автоматическим рыночным сопоставлением.</p>
<p>Ваш бизнес может использовать эту ликвидность для проведения сделок, привлечения инвесторов и увеличения оборота активов. В последние годы децентрализованные биржи (DEX) привлекли внимание криптовалютного сообщества и инвесторов по всему миру. Давайте вместе разберемся в том, что такое DEX и почему они так важны в современном мире финансов и криптовалют. Мир финансов и криптовалют переживает невероятное преобразование, и децентрализованные биржи (DEX) играют в этом ключевую роль. Веб-студия OnePix рада приветствовать вас в увлекательном мире разработки DEX, который становится все более актуальным и востребованным с каждым днем. С одной стороны,&nbsp;децентрализованные биржи&nbsp;безопаснее и надежнее традиционных.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/perevod-kriptovalyuty-na-druguyu-birzhu.webp" width="303px" alt="что такое dex"/></p>
<p>Предоставлен доступ к более чем 100 криптовалют, которые объединены в 130 торговых пар. «Главный минус, который отсекает огромный сегмент пользователей&nbsp;— отсутствие возможности взаимодействия с фиатными валютами. Децентрализованные биржи можно использовать как обменные пункты только внутри экосистемы криптовалют&nbsp;— ввод и вывод средств на банковские счета недоступен»,&nbsp;— отметил аналитик. На текущем этапе развития децентрализованные биржи пока не смогут полностью заменить централизованные торговые платформы, считает Зуборев. По его мнению, этому мешает относительная сложность интерфейсов, меньшая популярность и незначительный набор финансовых инструментов на DEX. Основное преимущество, которое обеспечивают децентрализованные площадки&nbsp;— безопасность активов, рассказал криптоаналитик и бывший редактор «РБК-Крипто» Дмитрий Фомин.</p>
<p>Обменный протокол децентрализован, основан на технологии АММ с использованием пулов&nbsp; ликвидности. Для формирования пула ликвидности пользователь может предоставить эфир (для Ethereum) или токены поддерживающие ERC-20. Формирование цены осуществляется автоматически в зависимости от объёма токена в конкретной паре. Оптимальный уровень комиссий наблюдается в сети криптобиржи Binance (Binance Chain), пояснил Фомин. Обычно размер комиссии в Binance Chain составляет от $3 до $5, предупредил аналитик.</p>
<p>Функциональные возможности позволяют осуществлять обмен токенов (всего 39 криптовалют Объединённых в 70 пар), осуществлять стейкинг, имеется доступ к NFT. Децентрализованная биржа использующая для работы Binance Smart Chain. Для заработка также доступны реферальная программа, лотереи, турниры (торговые соревнования) и т.п. Биржа была зарегистрирована в 2022 году и её функционал активно модернизируется. В него добавляют новые инструменты, что существенно повышает популярность площадки. Из последних обновлений стоит отметить торговлю бессрочными контрактами.</p>
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		<title>Арбитраж Криптовалют: Как Проводить Крипто Арбитраж?</title>
		<link>http://catalys-interfaceculturelle.com/arbitrazh-kriptovaljut-kak-provodit%d1%8c-kripto/</link>
		<comments>http://catalys-interfaceculturelle.com/arbitrazh-kriptovaljut-kak-provodit%d1%8c-kripto/#comments</comments>
		<pubDate>Fri, 29 Mar 2024 22:16:20 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">http://catalys-interfaceculturelle.com/?p=51332</guid>
		<description><![CDATA[Это включает в себя постоянный мониторинг и сравнение самой высокой цены предложения с самой низкой ценой продажи на нескольких биржах, поиск совпадений в значениях. Часто такие комиссии приводят к убыточным сделкам, несмотря на заметную разницу в ценах. крипто арбитраж это Простой или кросс-биржевой арбитраж криптовалют относится к покупке и продаже монеты, как описано выше. Как [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Это включает в себя постоянный мониторинг и сравнение самой высокой цены предложения с самой низкой ценой продажи на нескольких биржах, поиск совпадений в значениях. Часто такие комиссии приводят к убыточным сделкам, несмотря на заметную разницу в ценах. <a href="https://www.xcritical.com/ru/blog/arbitrazh-kriptovalyut-kak-ustroen-arbitrazh-kakie-programmy-ponadobyats/">крипто арбитраж это</a> Простой или кросс-биржевой арбитраж криптовалют относится к покупке и продаже монеты, как описано выше. Как следует из названия, кросс-биржевой арбитраж предполагает покупку криптовалюты по более низкой цене на одной бирже, передачу ее на другую и продажу по более высокой цене с целью получения прибыли.</p>
<h2>Что такое арбитраж криптовалюты</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/pervii-bank-metavselennaya-1-768x512.webp" width="309px" alt="крипто арбитраж это"/></p>
<p>Арбитраж криптовалюты – одна из стратегий с относительно невысоким доходом, и низким уровнем риска. Международный арбитраж&nbsp;&#8211; это перепродажа активов между биржами разных стран. На международном рынке сейчас наиболее выгодно заниматься арбитражем из-за сложившейся в мире политической и экономической обстановки. При проведении транзакций важно учитывать, что ваши активы могут попасть под заморозку не только на банковском счете, с которого осуществляется обмен, но также и на счетах других финансовых учреждений. Для избегания такой ситуации, важно указывать на биржах актуальные данные и проходить процедуру верификации, даже если она не является обязательной. Скриншоты личного кабинета биржи могут служить подтверждением происхождения средств.</p>
<h2>Что нужно для старта в P2P арбитраже: пошаговый план</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/90294c59-743b-491b-b622-86c126be572f-768x432.webp" width="303px" alt="крипто арбитраж это"/></p>
<p>Важно учесть, что арбитраж в контексте криптовалют может быть признан перепродажей активов, что в некоторых случаях требует регистрации в качестве индивидуального предпринимателя. Если же речь идет о P2P торговле, то оформление ИП является наиболее подходящим вариантом. Прежде чем начать заниматься арбитражом криптовалют, важно понимать, что доходы от этой деятельности облагаются налогом. Способ уплаты налога зависит от конкретной торговой стратегии и может включать регистрацию в качестве физического лица, самозанятого или индивидуального предпринимателя.</p>
<h2>Сканеры для арбитража криптовалют</h2>
<p>В практических терминах, это означает покупать крипту на одной платформе за одну цену и продавать на другой платформе по более высокой цене. Различие между ценами будет прибылью, которую получают трейдеры. Самый простой способ, предполагающий максимально быструю покупку и продажу одного и того же актива на различных биржах или платформах. В случае расхождения цен на актив трейдер приобретает криптовалюту на одной платформе по условной цене $100 и продаёт ее же за $101 на другой.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/ea860ac1-c685-42b7-9094-f4b2a5ccd58e-768x349.webp" width="306px" alt="крипто арбитраж это"/></p>
<h2>Инструменты для арбитража криптовалют</h2>
<p>На&nbsp;некоторых биржах есть P2P-площадки, где пользователи размещают предложения о&nbsp;покупке или продаже криптовалюты. Такой способ был актуален раньше, но сейчас на крупных биржах, таких как Binance, проблематичен – слишком активная алгоритмическая торговля, так что живой человек просто не может с ней соперничать. Рассмотрим алгоритм на конкретном примере внутрибиржевого арбитража на Binance. Для этого пополним биржевой счет, купим Биткоины на спотовом рынке и продадим на P2P. Данный тип арбитража предполагает использование 3 разных криптоактивов (отсюда и название). Стакан P2P&nbsp;&#8211; таблица лимитных заявок на покупку и продажу конкретных криптовалют.</p>
<div style='text-align:center'><iframe width='566' height='315' src='https://www.youtube.com/embed/GPDGjDA5w60' frameborder='0' alt='крипто арбитраж это' allowfullscreen></iframe></div>
<p>Каждая заявка содержит цену и количество токенов на покупку и продажу. Никаких вам проверок, справок, подтверждений доходов, нажал кнопку, подписал транзакцию &#8211; средства переведены. И это касается не только россиян с нашим пресловутым Тинькоффом и его новыми &#8220;приколами&#8221;.</p>
<p>Есть сканеры с&nbsp;широкой функциональностью, покрывающие все запросы. Например, один сканер может лучше работать с&nbsp;определёнными видами криптовалют, другой&nbsp;— предлагать продвинутый анализ или уведомления в&nbsp;реальном времени в&nbsp;Telegram. Чем больше источников информации, тем более полную картину рынка получает трейдер. Трейдерам из&nbsp;России лучше выбрать биржу, на&nbsp;которой можно совершать операции с&nbsp;рублями. К&nbsp;таким относятся все перечисленные, кроме OKX, а&nbsp;также Bitget, Phemex, Gate.io. Эти биржи обычно работают с&nbsp;любыми российскими банками, даже находящимися под санкциями.</p>
<p>МЕЖДУНАРОДНЫЙ АРБИТРАЖ КРИПТЫ &#8211; это перепродажа активов между биржами разных стран. P2P-транзакции имеют свои риски из-за отсутствия посредника. Однако эти риски могут быть снижены благодаря использованию эскроу-сервисов. Эти сервисы предлагают алгоритмы, которые позволяют заблокировать средства до выполнения условий сделки обеими сторонами. В случае невыполнения условий сделки в установленные сроки, криптовалюту или фиатные средства вернут обратно на кошелек.</p>
<p>Однако, как и любой инвестиционный инструмент, P2P арбитраж криптовалюты имеет свои плюсы и минусы, которые необходимо учитывать при принятии решений о проведении операций. Ощутимый недостаток внутрибиржевого арбитража — в ограничениях со стороны самих бирж. Они постоянно анализируют котировки с целью выявления корреляции курсов. Найденная разница быстро устраняется, из-за чего арбитраж зачастую дает нулевую прибыль. Внутрибиржевой арбитраж предполагает проведение серии сделок внутри одной платформы. Для арбитража трейдеру необходимо создать и настроить аккаунты на всех платформах, где он планирует зарабатывать.</p>
<p>Крипто-арбитраж — это набор стратегий с низким уровнем риска, который вызывает интерес как у опытных трейдеров, так и у новичков. Из этого краткого гайда вы узнаете секреты этой прибыльной техники торговли. Достоверность и актуальность таких данных зависит от источника. Как правило, за ранний доступ к реально работающим связкам нужно платить и, конечно же, никто не может прогнозировать как долго направление будет доходным. Поэтому важно научиться самостоятельно строить связки и анализировать рынок в поисках возможностей.</p>
<p>Базовый риск&nbsp;— это убыток, понесенный из-за того, что цена токена упала во время перевода с биржи на биржу. Это может быть связано с ограничениями в работе биржи, с зависанием транзакции в блокчейне, вашей личной медлительностью и другими факторами, влияющими на скорость проведения сделки. Нивелирование данного риска и есть работа крипто арбитражника.</p>
<p>Секрет наиболее доходных сделок &#8211; точное определение момента, когда разница курсов достигла наибольшего значения. В отличие от них, трейдерам рынка криптоарбитража достаточно найти разницу между ценами одной и той же криптовалюты на двух разных биржах. От них не требуется анализировать настроения рынка или проводить технический анализ для прогнозирования будущих движений цен.</p>
<ul>
<li>Позволяет выбрать все важные параметры потенциальных сделок, способы оплаты, покупаемые и продаваемые криптовалюты и пр.</li>
<li>Криптоарбитраж — это торговая стратегия, в рамках которой трейдеры используют разные обменные курсы для одного и того же цифрового актива.</li>
<li>Объявление (ордер) — заявка на покупку или продажу криптовалютных монет.</li>
<li>Прежде чем начать заниматься арбитражом криптовалют, важно понимать, что доходы от этой деятельности облагаются налогом.</li>
<li>При этом регулирование криптовалюты различается в зависимости от страны и юрисдикции, поэтому лучше всего проверить свои местные законы, прежде чем действовать.</li>
</ul>
<p>Перед тем как принимать инвестиционные решения, рекомендуется проконсультироваться с вашим финансовым советником. Центр Крипто Обучения BitDegree намерен раскрыть, упростить и поделиться криптовалютным образованием с массами. На основе принципов Учись и Зарабатывай, крипто новички, студенты и энтузиасты могут узнать основную информацию о криптовалютах, при этом получая награды.</p>
<p>Даже незначительная разница в курсах приносит прибыль, если осуществлять куплю-продажу несколько раз или оперировать большими суммами. Хотя можно заниматься арбитражем вручную, вы часто будете сталкиваться с ситуацией, когда цена актива выравнивается к тому моменту, когда вам удается разместить ордер вручную. Чтобы преодолеть это ограничение, вам, скорее всего, понадобится бот для арбитражной торговли, который будет определять возможности на основе ваших данных и мгновенно размещать сделки.</p>
<p>Но&nbsp;их&nbsp;названия могут быть изменены&nbsp;— например, «Сбер» может называться «зелёной картой». Трейдер обменивает одну имеющуюся у&nbsp;него криптовалюту на&nbsp;вторую, а&nbsp;вторую&nbsp;— на&nbsp;третью, которая переоценена относительно первой. Потом он&nbsp;обменивает третью криптовалюту обратно на&nbsp;первую&nbsp;— и&nbsp;получает больше криптовалюты, чем у&nbsp;него было. К&nbsp;внутрибиржевому арбитражу также относится арбитраж между разными торговыми парами, где одна криптовалюта общая. Например, если ETH по&nbsp;отношению к&nbsp;USDT стоит больше, чем по&nbsp;отношению к&nbsp;BTC, из&nbsp;этого можно извлечь выгоду. P2P (от&nbsp;англ. peer-to-peer, person-to-person&nbsp;— от&nbsp;человека к&nbsp;человеку)&nbsp;— денежный перевод от&nbsp;одного пользователя напрямую другому.</p>
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		<title>Как работает маркетмейкер и как торговать вместе с ними?</title>
		<link>http://catalys-interfaceculturelle.com/kak-rabotaet-marketmejker-i-kak-torgovat%d1%8c-vmeste-s/</link>
		<comments>http://catalys-interfaceculturelle.com/kak-rabotaet-marketmejker-i-kak-torgovat%d1%8c-vmeste-s/#comments</comments>
		<pubDate>Wed, 11 Oct 2023 23:47:15 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">http://catalys-interfaceculturelle.com/?p=51267</guid>
		<description><![CDATA[Безусловно, этот процесс автоматизирован, так как мы имеем дело с большим количеством ETF, каждый из которых имеет под собой корзину базовых активов. По заявке маркетмейкер своими объемами может подтолкнуть цену к сильному уровню, у которого скопления ордеров. С одной стороны участник играет против толпы, а с другой – он использует их объемы в своих интересах. [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Безусловно, этот процесс автоматизирован, так как мы имеем дело с большим количеством ETF, каждый из которых имеет под собой корзину базовых активов. По заявке маркетмейкер своими объемами может подтолкнуть цену к сильному уровню, у которого скопления ордеров. С одной стороны участник играет против толпы, а с другой – он использует их объемы в своих интересах. Брокерские компании рынка форекс не могут быть поставщиками ликвидности без поддержки более крупных структур, что связано с большими объемами сделок и предоставлением кредитного плеча. При этом они могут быть <a href="https://www.xcritical.com/ru/blog/kto-takoy-market-meyker-na-fondovom-rynke/">мейкер кто это</a> в статусе, как продавцов, так и покупателей. Если посредники, через которые оформляются сделки, не могут предоставить нужный объем валюты для обменной операции, то они обращаются к маркетмейкерам для вывода ордера клиента на межбанковский рынок.</p>
<h2>Автоматизация процессов работы маркетмейкера</h2>
<p>Главная задача маркетмейкеров – сделать рынок доступным и эффективным для трейдеров. Они ставят котировки на покупку и продажу активов, размещают ордера на своих торговых платформах и предлагают клиентам обменять активы. Таким образом, они поддерживают непрерывность торговли и сокращают разрыв между ценами на покупку и продажу. Роль маркетмейкера в обеспечении стабильности цен на рынке очень важна. Он поддерживает ликвидность, снижает волатильность и реагирует на изменения спроса и предложения.</p>
<h2>Продать или придержать: как инвестору принять правильное решение</h2>
<p>Важной частью работы маркетмейкера является снижение волатильности цен. Он размещает свои заявки на покупку и продажу, чтобы предотвратить крупные колебания. При необходимости маркетмейкер может вмешаться, чтобы удержать цены от резких скачков. Роль маркетмейкера на бирже заключается в создании ликвидности, поддержании стабильности рынка и снижении затрат для трейдеров.</p>
<ul>
<li>Наличие маркетмейкера позволит любому участнику в любое время найти покупателя или продавца, причем с ценой, всегда достаточно близкой к предыдущей сделке.</li>
<li>Поэтому регулирование деятельности маркетмейкеров является важным аспектом финансовой системы.</li>
<li>Это означает, что каждый брокер использует котировку, предоставленную одним или несколькими маркет-мейкерами при предложении цен клиентам.</li>
<li>Некоторые рынки сами разрабатывают правила для маркетмейкеров, чтобы обеспечить их надежность и защитить интересы инвесторов.</li>
</ul>
<h2>Может ли маркет-мейкер манипулировать ценой</h2>
<p>В таком случае, маркетмейкер может столкнуться с тем, что покупки вернутся на более низком уровне. Другие участники рынка могут начать снова покупать по ценам продажи маркетмейкера, которые будут ниже средней цены его покупок в ходе всеобщих, кроме него, рыночных распродаж. Такие резкие движения на рынке могут сократить заработок маркетмейкера на спреде и обороте.</p>
<h2>Спред, как уловка маркетмейкера на бирже</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/feed_images/kopitreyding-dlya-forex-brokerov-768x533.webp" width="300px" alt="как работают маркетмейкеры"/></p>
<p>Маркетмейкер – это ценный участник рынка, без которого на трейдинговых платформах царил бы полный хаос. Однако помните, что для успешного маркетмейкинга требуются серьезные знания, а также большой опыт трейдинга. Маркетмейкеры имеют доступ к информации из ордеров, которые поступают от пользователей. К важным данным причисляются показатели стоп-лосса, тейк-профита, а также параметры отложенных ордеров. Обладая подобной информацией, маркетмейкер знает, в каких сферах накапливается больше всего ордеров. Это дает ему возможность выполнять манипуляции с ценами — чем больше количество пользователей, с которыми сотрудничает маркетмейкер, тем сильнее он влияет на рыночную ситуацию.</p>
<h2>Преимущества рынка с участием маркетмейкеров</h2>
<p>То есть маркет-мейкер — это участник рынка, который обязуется постоянно поддерживать определенный объем заявок на покупку и продажу какого-то актива, например акций ETF. Маркетме́йкер (англ.&nbsp;Market maker&nbsp;— создатель рынка)&nbsp;— фирма-брокер/дилер, берёт на себя риск приобретения и хранения на своих счетах ценных бумаг определённого эмитента с целью организации их продаж. Маркетмейкеры действуют на биржевом и внебиржевом рынке как непосредственные участники сделок. На Нью-Йоркской Фондовой бирже маркетмейкеров называют «специалистами».</p>
<h2>Риски и ограничения для маркетмейкера на бирже</h2>
<p>Так, маркетмейкер, работающий с валютной парой рубль-доллар, может ставить котировки ₽53,2750/53,28, либо ₽53,2775/53,2825, либо ₽53,28/53,2850 за $1, тем самым выдерживая спред ₽0,005. Во втором случае&nbsp;на рынке может совсем не быть заявок на покупку или на продажу. Таким образом, маркетмейкеры играют важную роль в стабильности и эффективности финансовых рынков. Их работа способствует развитию инвестиционной деятельности, повышению прозрачности и доверия участников рынка.</p>
<p>Профессионализм и сильные навыки в этих областях могут определить успех в работе маркетмейкера на бирже. Все эти преимущества делают работу с маркетмейкером на бирже более удобной и выгодной, что позволяет трейдерам эффективно торговать и достигать своих инвестиционных целей. Маркетмейкеры получают привилегии для выполнения своих функций, включая доступ к дополнительной информации о рынке и ордерах клиентов. Это помогает им принимать обоснованные решения и делать прогнозы о ценовом движении. Именно поэтому мы рекомендуем строить свою торговую систему на основании анализа объемов, имеющих экстремальные показатели, ведь они с большей вероятностью отражают активность широкого круга трейдеров.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/nevzaimozamenyaemyy-token-istoriya-nft-768x432.webp" width="307px" alt="как работают маркетмейкеры"/></p>
<p>Маркетмейкеры могут «подталкивать» пользователей к созданию ордеров в требуемом им направлении. Следовательно, каждому, кто хочет хорошо разбираться в рыночной ситуации, необходимо уметь определять маркетмейкера. Это позволит обнаруживать, когда поставщиками ликвидности проводятся закупки. Трейдеры с большим опытом знают, что существуют специальные сигналы, по которым можно понять – в торговой операции участвуют маркетмейкеры или нет. Этот тип дохода доступен только институциональным маркетмейкерам, которые имеют договор с организатором торгов. Биржа предоставляет маркетмейкерам специальные возможности для выполнения их функций.</p>
<p>Биржи, как правило,&nbsp;публикуют список маркетмейкеров по отдельным рынкам или инструментам. Маркет-мейкеры вселяют в инвесторов уверенность, подтверждая, что активы стоят того, чтобы в них инвестировать. Маркет-мейкеры анализируют активы с иной точки зрения, нежели мелкие инвесторы, поэтому их деятельность служит барометром для рынка в целом. Необходимо помнить, что маркет-мейкеры не обеспечивают постоянство цен из альтруистических побуждений. Несмотря на то, что их труд способствует работе рынка, на карту поставлены собственные интересы.</p>
<p>Маркетмейкеры – это ключевые участники финансовых рынков, которые играют важную роль в обеспечении ликвидности и стабильности торговли. Они представляют собой специалистов, которые создают и поддерживают спрос и предложение на финансовых инструментах. Что касается самих обязательств маркет-мейкера — его основной задачей (согласно условиям договора) является присутствие в биржевом стакане в виде лимитных заявок. Расстояние от последней цены определяется самим маркет-мейкером, но оно не должно быть больше определенного порогового значения.</p>
<p>Исходя из минимального объема заявок, зная размер гарантийного обеспечения за 1 контракт, можно посчитать необходимые для этой деятельности денежные средства. Особенностью маркет-мейкинга является то, что маркет-мейкер может поддерживать котировки как в сторону покупок, так и в сторону продаж одновременно на одном финансовом инструменте. Это обеспечивает более плавное движение цены и ликвидирует ценовые разрывы.</p>
<p>Наш с вами конфликт с ММ заключается не в сложности анализа, а его в направлении. Рядовой трейдер выполняет только горизонтальный анализ цены, пытаясь прогнозировать будущую динамику с помощью математических методов (индикаторов, уровней, паттернов). Что реально происходит на рынке и почему цена «не идет за индикатором» трейдер не видит и все прогнозы, по сути, малоэффективны. Новичка на Форекс мало интересует, у кого же он, собственно, покупает актив и кому продает −до тех пор, пока не начинает хронически терять деньги.</p>
<p>У большого числа продавцов закрываются ордера по стоп лоссам, и происходит дисбаланс участников. Маркетмейкер специально расширяет спред, чтобы ценой ask зацепить отложенные ордера с вытряхиванием продавцов, выравнивая положение на бирже. Главный признак того, что в игру вступает маркетмейкер – период флета. Эта обстановка возникает, когда участники биржи снижают интенсивность торгов. Данный факт указывает на участие крупного трейдера, который занимается манипуляциями с более мелкими игроками и держит цену. Они обеспечивают ликвидность для книги заказов, размещая заказы, которые сопоставляются в будущем.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/proof-work-pow-768x548.webp" width="300px" alt="как работают маркетмейкеры"/></p>
<p>Маркетмейкеры играют важную роль на финансовых рынках, обеспечивая их эффективное функционирование. Они помогают предотвратить чрезмерную волатильность цен, создавая более устойчивую и предсказуемую торговую среду. Для успешной работы маркетмейкерам необходимо иметь широкий спектр знаний и навыков.</p>
<p>Крупные участники торгов не рассматривают графики вообще, для них это является устаревшей информацией. Чтобы определить следы крупного игрока, нужно понять, как видит график рядовой трейдер и маркетмейкер. Мелкие участники валютного рынка ежедневно рассматривают на графиках индикаторы Форекс, трендовые линии и уровни теханализа. Маркет мейкеры владеют непропорционально большим количеством активов. Причина в готовности к высокому объему заказов в короткие сроки при конкурентном ценообразовании.</p>
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		<title>Как Это Defi Учебник По Децентрализованным Финансам Для Начинающих  Часть 1</title>
		<link>http://catalys-interfaceculturelle.com/kak-jeto-defi-uchebnik-po-decentralizovannym/</link>
		<comments>http://catalys-interfaceculturelle.com/kak-jeto-defi-uchebnik-po-decentralizovannym/#comments</comments>
		<pubDate>Thu, 24 Aug 2023 04:56:19 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">http://catalys-interfaceculturelle.com/?p=51941</guid>
		<description><![CDATA[Compound работает как пул ликвидности, построенный на блокчейне Ethereum. Compound Finance – это протокол денежного рынка с открытым https://www.tadpoletraining.com/privacy-policy/ исходным кодом на базе Ethereum, где любой может беспрепятственно предлагать кредиты или одалживать криптовалюты. Выступая в роли связующего звена, Metamask позволяет вам использовать все децентрализованные приложения, которые размещены в сети Ethereum. Ethereum – это глобальная платформа [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Compound работает как пул ликвидности, построенный на блокчейне Ethereum. Compound Finance – это протокол денежного рынка с открытым <a href="https://www.tadpoletraining.com/privacy-policy/">https://www.tadpoletraining.com/privacy-policy/</a> исходным кодом на базе Ethereum, где любой может беспрепятственно предлагать кредиты или одалживать криптовалюты. Выступая в роли связующего звена, Metamask позволяет вам использовать все децентрализованные приложения, которые размещены в сети Ethereum. Ethereum – это глобальная платформа с открытым исходным кодом для децентрализованных приложений. В DeFi некоторые проекты уже позволяют осуществлять пассивный портфельный менеджмент на децентрализованной основе.</p>
<h2>Как Можно Применять Децентрализованные Финансы?</h2>
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" width="601px" alt="что такое дефи"/></p>
<p>В этом материале рассказано о том, как работает сектор DeFi, и о вариантах получения дохода. Описаны наиболее известные сервисы, преимущества сферы, а также с какими сложностями сталкиваются пользователей при первом опыте. Это сокращение от Total Value Locked («Общая стоимость заблокированных средств»). TVL обозначает сумму криптовалют, внесенных в децентрализованные финансовые протоколы. Она отражает активы, участвующие в конкретном DeFi-сервисе или во всей индустрии. Первые DeFi-возможности появились после запуска сети Ethereum, а именно системы смарт-контрактов в 2015 году.</p>
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" width="605px" alt="что такое дефи"/></p>
<h2>Недостатки Децентрализованных Финансов</h2>
<p>19 марта 2024 года курс LINK составляет $17.fifty eight, а рыночная капитализация — $10,3 млрд. Токен доступен для покупки на большинстве крупных централизованных и децентрализованных бирж, таких как Binance, Coinbase, Uniswap и Sushiswap. На Avalanche уже развернуты сотни децентрализованных приложений (dApps), включая популярные DEX, такие как Pangolin и Trader Joe, платформы кредитования Benqi и Aave, а также нашумевшую игру Crabada. Экосистема продолжает активно развиваться, привлекая новых участников и инвестиции.</p>
<h2>Безопасны Ли Defi? Как Работают Мошенники В Этой Области?</h2>
<p>Помимо смарт-контрактов, в сфере децентрализованных финансов (DeFi) используются технологии цифровых активов, децентрализованные приложения (DApps). Технологии DeFi позволяют создавать необратимые соглашения без посредников (банков или правительственных органов). Лендинг — это способ кредитования криптовалютных активов через децентрализованные платформы. Пользователи могут внести свои средства в качестве депозита в пулы ликвидности для получения процентов или же взять в долг одну криптовалюту, используя другую в качестве залога. DeFi &#8211; это сокращение от &#8220;децентрализованные финансы&#8221;, термин, используемый для описания финансовых приложений в криптовалюте или блокчейне, созданных для устранения финансовых посредников. Важно отметить, что это решения в сфере финансовых услуг, построенные на блокчейн-сетях, таких как Ethereum, Caradano и Solana.</p>
<p>Проект не смог справиться с падением цен при помощи эмиссии и временно приостановил работу сети, после этого функционирование было восстановлено, но уже без делегирования. В 2023 году выяснилось, что за атакой на проект Terra могла стоять биржа FTX, правда новость вышла в свет только после того, как американская биржа обанкротилась. Оракулы используются для предоставления смарт-контрактам и блокчейнам данных, находящихся за пределами сети. Отличительной чертой dYdX является то, что они дают клиентам продукт, оболочка которого очень похожа на централизованные биржи, на которых большинство клиентов торговало ранее. Переходя на dYdX, клиенты видят знакомый терминал и могут легко осуществлять транзакции.</p>
<p>Чтобы пользователи выплачивали кредит, существует система залогов. Децентрализованные финансы продолжат устанавливать рекорды и становиться популярнее. Это не мини-проект для пампа и дампа, это серьёзная ниша, которая привлекает инвестиции ключевых игроков рынка и действительно может изменить наш мир. Опять же, курс криптовалют может существенно просесть за неделю, шесть месяцев или три года. А поскольку получать доход будем именно в монетах, идея заработать в теории может принести и убытки.</p>
<ul>
<li>Нежелание участников экосистемы участвовать в развитии сервиса может может негативно отражаться на функционировании проекта.</li>
<li>Создания децентрализованных автономных организаций (DAO) или выпуска других криптовалют.</li>
<li>В марте 2024 года цена GRT достигла $1,75, а рыночная капитализация превысила $3,7 млрд.</li>
<li>DeFi-пространство находится в стадии активного роста, и границы между категориями сервисов постепенно размываются.</li>
<li>Заработок (проценты) зависит от того, какая криптовалюта была депонирована, а также от текущей доходности рынка и правил DeFi-платформы.</li>
</ul>
<p>Некастодиальные кошельки – это кошельки, в которых вы полностью контролируете свои криптовалюты и владеете ими. Кастодиальные кошельки – это кошельки, в которых третьи лица хранят и контролируют ваши криптовалюты от вашего имени. Он управляет вашими приватными ключами, которые, по сути, являются ключами к замку на вашем хранилище криптовалют. Управленческие решения будут приниматься путем голосования держателей токенов этой DAO. Пока сеть Ethereum остается активной, развернутые в этой сети приложения будут оставаться активными и пригодными для эксплуатации.</p>
<p>Крупные игроки традиционного финансового мира регулярно встречаются для обсуждения экономических вопросов – достаточно взглянуть на Всемирный экономический форум в Давосе. К тому же в случае с CDP-экспериментом мы отдали 20 эфиров в залог (которые в случае обвала курса ликвидируются и вернутся нам не в полном объёме) и купили на полученные 1000 DAI всего 6.66 ETH. Очевидно, что данная схема не сработает для финансирования открытия кофейни или чего-то подобного в реальном мире, где человек получает значительно большую сумму, чем есть у него. Пока она подходит разве что для спекуляций на курсе криптовалют. Эксперты прогнозируют, что ниша будет активно развиваться и станет главной темой в мире криптовалюты в 2020 году.</p>
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" width="606px" alt="что такое дефи"/></p>
<p>На данный момент новичкам трудно отделить хорошие проекты от не очень хороших. Можно задаться вопросом, зачем вообще нужен DeFi, если Биткойн уже существует. Прямые покупки &#8211; не единственный тип финансового решения, которое необходимо. Кроме того, DeFi не имеет разрешений, устойчива к цензуре, неизменяема, программируема и предлагает минимальный риск контрагента. Децентрализованные финансы становятся популярными по нескольким ключевым причинам, которые являются теми же причинами растущего интереса общественности к самому биткоину.</p>
<p>По сути, Compound ликвидирует разрыв между кредиторами, которые хотят получать проценты от свободных средств, и заемщиками, которые хотят заимствовать средства для производственных или инвестиционных целей. Поставщики ликвидности предоставляют активы в пул и получают проценты, а заемщики получают в этом пуле ссуды и выплачивают проценты по своим долгам. Его стоимость привязана к $1 доллару через протоколы, которые управляются голосованием членов децентрализованной автономной организации и смарт-контрактами.</p>
<p>DeFi-приложения не берут ваши средства на хранение в традиционном смысле этого слова. Вы заключаете прямую сделку с другим пользователем при помощи смарт-контракта». Биржевой пул ликвидности, который преимущественно направлен на стейблокины.</p>
<p>Фейковые смарт-контракты, инвестпроекты, биржи — вариаций киберпреступлений масса. А поскольку все анонимно, то и вернуть средства не представляется возможным. DApp&nbsp;— это пользовательский веб-интерфейс, который позволяют соединить браузер пользователя с DeFi-протоколом, его смарт-контрактами и алгоритмами, размещенными в блокчейн-сети.</p>
<p>Когда пользователи используют DEX для обмена токенами, они должны платить небольшую комиссию за каждую транзакцию. Эта плата является дополнением к плате за газ, которая обеспечивает транзакции блокчейна, и выплачивается непосредственно в пул ликвидности. Доходы от этой комиссии затем добавляются в пул ликвидности, тем самым увеличивая стоимость пула и увеличивая стоимость вашей доли.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Торговый терминал для Binance: зачем он нужен и как его выбрать</title>
		<link>http://catalys-interfaceculturelle.com/torgovyj-terminal-dlja-binance-zachem-on-nuzhen-i/</link>
		<comments>http://catalys-interfaceculturelle.com/torgovyj-terminal-dlja-binance-zachem-on-nuzhen-i/#comments</comments>
		<pubDate>Tue, 02 May 2023 20:35:18 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

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		<description><![CDATA[Согласно Википедии, самый популярный торговый терминал в России и Украине. Им пользуются в более чем 270 финансовых организациях, которые обслуживают несколько десятков тысяч клиентов. Пожалуй, символ словосочетания «торговый терминал», который существует уже 30 лет. Раньше терминал был hardware-продуктом, а сегодня это программно-аппаратный комплекс. Помимо этого, профессиональные трейдеры торгуют сразу несколькими инструментами на разных биржах. В [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Согласно Википедии, самый популярный торговый терминал в России и Украине. Им пользуются в более чем 270 финансовых организациях, которые обслуживают несколько десятков тысяч клиентов. Пожалуй, символ словосочетания «торговый терминал», который существует уже 30 лет. Раньше терминал был hardware-продуктом, а сегодня это программно-аппаратный комплекс.</p>
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" width="301px" alt="что такое биржевой терминал"/></p>
<p>Помимо этого, профессиональные трейдеры торгуют сразу несколькими инструментами на разных биржах. В терминале все стаканы и графики можно держать в одном окне или разбить на несколько окон, в зависимости от нужд трейдера. Возможно подключение нескольких бирж и даже нескольких счетов одной биржи. На пользователе лежит обязанность знакомиться с текстом Политики при каждом посещении сайта, мобильного приложения или интернет-сервисов Компании.</p>
<h2>Преимущества торговых терминалов</h2>
<p>В свою очередь, для этого  необходимо понимание рыночных механизмов и особенностей  работы ботов криптовалют. Торговля на алготрейдинговых платформах – история для опытных трейдеров, которые могут совмещать торговлю &#8220;вручную&#8221; с запуском алгоритмов для диверсификации портфеля. Среди популярных терминалов для алгоритмической торговли на Binance можно выделить 3commas, Hummingbot и Zenbot. Помимо этих терминалов, существует множество торговых ботов для Binance, представленных в веб-интерфейсе. Свинг-трейдинг и среднесрочный трейдинг требуют меньше времени.</p>
<p>Банк осуществляет свою деятельность в Российской Федерации. Данный материал может использоваться инвесторами на территории РФ при условии соблюдения российского законодательства. Использование настоящего документа за пределами Российской Федерации должно регулироваться законодательством той страны, в которой оно осуществляется.</p>
<h2>СОЗДАНИЕ ТОРГОВЫХ РОБОТОВ</h2>
<p>Возврат денежных средств осуществляется Исполнителем в случае, если Заказчик совершил 100% предоплату получения Информационной услуги, но Исполнитель отказался от оказания информационной услуги Заказчику по любой из причин. Возврат денежных средств не осуществляется в случае, если Заказчик не применяет полученные теоретические знания на практике. Также возврат денежных средств не осуществляется после получения Заказчиком доступа к закрытому обучающему сайту (то есть получения паролей доступа к закрытой зоне сайта, где находятся записи тренинга), и расположенной на нем информации.</p>
<p>Таким образом, можно воспроизвести близко к рынку средневзвешенный курс и минимизировать возможное влияние крупных объемов на ценообразование. Встроенные инструменты защиты будут сообщать, что приложение небезопасно. Такие защитники обычно предлагают выбрать «Установить в любом случае» или «Всё равно продолжить», чтобы приложение установилось. Altrady также предлагает встроенный сервис для ведения торговой статистики и сигналы криптовалют. Пользователи могут использовать десктопную версию для Windows и macOS, а также мобильное приложение Altrady на iOS и Android.</p>
<h2>Особенности терминала</h2>
<p>Выставление рыночных и лимитированных заявок на покупку/продажу активов, в т. Финансовые инструменты, продукты и услуги, описанные в данном Разделе, могут не соответствовать Вашему инвестиционному профилю и Вашим инвестиционным целям, и ожиданиям. Вы должны самостоятельно определить соответствует ли финансовый инструмент, продукт или услуга Вашим инвестиционным целям, инвестиционному горизонту и уровню допустимого риска. Брокерские услуги оказывает АО «Россельхозбанк» (далее – Банк). Стандартный функционал Рабочего места QUIK позволяет настроить так называемый «скальперский стакан» (вид окна котировок), позволяющий при помощи кнопок на панели осуществлять быстрый ввод заявок, в том числе с помощью технологий drag-and-drop. Далее нам необходимо более подробно обсудить, какие именно новости и корпоративные события оказывают наибольшее влияние на динамику котировок различных инструментов с точки зрения новостного анализа.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px" alt="что такое биржевой терминал"/></p>
<p>С другой стороны, если инвестор выставит лимитную заявку на покупку по 60 ₽, то сделка будет совершена сразу же, так как на бирже есть встречные заявки на продажу по цене ниже 60 ₽. Если инвестор выставит лимитную заявку на покупку по 40 ₽, то сделка будет совершена, только когда цена акции опустится до 40 ₽ или ниже. Вы можете настроить значения для быстрых лотов, если стандартные вам не подходят, а также выбрать валюту, в которой хотите совершить сделку, — например, в рублях, долларах США, гонконгских долларах, юанях или тенге. Щелкните правой кнопкой мыши на рабочей области терминала и выберите виджет «Заявка». После этого нажмите на лупу в левом верхнем углу и выберите нужный актив.</p>
<h2>Что такое биржевой стакан?</h2>
<p>В конце торгового дня все неисполнившиеся заявки автоматически отменяются. В этот момент может сложиться ситуация, при которой ваш стоп‑приказ сработал, но бумаги так и не были куплены или проданы. — брокер сразу же отправляет их на биржу, поэтому они исполняются, как только цена на бирже достигнет установленного вами уровня. Но если этого не произошло <a href="http://chepetsk-news.ru/archives/89842">http://chepetsk-news.ru/archives/89842</a> в течение текущего торгового дня, несработавшие заявки автоматически отменяются в момент закрытия торгов — и на следующий день их придется выставлять заново. Если отложенные заявки выставлены не на весь размер позиции, то после срабатывания одной из заявок вторая останется активной — потому что в портфеле еще есть часть позиции по этому активу.</p>
<ul>
<li>Посредством выявления сигналов роботы выявляют оптимальное время для старта торгов.</li>
<li>При желании вы сможете выставить только одну дополнительную заявку — например, только Take Profit или только Stop Loss.</li>
<li>Соединение устанавливается с сервером, выбранном при запуске и переподключается в случае разрыва соединения.</li>
<li>Особенно, когда у инвесторов открыты сложные позиции с использованием заемных средств, фьючерсов и опционов.</li>
<li>Функционал терминала предусматривает быстрое выставление заявок, инструменты для анализа рынка и возможность настроить рабочее пространство &#8220;под себя&#8221;.</li>
</ul>
<p>Помимо собственно софта для торговли, трейдеры могут использовать и специализированное железо – самым известным таким элементом стала клавиатура (на хабре есть хороший материал о том, как она менялась с течением времени). Сегодня я подготовил обзор пяти интересных торговых терминалов – от инструментов профессиональных инвесторов до тех, которыми можно пользоваться для торговли на российских биржах. Торговый терминал — это программное обеспечение, которое используется для совершения сделок на бирже. Через терминал происходит взаимодействие трейдера и брокера при проведении торговых и неторговых операций. Собрав опыт нашей команды, в 2014 году мы решили создать свой собственный терминал для вдумчивой торговли.</p>
]]></content:encoded>
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		<title>Курс криптовалюты Axie Infinity AXS сегодня Investing com</title>
		<link>http://catalys-interfaceculturelle.com/kurs-kriptovaljuty-axie-infinity-axs-segodnja/</link>
		<comments>http://catalys-interfaceculturelle.com/kurs-kriptovaljuty-axie-infinity-axs-segodnja/#comments</comments>
		<pubDate>Thu, 13 Apr 2023 22:48:08 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

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		<description><![CDATA[Управление капиталом Forex — это профессиональный подход и минимум усилий в вопросах получения прибыли. Мы обеспечиваем трейдерам максимально выгодные условия торговли на Форекс рынке. Существует мнение, что торговля на рынке Forex – это игра. Инвестиции в валютный рынок не требуют глубоких математических знаний, но в аналитике трейдер должен разбираться. Условия использования содержатся в Политике конфиденциальностииПравилах [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Управление капиталом Forex — это профессиональный подход и минимум усилий в вопросах получения прибыли. Мы обеспечиваем трейдерам максимально выгодные условия торговли на Форекс рынке. Существует мнение, что торговля на рынке Forex – это игра. Инвестиции в валютный рынок не требуют глубоких математических знаний, но в аналитике трейдер должен разбираться.</p>
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" width="303px" alt="axie infinity криптовалюта"/></p>
<p>Условия использования содержатся в Политике конфиденциальностииПравилах сайта. Это общая рыночная стоимость всех монет в обращении. Ее можно сравнить со стоимостью акций на рынке, когда цена одной акции умножается на количество всех доступных на рынке (не во владении инсайдеров и правительств). Еще одним ударом по экономике игры стала крупная хакерская атака 23 марта 2022 года.</p>
<h2>Купить Axie Infinity (AXS): выгодные способы покупки в 2023 году</h2>
<p>На деле же это уникальная цифровая экосистема на собственной платформе и блокчейне Ethereum. В ней пользователям доступно создание контента, взаимодействие и торговля с другими игроками, а также участие в социальной жизни проекта. Норвежские правоохранительные органы стали вторыми, кто вернул украденную у Axie Infinity криптовалюту. Первым это сделало правительство США в сентябре с помощью блокчейн-аналитиков и агентов ФБР. Им удалось изъять у группировки Lazarus украденную криптовалюту на сумму $30 млн.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2022/08/platform.webp" width="306px" alt="axie infinity криптовалюта"/></p>
<p>Токены криптопроектов блокируются, чтобы помешать владельцам крупных объемов (чаще всего ранним инвесторам или членам команды проекта) продавать все монеты сразу после их получения, что могло бы вызывать падение стоимости актива. Разблокировки считаются триггером к медвежьим движениям на рынке, поскольку высвобождают дополнительную ликвидность и дают возможность ранним инвесторам продать монеты и зафиксировать прибыль. Майнинг — процесс обеспечения безопасности и подтверждения транзакций в сети блокчейн. Первым общепризнанным протоколом майнинга является Proof-of-Work , который требует от майнеров конкурировать между собой, решая сложные математические уравнения.</p>
<h2>Максимально возможный выпуск монет</h2>
<p>Консультант собирает и хранит только те персональные данные, которые необходимы для предоставления Сервисов и оказания услуг (исполнения соглашений и договоров с пользователем). Достоверную и достаточную персональную информацию по вопросам, предлагаемым в форме регистрации, и поддерживает эту информацию в актуальном состоянии. Количество активных пользователей растёт за счёт регулярных обновлений, которые приносят новые NFT-скины, внутриигровые предметы, правки баланса и новые режимы игры. Нажмите войти или зарегистрироваться, чтобы воспользоваться дополнительными возможностями сайта. В начале 2021 года Axie Infinity планирует перенести свои токены NFT, в том числе токены Axies, Land и другие внутриигровые токены из Loom Network , в настраиваемый сайдчейн Ethereum, известный, как Ronin.</p>
<p>По данным аналитической компании Elliptic, это была вторая по величине кража криптоактивов за всю 13-летнюю историю криптоиндустрии. Активы на момент кражи стоили около $540 млн, сейчас они оцениваются уже в сумму около $615 млн. По данным Sky Mavis, все средства пока находятся в кошельке предполагаемого хакера. Компания следит за украденными средствами вместе аналитической фирмой Chainalysis. На рынке блокчейн-проектов у Axie Infinity хватает достойных соперников.</p>
<h2>Стоимость токена Axie Infinity выросла за сутки на 40%</h2>
<p>Пользователю нужно купить 3 существа, общая цена которых (если брать самые дешёвые) разнится от 40$ до 400$, в зависимости от курса криптовалюты. Приобрести токен можно на популярных криптобиржах и в обменниках. Майнить токен нельзя, но их можно получить внутри игры, выполняя задания, сражаясь с соперниками и выращивая и продавая новых Axie. Количество токенов ограничено 270 миллионами монет. Концепция приложения, которое будет использовать блокчейн-технологии в игровом процессе, была сформирована компанией Sky Mavis в 2017 году. В 2018 году игровая студия начала формирование своей игровой вселенной, которая включала уникальные NFT-изображения существ и участки, где игрок мог бы выращивать и развивать существ.</p>
<ul>
<li>Аналитические и статистические данные на данной странице сайта имеют информационный характер и не должны рассматриваться как рекомендации по инвестициям.</li>
<li>Все права на интеллектуальную собственность сохраняются за поставщиками и (или) биржей, которые предоставили указанные данные.</li>
<li>При обработке персональных данных пользователей Консультант руководствуется Федеральным законом РФ «О персональных данных».</li>
<li>Первым общепризнанным протоколом майнинга является Proof-of-Work , который требует от майнеров конкурировать между собой, решая сложные математические уравнения.</li>
<li>В регистрационной форме необходимо указывать подлинные имя, отчество, фамилию, адрес электронной почты и доступный телефон.</li>
<li>Axie Infinity стабильно развивается, имеет дорожную карту, в которой подробно расписаны грядущие обновления.</li>
</ul>
<p>Это рыночная капитализация при условии, что в обращение выпущено максимальное количество монет. Показатель FDV достигается за 3, 5, 10 или более лет, в зависимости от графика выпуска. Такая опция помогала зайти в игру тем, кто не мог позволить себе купить акси.</p>
<h2>Создатели проекта</h2>
<p>Технология NFT – Non Fungible Token – была  представлена миру в 2017 году и строится на фундаменте смарт-контрактов Ethereum. Она представляет собой блокчейн из уникальных невзаимозаменяемых записей. Их невозможно подделать, разделить или каким-то образом трансформировать. И это отличный способ монетизировать виртуальные активы, предметы искусства и другие ценности. Земли в игре продаются, покупаются и передаются, как и другие ценности. В феврале анонимной организацией Flying Falcon была осуществлена покупка девяти участков на общую сумму 888 ETH, что на тот момент составляло приблизительно полтора миллиона долларов.</p>
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" width="300px" alt="axie infinity криптовалюта"/></p>
<p>Консультант хранит персональную информацию пользователей в соответствии с внутренними регламентами конкретных сервисов. Не несет ответственность за ущерб, причиненный вашему компьютеру, программному обеспечению, модему, телефону и другой собственности, который стал результатом использования информации, программного обеспечения или услуг. Информация о торгах на рынке группы «московская биржа» предоставлена ПАО Московская биржа. Источником и владельцем биржевой  информации является московская биржа. Axie Infinity &#8211; это Game-Fi проект, игра и NFT-вселенная на основе технологии блокчейна Ethereum. AXS – нативный токен проекта, который используется как внутренняя валюта в игре.</p>
<h2>Чем обусловлена стоимость питомца?</h2>
<p>Здесь можно найти архивы котировок, обсуждения стратегий forex-торговли, полезных торговых советников, а также свежую аналитику рынков и ссылки на литературу. Это значит, что вы точно так же в любое удобное время можете зарабатывать деньги на разнице курса валют. Рынок Форекс работает с различными валютами, акциями, индексами и драгоценными металлами. Ежеминутно на сайте Форекс продают и покупают доллары, евро, рубли, франки, иены и другие валюты. Однако чтобы регулярно зарабатывать, недостаточно просто покупать и продавать денежные единицы.</p>
<h2>Преимущества и недостатки покупки AXS на бирже</h2>
<p>За нарушение настоящего правила наступает ответственность, предусмотренная законодательством и международными договорами РФ. Курс токена AXS вырос в преддверии разблокировки почти 4,9 млн токенов ($63 млн по курсу $12,86), назначенной на 23 января. Это 1,8% от общего предложения криптовалюты в 270 млн AXS. По данным портала TokenUnlocks, в настоящий момент 32% токенов Axie Infinity остаются заблокированными. Криптовалюты работают с помощью технологии блокчейн, майнеров, или валидаторов, и пользователей.</p>
<h2>Хакер атаковал блокчейн, используемый в основе NFT-игры Axie Infinity, и украл криптовалюту на 625 миллионов долларов</h2>
<p>Просматривая наш сайт, вы соглашаетесь с использованием нами куки-файлов. &#8221; приведет к полному удалению всех содержащихся в нем данных безвозвратно. Удаление отмеченных портфелей приведет к полному удалению всех содержащихся в них данных безвозвратно. &#8221; приведет к полному удалению <a href="https://xcritical.com/ru/blog/axs-kriptovalyuta-osobennosti-i-perspektivy/">https://xcritical.com/ru/blog/axs-kriptovalyuta-osobennosti-i-perspektivy/</a> всех связанных с ней данных в текущем портфеле безвозвратно. Это клуб инвесторов, где есть как начинающие, так и уже профессиональные участники, которые всегда готовы подсказать и поддержать своих коллег. В платном клубе Fin-plan состоит более 500 практикующих инвесторов.</p>
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