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	<title>Alina Schellig &#187; Финтех</title>
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		<title>Прямой доступ на рынок DMA: Определение, использование и преимущества Финансовая энциклопедия</title>
		<link>http://www.alinaschellig.de/blog/2024/05/prjamoj-dostup-na-rynok-dma-opredelenie/</link>
		<comments>http://www.alinaschellig.de/blog/2024/05/prjamoj-dostup-na-rynok-dma-opredelenie/#comments</comments>
		<pubDate>Wed, 08 May 2024 01:24:53 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

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		<description><![CDATA[Однако в последнее время все большую популярность набирают брокеры прямого доступа, обладающие рядом особенностей и превосходящие своих конкурентов по ряду параметров. Прямой доступ к рынку (DMA) позволяет инвесторам получать прямой доступ к биржевым ценам и мгновенно выполнять сделки на рынке. Однако, использование DMA может сопровождаться определенными рисками, с которыми необходимо быть ознакомленным. Прямой доступ https://www.xcritical.com/ [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Однако в последнее время все большую популярность набирают брокеры прямого доступа, обладающие рядом особенностей и превосходящие своих конкурентов по ряду параметров. Прямой доступ к рынку (DMA) позволяет инвесторам получать прямой доступ к биржевым ценам и мгновенно выполнять сделки на рынке. Однако, использование DMA может сопровождаться определенными рисками, с которыми необходимо быть ознакомленным. Прямой доступ <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> к рынку (DMA) — это торговля, при которой инвестор имеет прямой доступ к рынку, без участия посредников.</p>
<h2>Преимущества прямого доступа к рынку</h2>
<p>Регуляторы рынка, такие как Управление по <a href="https://www.xcritical.com/ru/blog/direct-market-access-dma-chto-takoe-pryamoy-dostup-na-birzhu/">dma карта</a> регулированию финансовой отрасли (FINRA),. Контролируют всю торговую деятельность на рынке и выразили некоторую озабоченность по поводу соглашений о совместном использовании или спонсируемом доступе, предлагаемых фирмами-продавцами. Если фирма-покупатель не имеет прямого доступа к рынку, то она должна сотрудничать с фирмой-продавцом, брокерской конторой или банком, имеющими прямой доступ к рынку, для определения торговой цены и выполнения окончательной сделки.</p>
<h2>Традиционная торговля через брокерские компании</h2>
<p>Но чем будут торговать эти самые брокеры на своих их внебиржевых площадках через полгода, если 90-95% инвесторов уйдет по прямому доступу на биржу? Только отдельными очень крупными лотами между институциональными инвесторами типа ПИФов и пенсионных фондов. Доходов от таких операций просто не хватит для пропитания всей прослойки посредников, и большинство брокеров просто обанкротится. ЦБ боится, что при наличии прямого доступа на биржу «в ответ на усиление рыночных позиций инфраструктурных организаций брокеры, скорее всего, будут создавать свои объединения и платформы для организации внебиржевой торговли», что приведет к уменьшению ликвидности само биржи. Прямой доступ к рынку (DMA) позволяет трейдеру получить доступ к реальному рынку и торговать непосредственно на бирже.</p>
<h2>Каковы особенности работы с брокером прямого доступа на фондовом рынке?</h2>
<p>Однако чтобы выбрать лучшего брокера прямого доступа, нужно знать, на какие критерии ориентироваться. Ведь все они отличаются друг от друга по набору услуг, уровню комиссий и другим важным параметрам. В данной статье мы рассмотрим основные критерии выбора брокера прямого доступа, а также дадим рекомендации, как не ошибиться в этом вопросе.</p>
<h2>Брокер с прямым доступом: Что это значит, как это работает и примеры</h2>
<p>На текущий момент на российском рынке отсутствует необходимая для этого технологическая база, при этом выгоды прямого доступа для клиентов и всего финансового рынка не очевидны. Кроме того, в международной практике прямой доступ граждан к биржевым торгам без участия брокера не встречается. Его ближайшие аналоги узкоспециализированы и нацелены на определенные категории инвесторов, а также требуют особого внимания с точки зрения рисков»,&nbsp;— констатирует ЦБ.</p>
<h2>фирмы с высокой частотой торговли (HFT)</h2>
<p>Благодаря прямому доступу на рынок, можно значительно сократить накладные расходы, улучшить качество торговли и повысить уровень контроля над инвестициями. Внебиржевую торговлю финансовыми инструментами в России сейчас организуют брокеры и внебиржевые платформы для своих клиентов. Ее масштаб несопоставим с организованными торгами&nbsp;— всего 6% от объема биржевых торгов в 2024 году, но «по отдельным бумагам он может достигать трети объема их торгов», указано в докладе. По данным регулятора, в 2023 году там работали 26 корпоративных участников торгов (крупные промышленные и нефтегазодобывающие компании), объем их операций составил 0,9% от общего оборота на валютной секции Мосбиржи. Однако 12 июня 2024 года биржевые торги основными валютными парами&nbsp;— с долларом и евро&nbsp;— были остановлены из-за санкций США против Мосбиржи и Национального клирингового центра. Следует внимательно изучить все факторы, прежде чем сделать окончательное решение.</p>
<h2>Какие риски возникают при использовании DMA?</h2>
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" width="305px" alt="Что такое прямой доступ на биржу"/></p>
<p>Затем брокеротправляет маркет-мейкеру запрос на получение котировок для вашего ордера. Маркет-мейкер– это компания, которая одновременно выставляет котировки на покупку (bid price)и продажу (offer price) того или иного актива (например, валют, акций, опционови др.). Таким образом, маркет-мейкер зарабатывает на разнице (спреде) междуценой ask и ценой bid.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="Что такое прямой доступ на биржу"/></p>
<p>Это лишает брокера возможности контролировать риски, связанные с ошибочными или неправомерными заявками, которые может разместить клиент. В связи с этим «спонсированный доступ» во многих странах жёстко регулируется или с недавнего времени вообще запрещен[1]. Брокеры прямого доступа предлагают преимущества и недостатки в спектре от полного обслуживания до недорогих вариантов. Сложные институциональные инвесторы с собственными исследовательскими командами могут предпочесть не платить за исполнение сделок с полным спектром услуг, включающим исследования и торговые идеи. Вместо этого они могут стремиться к быстрому исполнению сделок за отдельную плату.С другой стороны, долгосрочные инвесторы, покупающие и держащие акции, не нуждаются в немедленном исполнении сделок и могут не найти смысла в выплате премии.</p>
<h2>Как выбрать наилучшего брокера прямого доступа?</h2>
<ul>
<li>Регулирующие органы, такие как Управление по регулированию финансовой индустрии (FINRA) и Комиссия по ценным бумагам и биржам (SEC), осуществляют надзор за деятельностью по прямому доступу на рынок, чтобы обеспечить честную и упорядоченную торговлю.</li>
<li>Он ожидает, что если биржа сможет напрямую допускать инвесторов к торгам, то это приведет к падению уровня клиентского сервиса, оттоку инвесторов с рынка и снижению торговой активности.</li>
<li>Этот риск может возникнуть, когда потоковые данные отличаются от официальных источников, а также, когда не учитываются различия в торговых платформах.</li>
<li>Брокер прямого доступа предоставляет доступ к информации о котировках и статистике торгов, а также возможность проверки риска в сделках перед их совершением.</li>
<li>Появится проблема формирования «единой консолидированной ленты» цен» &#8211; считает ЦБ.</li>
<li>Прямой доступ к рынку требует сложной технологической инфраструктуры и часто принадлежит фирмам-продавцам.</li>
</ul>
<p>Прямой доступ к рынку (DMA) относится к доступу к электронным средствам и книгам заказов бирж финансового рынка, которые облегчают ежедневные операции с ценными бумагами. Прямой доступ к рынку требует сложной технологической инфраструктуры и часто принадлежит фирмам-продавцам. Вместо того, чтобы полагаться на фирмы по созданию рынка и брокеров-дилеров для совершения сделок, некоторые фирмы-покупатели используют прямой доступ к рынку для самостоятельного размещения сделок. Как правило, размещение заявок на бирже разрешено только брокерам-дилерам и маркет-мейкерам, которые являются членами данной биржи.</p>
<p>Технологии и инфраструктура, необходимые для разработки торговой платформы с прямым доступом к рынку, могут быть дорогими в создании и обслуживании. Компании, которые предлагают прямой доступ к рынку, иногда сочетают эту услугу с доступом к передовым торговым стратегиям, таким как алгоритмическая торговля. Таким образом, существуют соглашения между владельцами платформ прямого доступа к рынку и спонсируемыми фирмами, в которых излагаются предлагаемые услуги и условия соглашения.</p>
<p>В пресс-службе Московской биржи отказались отвечать на запрос Forbes о причинах возвращения к диалогу о прямом доступе к бирже для частных инвесторов. Как ни крути, но при прямом доступе расходы на торговлю у клиента уменьшатся как минимум вдвое. Есть довольно известные брокеры, которые всячески пытаются «засадить» клиентов, пользуясь их необразованностью, на тарифы с комиссией 0,1, а то и 0,5% от сделки. Если на различных площадках будет наблюдаться сколь-нибудь серьезное расхождение цены одного и того же актива, его в течение пары минут схлопнут арбитражеры.</p>
<p>Многие брокеры до сих пор не предлагают своим клиентамуслуги прямого доступа к международным финансовым рынкам. Беспокойство FINRA связано с потенциальным нарушением работы рынка, которое может произойти, если плохо регулируемый прямой доступ к рынку приведет к торговым ошибкам, вызванным компьютерами или людьми. Ущерб от этих торговых ошибок может быть усугублен за счет автоматизации высокоскоростной торговли и торговли большими объемами. Чтобы устранить эти торговые риски, Комиссия по ценным бумагам и биржам (SEC) требует от фирм, которые предоставляют прямой доступ к рынку, поддерживать систему контроля управления рисками в отношении торговых действий, разрешенных через спонсируемый доступ. На финансовых рынках фирмы-продавцы предлагают свои торговые платформы и технологии с прямым доступом к рынку фирмам-покупателям, которые хотят контролировать торговую деятельность с прямым доступом к рынку для своих инвестиционных портфелей. Пенсионные фонды, взаимные фонды, компании по страхованию жизни и фонды прямых инвестиций.</p>
<p>К слову, на современном этапе среди частных лиц все более востребованным становится форекс с Нефтепромбанком. В частности, Нефтепромбанк обеспечивает для своих клиентов прямой доступ к международным финансовым рынкам (включая рынок FOREX) в таких странах, как Россия, Беларусь, Украина, Казахстан, Молдова, Великобритания, Германия, Япония, Индия, Китай, Гонконг, Макао, Венгрия,Тайвань, США, Швейцария, Катар, Оман и др. С DMA трейдеры могут получить доступ к нескольким рынкам по всему миру, но это может привести к фрагментации рынка.Фрагментированные рынки могут сделать сложным эффективным выполнением крупных заказов, так как трейдерам может потребоваться навигация на различные рыночные структуры и условия ликвидности.</p>
<p>Прямой доступ к рынку (англ.&nbsp;Direct market access [DMA])&nbsp;— термин, используемый на финансовых рынках для обозначения инфраструктуры электронной торговли, которая позволяет инвесторам напрямую работать с таблицей заявок биржи. Брокер прямого доступа — это тип биржевого брокера, который фокусируется на быстром исполнении ордеров, а не на предоставлении инвестиционных исследований и консультаций. Они позволяют клиентам торговать напрямую с биржами или другими лицами через электронные коммуникационные сети (ECN). Финансовые посредники (брокеры, инвестбанки, управляющие компании) привлекают клиентов, предоставляют им информационно-аналитические услуги, занимаются маржинальным кредитованием, организуют выпуски ценных бумаг. Ряд посредников также осуществляют торговлю активами внутри собственной инфраструктуры, зеркалируя операции на биржевом рынке, чтобы избежать размытия ликвидности, указано в докладе ЦБ. По оценкам регулятора, в 2024 году среднемесячный объем сделок внутри систем финансовых посредников составил 253,3 млрд руб.</p>
<p>Обучение и подготовка трейдера для использования DMA &#8211; это процесс, который требует времени и усилий, но может принести значительные результаты в виде более высокой прибыльности и успешности в торговле на финансовых рынках. Прямой доступ к рынку (DMA) предоставляет трейдерам широкие возможности для торговли, однако требует достаточного уровня обучения и подготовки. Технология DMA предоставляет трейдерам и инвесторам уникальные возможности для эффективного управления своими финансовыми активами.</p>
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		<title>Как Пройти Комплаенс-контроль В Иностранном Банке В 2021</title>
		<link>http://www.alinaschellig.de/blog/2024/01/kak-projti-komplaens-kontrol%d1%8c-v-inostrannom-banke/</link>
		<comments>http://www.alinaschellig.de/blog/2024/01/kak-projti-komplaens-kontrol%d1%8c-v-inostrannom-banke/#comments</comments>
		<pubDate>Fri, 19 Jan 2024 20:50:53 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">http://www.alinaschellig.de/blog/?p=3700</guid>
		<description><![CDATA[Провести сомнительную схему в&#160;незаконных целях становится в&#160;разы сложнее и&#160;дороже. В случае возникновения проблем с комплаенс-контролем и KYC банк может инициировать дополнительную проверку компании или физического лица. Поэтому к этим процедурам стоит отнестись с максимальной ответственностью уже на начальном этапе и доверить ее опытным специалистам. Функции, предоставляемые внутренним аудитом — третья линия [10]. Процесс реализации комплаенс-системы [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Провести сомнительную схему в&nbsp;незаконных целях становится в&nbsp;разы сложнее и&nbsp;дороже. В случае возникновения проблем с комплаенс-контролем и KYC банк может инициировать дополнительную проверку компании или физического лица. Поэтому к этим процедурам стоит отнестись с максимальной ответственностью уже на начальном этапе и доверить ее опытным специалистам.</p>
<div style='text-align:center'><iframe width='567' height='313' src='https://www.youtube.com/embed/dX_UCerQSyc' frameborder='0' alt='Как пройти комплаенс-контроль' allowfullscreen></iframe></div>
<p>Функции, предоставляемые внутренним аудитом — третья линия [10]. Процесс реализации комплаенс-системы состоит из нескольких взаимосвязанных элементов (рис. 1). Предложить меры по совершенствованию комплаенс-функции <a href="https://www.xcritical.com/ru/blog/komplaens-dlya-brokerov-osobennosti-protsedury-compliance-dlya-forex/">комплаенс для брокеров</a> ГМК «Норникель» и проанализировать эффект от их внедрения. Провести анализ финансово-хозяйственной деятельности, отдельно комплаенс-функции ГМК «Норникель» и выявить её несовершенства.</p>
<h2>Как Пройти Комплаенс-контроль И Обеспечить Стабильную Работу Банковского Счета Компании?</h2>
<p>Корпоративный — это гарантия того, что компания действует законно в рамках внешних и внутренних правил, установленных ею самой. Основные средства, которые организация использует в своей деятельности, постепенно утрачивают первоначальные характеристики вследствие физического или морального износа. Если ОС продать невозможно, их можно демонтировать, а оставшиеся после демонтажа материалы снова принять на учет. Мобильных операторов и дилеров, которые продают сим-карты без идентификации абонентов, собираются судить по уголовной статье за неправомерный оборот средств платежей. «Клерк» решил узнать, сколько стоит размещение вакансии на популярных сайтах поиска работы.</p>
<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="301px" alt="Как пройти комплаенс-контроль"/></p>
<p>Прежде всего, чтобы стать партнёром подобной компании&nbsp;— необходимо сдать очень обширный тест ПОД/ФТ, который состоит из нескольких  сот (!) вопросов. Лишь когда этот тест пройден&nbsp;— финансовый советник получить право консультировать частных лиц. И подавать документы для выпуска инвестиционных контрактов для своих клиентов. В рамках комплаенс контроля деньги может задержать банк не только отправителя, но и получателя.</p>
<h2>Как Управлять Комплаенс-рисками</h2>
<p>Комплаенс-отдел проводит обучение всех сотрудников по актуальным тематикам регуляторной среды или этичного поведения. Также в его задачи входят инициация и участие в расследованиях (служебных, форензик), предотвращение ошибок и нарушений в бизнес-процессах, согласование безопасной структуры сделок. У сотрудника процесс прохождения инструктажа отображается в виде карточки. Например, при инструктаже во внешней организации карточка позволяет загрузить скан-копию, свидетельствующую о прохождении, после чего система направляет карточку на проверку ответственному лицу.</p>
<ul>
<li>Точно также понятие комплаенса затронет этих людей, когда они начнут планировать своё финансовое будущее.</li>
<li>Комплаенс-менеджер должен постоянно повышать свою квалификацию.</li>
<li>Годом ранее Deutsche Bank нанял дочь и сына двух заместителей министра финансов России в обмен на выгодные контракты.</li>
<li>Поэтому, если речь идет о крупных платежах, стоит предупредить, что у вас появился новый источник дохода или деловой партнер.</li>
</ul>
<p>Поэтому банк заранее должен знать подноготную клиента, чтобы незаконные, фиктивные и&nbsp;сомнительные действия оперативно пресекались, а&nbsp;средства реального бизнеса были в&nbsp;сохранности, и&nbsp;платежи проходили без промедлений. В&nbsp;России с&nbsp;2001 года действует закон №&nbsp;115-ФЗ «О&nbsp;противодействии легализации (отмыванию) доходов, полученных преступным путем, и&nbsp;финансированию терроризма». В&nbsp;законе идет речь об&nbsp;обязанности банков контролировать сделки клиентов и&nbsp;препятствовать незаконным и&nbsp;подозрительным операциям. У&nbsp;Модульбанка есть сервис «Белый бизнес», оценивающий риски, из-за которых может быть заблокирован счет.</p>
<h2>Что Такое Нормативные Стандарты Или Правила</h2>
<p>Это относится и к представителям государств под санкциями. В ЕС даже закреплен перечень высокорискованных государств. Годом ранее Deutsche Bank нанял дочь и сына двух заместителей министра финансов России в обмен на выгодные контракты.</p>
<p>Читайте полезную информацию, которую подготовили наши специалисты. Мы делимся актуальными новостями, как мировыми, как и про компанию, публикуем специальные предложения для наших клиентов. Letter of Introduction – это в некотором смысле биография, с помощью которой комплаенс-офицер имеет возможность составить профиль потенциального клиента, понять серьезность его планов на сотрудничество. Граждане стран с высоким уровнем коррупции и терроризма вызовут больший интерес.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/a268db5b-a65a-4941-92d2-34984c936768-768x405.webp" width="302px" alt="Как пройти комплаенс-контроль"/></p>
<p>Например, если речь идет о предоставлении финансовых услуг, в рамках этого контроля проверяется, не занимаются ли сотрудники мисселингом, т. Правда, такая политика характерна, в первую очередь, для западных корпораций. Комплаенс фокусируется на данных, которые обрабатываются и хранятся в компании. И на том, какие нормативные требования к ним применяются. Основная цель — управлять рисками, что выходит за рамки безопасности. При этом компании соблюдают политики, правила и законы и покрывают физические, финансовые, юридические и другие виды рисков.</p>
<p>После ознакомления с ними банк убедится в прозрачности и легальности проводимых операций и снимет вопрос касаемо движений денежных средств, вызвавших подозрения. Для успешного прохождения комплаенс-контроля нужно правильно и максимально быстро собрать документы, заполнить формы и предъявить их и ответы на вопросы комплаенс-офицера в финансовую организацию. Однако для людей, живущих в российских реалиях&nbsp;— так бывает не всегда. Многие состоятельные семьи в России хранят свою финансовую подушку безопасности в банковской ячейке. Так было и у моего клиента, когда он решил открыть счёт в зарубежном финансовом институте.</p>
<p>Ответив на все вопросы и согласившись на обработку персональных данных, декларацию можно отправить на проверку. Создание успешного комплаенс — это постоянное стремление соответствовать требованиям регулирующих органов и руководящим принципам компании. Законодательный орган  во многих юрисдикциях имеет право делегировать или подчинять законотворческие полномочия другим органам. Которые затем могут принимать свои подзаконные акты, часто называемые «вторичными» законами. Подзаконные акты обычно разрабатываются регулирующим органом, который уполномочен делать это в соответствии с основным законом.</p>
<p>И основное препятствие, с которым сталкиваются клиенты,&nbsp;— это прохождение процедуры комплаенс в банке (banking compliance). Точно также понятие комплаенса затронет этих людей, когда они начнут планировать своё финансовое будущее. Потому что для решения своих <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> личных финансовых задач с большой вероятностью они выберут зарубежные контракты. Поэтому в большинстве стран правительство считает легализацию незаконных доходов угрозой для репутации страны, экономического благосостояния и безопасности её граждан.</p>
<p>Как раз eight апреля того же года в результате внеплановой проверки в компании были обнаружены нарушения производственно-трудового характера. Контролирует своё «поведение», страхуя себя от противоправной деятельности, опираясь на соответствующие стандарты и нормы1. Продолжая использовать данный веб-сайт, вы соглашаетесь с Политикой использования файлов cookie и тем, что группа компаний Digital Design может использовать файлы cookie для оптимизации работы веб-сайта.</p>
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		<title>Как переводить крипту между биржами? Крипто на vc ru</title>
		<link>http://www.alinaschellig.de/blog/2023/10/kak-perevodit%d1%8c-kriptu-mezhdu-birzhami-kripto-na-vc/</link>
		<comments>http://www.alinaschellig.de/blog/2023/10/kak-perevodit%d1%8c-kriptu-mezhdu-birzhami-kripto-na-vc/#comments</comments>
		<pubDate>Tue, 17 Oct 2023 19:37:57 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">http://www.alinaschellig.de/blog/?p=2989</guid>
		<description><![CDATA[Все, что вам нужно сделать, это скопировать адрес вашего криптовалютного кошелька. Затем вставьте адрес кошелька в биржу, на которую вы хотите его отправить. Также существует способ перевода между биржами или обменниками с минимальными комиссиями. Например, многие криптовалютные кошельки позволяют переводить криптовалюты с минимальными комиссиями. Обратите внимание на размер комиссий каждой биржи и просчитайте, какой способ [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Все, что вам нужно сделать, это скопировать адрес вашего криптовалютного кошелька. Затем вставьте адрес кошелька в биржу, на которую вы хотите его отправить. Также существует способ перевода между биржами или обменниками с минимальными комиссиями. Например, многие криптовалютные кошельки позволяют переводить криптовалюты с минимальными комиссиями. Обратите внимание на размер комиссий каждой биржи и просчитайте, какой способ перевода будет наиболее выгодным для вас.</p>
<div style='text-align:center'><iframe width='569' height='312' src='https://www.youtube.com/embed/vehy5XzM4cs' frameborder='0' alt='перевод крипты между биржами' allowfullscreen></iframe></div>
<p>Кроме того, блокчейн-система может быть сама по себе сильно нагружена из-за того, что во время перепадов курсов люди активно торгуют. После выполнения указанных операций ваша транзакция будет отправлена на указанный вами адрес кошелька. Обычно такая транзакция происходит в считанные секунды или минуты, в зависимости от скорости обработки блокчейна выбранной криптовалюты. Другой вариант — использовать биржу Coinbase или Kraken, которые также пользуются большой популярностью. Таким образом, если вы хотите обменять или перевести Zilliqa между биржами, можно использовать разные способы и выбрать наиболее удобный и выгодный для себя. В отличие от других биржевых платформ, где комиссии за обмен могут быть довольно высокими, на EOSIO комиссия составляет 0.</p>
<h2>Как легально перевести криптовалюту в рубли. Способы, законы и риски</h2>
<p>Однако, несмотря на плюсы этой процедуры, существуют и минусы, которые стоит учитывать. Кроме того, есть определенные криптовалюты, которые поддерживают перевод на другие блокчейны. Например, Stellar позволяет переводить свои токены на различные блокчейны, такие как Ethereum или Bitcoin.</p>
<p>После этого процесс конвертации и перевода XRP между биржами начинается. Обычно скорость проведения перевода XRP составляет всего несколько секунд. Однако, стоит учесть, что скорость перевода и комиссии могут отличаться в зависимости от биржи и текущей загруженности сети Ripple. Если вы ищете надежный и удобный путь для перевода между биржами криптовалют, то использование Solana может стать отличным решением.</p>
<p>Однако если таких данных нет, определение примерных не должно стать чем-то трудным. Это касается ситуаций, когда вы хотите обменять свои рубли, доллары или другую <a href="http://www.radiovos.ru/archiv.php?cid=1605544914527753">http://www.radiovos.ru/archiv.php?cid=1605544914527753</a> фиатную валюту на крипту или наоборот – вывести средства с биржи. На том же Бинансе комиссия за P2P отсутствует, что актуально и для многих других бирж.</p>
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" width="306px" alt="перевод крипты между биржами"/></p>
<p>При выборе комиссии важно найти баланс между скоростью подтверждения транзакции и ее стоимостью. Слишком низкая комиссия может привести к долгому времени ожидания подтверждения транзакции или даже к ее отклонению <a href="http://history-at-russia.ru/xx-vek/vtoraya-mirovaya-vojna/osvobozhdenie-bessarabii-i-prisoedinenie-severnoj-bukoviny-k-sssr.html">http://history-at-russia.ru/xx-vek/vtoraya-mirovaya-vojna/osvobozhdenie-bessarabii-i-prisoedinenie-severnoj-bukoviny-k-sssr.html</a> майнерами. Важно обратить внимание на комиссию при выводе криптовалюты на свой кошелек. На некоторых биржах комиссия может быть довольно высокой, поэтому необходимо учитывать этот вопрос при выборе биржи.</p>
<p>Но при переводе на Stellar с помощью платформы 0004, пользователи могут обменивать криптовалюту без верификации или депозита на свой кошелек. Фонды моментально переводятся со счёта отправителя на себя, а затем переводятся на счет получателя сразу по завершении транзакции. XRP является одной из самых удобных криптовалют для перевода между биржами благодаря своей низкой комиссии, высокой скорости и широкому спросу. Однако, помимо XRP, существуют и другие криптовалюты, такие как Bitcoin, Stellar, Digibyte и многие другие, которые также имеют низкие комиссии и быстрые транзакционные сети.</p>
<h2>Как переводить криптовалюту между биржами и кошельками</h2>
<p>В дополнение к оплате за снятие средств существует также сетевая комиссия (комиссия майнерам), которую вы должны заплатить, чтобы включить вашу транзакцию в блокчейн. Опять же, это зависит от монеты, причем биткоин имеет самую высокую оплату. «Исключения могут касаться только недобросовестных отправителей с p2p-площадок, которые переводили средства с украденных карт, или если они стали участниками уголовного расследования. К тому&nbsp;же это напрямую не связано именно с криптовалютой, это сопутствующие риски для одного из форматов конвертации»,&nbsp;— поясняет аналитик.</p>
<ul>
<li>Она работает на собственном блокчейне и поддерживает свою особенность – отсутствие комиссий за операции.</li>
<li>«Декларировать ли доходы от операций с криптоактивами, каждый решает для себя сам.</li>
<li>На самом деле, гораздо важнее не потерять при переводе значительную сумму, а то и все средства полностью.</li>
<li>Однако, не всегда самая быстрая и дешевая криптовалюта является лучшим выбором.</li>
<li>Другой вариант для получения криптовалюты с низкими транзакционными комиссиями — использовать кошелек Trustee.</li>
</ul>
<p>Ускорить транзакции можно через платные ресурсы, такие как ConfirmTX или viaBTC. Единственный недостаток таких переводов – необходимость иметь средства именно на бирже или заводить на нее с дальнейшим переводом на свои холодные или горячие кошельки. При следующих манипуляциях, выходящих за рамки P2P, комиссия сети уже будет присутствовать и ее придется определить, как это показано в предыдущих разделах <a href="http://www.100druzei.ru/?p=texts&amp;t=6">http://www.100druzei.ru/?p=texts&amp;t=6</a> статьи. Процесс вычисления комиссии при переводе криптовалюты на бирже или через горячий кошелек осуществляется автоматически встроенными алгоритмами. Однако, прежде чем осуществить операцию перевода, необходимо учесть, что биржи и обменники на рынке криптовалют по-прежнему подвержены риску взлома и кибератак. Поэтому важно выбирать надежные платформы для проведения операций с вашими криптовалютами.</p>
<h2>Что нужно знать при переводе других коинов?</h2>
<p>Однако такие запросы «постфактум» случаются реже, банки чаще проверяют операции именно на входе. Добровольное декларирование доходов от продажи криптовалюты&nbsp;— нечастое, хотя и встречающееся явление, делится Денис Поляков. Торговля peer-to-peer, или p2p,&nbsp;— это сделки, в которых трейдеры обменивают криптовалюту между собой, а платформа выступает гарантом их операций. Банк России называет p2p-операции основным каналом приобретения криптоактивов в стране. По данным регулятора, за первое полугодие 2023 года среднемесячный объем таких операций среди россиян вырос более чем на 50%.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="перевод крипты между биржами"/></p>
<p>Перед осуществлением перевода между биржами рекомендуется внимательно ознакомиться с условиями и сроками проекта. Не все биржи поддерживают одни и те же криптовалюты, поэтому может возникнуть необходимость выбрать другую площадку для конвертации криптовалюты. Существует множество бирж, на которых можно проводить операции по переводу токенов. Крупнейшие из них, такие как Binance, OKEx, Bitfinex, поддерживают перевод сотен различных монет.</p>
<h2>Проверка адреса</h2>
<p>Это связано с бОльшим количеством транзакций, которые биржи обрабатывают каждый день. При переводе валюты между биржами криптовалют можно столкнуться с различными проблемами. Одна из главных причин, по которой возникает необходимость в переводе, — различие в предложении и спросе на определенные криптовалюты на разных платформах.  В силу этого, стоимость токенов может отличаться и создавать потенциальные возможности для выгодной торговли.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="перевод крипты между биржами"/></p>
<p>Различные биржи и платформы имеют свои правила и структуру комиссий, которые участникам необходимо учитывать при выборе способа обмена криптовалюты. Биржи и сервисы, поддерживающие переводы между биржами, обычно предлагают установку комиссии по умолчанию. Важно учитывать, что некоторые биржи, например Bitfinex и Kucoin, могут взимать дополнительную комиссию за операции с фиатными средствами. Каждый владелец криптовалютных активов сталкивается с ситуацией, когда нужно осуществить операцию по переводу, выводу или зачислению. Более того, опыт торгов на бирже криптовалют формирует у трейдера полезные навыки, такие как предприимчивость, гибкость и оперативность принятия решений. Однако всему этому предшествует первый шаг － перевод средств между криптобиржами.</p>
<p>Это поможет не потерять средства, если окажется, что платформа принадлежит мошенникам или на ней не работает ваш кошелек. Также есть риск, что при выводе монет транзакция зависнет из-за перегрузки сети. Задержка может составлять несколько часов, в этом время средства будут заморожены. Соответственно, можно потерять на падении стоимости отправленного актива. Необходимость перевести криптовалюту рано или поздно возникает почти у каждого пользователя.</p>
<h2>Для чего делать перевод криптовалюты с одной биржи на другую?</h2>
<p>Ошибки в адресе получателя или неправильный выбор кошелька могут привести к потере средств. В последние годы рекорды скорости обмена и обналичивания криптовалют были сняты благодаря новому network Zilliqa. С его  помощью перевод между биржами занимает всего несколько секунд, что невероятно быстро по сравнению с другими криптовалютами. Для перевода токенов без комиссии следует определиться с выбором биржи и внимательно изучить условия и возможности перевода.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="перевод крипты между биржами"/></p>
<p>Пользователи пользуются всеми преимуществами маленьких комиссий, а также быстрым и безопасным обменом средств в сети Callisto Network. Важно отметить, что при обналичивании Dogecoin может возникнуть необходимость в уплате комиссии. Это невероятно низкая комиссия по сравнению с другими криптовалютами, и поэтому Dogecoin стал популярным среди пользователей. Одним из новых проектов в области перевода между биржами является электронный фонд Фонда развития лайткоина. Этот проект планирует создать удобную и быструю платформу для перевода лайткоинов между различными биржами.</p>
<p>Это отличает Nano от многих других криптовалют, которые имеют небольшие, но все же комиссии за переводы. Для использования Solana в процессе перевода между биржами нужно следовать нескольким простым шагам. Сначала пользователь должен зарегистрироваться на платёжной системе Solana и создать свой кошелек.</p>
<h2>Как перевести с биржи на биржу криптовалюту — пошаговая инструкция</h2>
<p>Перевод криптовалюты между биржами и кошельками — это простая процедура, которую можно выполнить самостоятельно. Однако важно соблюдать меры безопасности, чтобы защитить свои средства. Для этого необходимо знать адрес кошелька, на который вы хотите перевести криптовалюту.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.alinaschellig.de/blog/2023/10/kak-perevodit%d1%8c-kriptu-mezhdu-birzhami-kripto-na-vc/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>5 самых перспективных криптовалют в 2022 году Крипто на vc ru</title>
		<link>http://www.alinaschellig.de/blog/2023/09/5-samyh-perspektivnyh-kriptovaljut-v-2022-godu/</link>
		<comments>http://www.alinaschellig.de/blog/2023/09/5-samyh-perspektivnyh-kriptovaljut-v-2022-godu/#comments</comments>
		<pubDate>Wed, 20 Sep 2023 01:11:58 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

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		<description><![CDATA[Существует несколько вариантов использования токенов внутри метавселенных. Во-первых, чтобы стать участником проекта, необходимо приобрести актив — землю, персонажа игры, питомца или какой-нибудь атрибут (для этого понадобятся токены). Впоследствии пользователь имеет возможность преумножать свои цифровые финансы, получая награды за определенные действия. Это означает, что большинство метавселенных обладают собственными токенами, которые могут быть реализованы в&#160;виде криптовалют или [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Существует несколько вариантов использования токенов внутри метавселенных. Во-первых, чтобы стать участником проекта, необходимо приобрести актив — землю, персонажа игры, питомца или какой-нибудь атрибут (для этого понадобятся токены). Впоследствии пользователь имеет возможность преумножать свои цифровые финансы, получая награды за определенные действия. Это означает, что большинство метавселенных обладают собственными токенами, которые могут быть реализованы в&nbsp;виде криптовалют или NFT.<br />
Когда рынок растет, это обычно сопровождается увеличением объема торгов, и в последнее время объем торгов Stellar Lumens (XLM) увеличился. Следовательно, она достойна звания перспективной криптовалюты 2022. Solana — инфляционная <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> криптовалюта без жесткого ограничения общего количества токенов. Ее начальный годовой уровень инфляции составляет 8%, который будет снижаться на 15% каждый год, пока не достигнет 1,5% (станет фиксированной ставкой).</p>
<ul>
<li>При этом переводы между кошельками Omniwallet бесплатны.Также монета защищена от атак мошенников и хакеров.</li>
<li>Разработчики утверждают, что за монетой будущее e коммерции, разработана для построения идеальных рыночных отношений.</li>
<li>В январе 2022 года ЦБ предложил запретить выпуск и оборот криптовалют на территории страны.</li>
<li>Если вы хотите начать инвестировать в криптовалюты или уже являетесь их держателем, то самый популярный вопрос, какую криптовалюту купить и какая самая перспективная в 2022 году.</li>
<li>Dogecoin — была шуточной монетой, но при поддержке Илона Маска и Виталика Бутерина стал серьезным проектом.</li>
<li>Также на блокчейне Stellar можно выпускать новые токены для проведения первичного предложения монет.</li>
</ul>
<p>Неограниченную потерю средств, которая может возникнуть прямо или косвенно из-за использования данной информации. Редакция вебсайта не несет ответственность за содержание комментариев и отзывов пользователей. Вся ответственность за содержание возлагается на авторов.<br />
«Все регуляторы, кроме ЦБ, считают, что грамотное использование цифровых активов принесёт только пользу, а&nbsp;риски можно нивелировать. Это говорит о&nbsp;взвешенном подходе и&nbsp;внушает оптимизм»,&nbsp;— говорит операционный менеджер <a href="https://www.xcritical.com/ru/blog/kakaya-kriptovalyuta-samaya-perspektivnaya-v-2022-godu/">какая криптовалюта самая перспективная</a> компании EMCD Дмитрий Кудинов. Самым вероятным путем регулирования, скорее всего, станет приравнивание криптовалют к&nbsp;высокорискованным инвестиционным инструментам наравне с&nbsp;фьючерсами на&nbsp;фондовой бирже.<br />
Инвестировать деньги в цифровые активы можно без большого риска. Есть несколько монет, которые уже подтвердили свою состоятельность и устойчивость к колебаниям рынка. Прибыль от таких вложений будет меньше, но и риск потерять сбережения также минимален. Выбирать среди новых проектов — дело трудное, а результат часто зависит от удачи. И все-таки ниже приведены несколько довольно интересных молодых стартапов, вышедших в 2021 году. Преимущество таких активов в том, что некоторые из них обладают большим потенциалом роста и при определенных условиях могут принести инвестору прибыль, многократно превышающую вложения.<br />
Если говорить просто, то NFT являются уникальными неделимыми цифровыми активами, которые подтверждают право собственности на определенный объект реального или виртуального мира. Впервые такие монеты были созданы в 2017 году, когда Larva Labs выпустила серию коллекционных карточек CryptoPunks. Каждый токен соответствовал сертификату владения на одну картинку. 4 года спустя некоторые из них были проданы за десятки и сотни тысяч долларов. В этом проекте реализован новый консенсусный протокол, который предназначен для запуска DeFi-приложений.<br />
«Для торговли необходимо будет получать сертификат квалифицированного инвестора. У&nbsp;кого такого сертификата не&nbsp;будет&nbsp;— сможет купить только очень ограниченное количество»,&nbsp;— поясняет Никита Пономарёв. Одним из&nbsp;аргументов в&nbsp;споре о&nbsp;перспективах запрета криптовалют в&nbsp;России стало решение Binance ввести ограничения для российских пользователей, чьи активы превышают 10&nbsp;тысяч евро. Владельцы этих аккаунтов смогут только выводить средства, но&nbsp;функции пополнения счёта и&nbsp;ведения торговли будут заблокированы. Глава комитета Госдумы по&nbsp;финансовым рынкам Анатолий Аксаков заявил, что с&nbsp;такими новостями аргументов против легализации криптовалют становится больше. Разработчики будут двигаться именно в&nbsp;направлении, связанном с&nbsp;играми и&nbsp;мобильными приложениями, считает эксперт.</p>
<h2>Какие криптовалюты выгодно майнить в 2023 году</h2>
<p>Улучшение настроений в криптоотрасли и рост Bitcoin, как правило, являются предвестниками сезона альткоинов. В 2023 году Bitcoin вырос в 2,3 раза, чему способствовали разговоры о&#8230; Среди инвесторов есть крупные компании, также у Polygon хороший инвестпортфель – это доказательство того, что разработчики нацелены на долгосрочную работу. ● На графике видим тест зеркального уровня в районе 40 центов за монету. В теории возможен поход к поддержке на отметке 20 центов за ADA, но этот сценарий маловероятен.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/iphine-8-2968158_1920-768x576.webp" width="302px" alt="самая перспективная криптовалюта 2022"/><br />
Факторы, оказывающие влияние на курс цифровой валюты, у разных токенов могут отличаться. Хотя существует фундаментальные факторы, косвенно влияющие на весь рынок в целом. Централизованная экономика обладает четкими механизмами определения курса традиционных валют. А вот у децентрализованной кибер-экономики, базирующейся на криптовалютах, строгих алгоритмов установления стоимости цифровых монет пока еще не выработано.<br />
Этот показатель наиболее волатилен, поэтому может резко измениться на несколько сотен долларов, как это произошло в июле 2022 года с биткойном. Успех инвестиций в новые криптовалюты зависит от профессиональных навыков самого трейдера, а также от правильного формирования инвестиционного портфеля. Тематические ресурсы часто составляют топы перспективных криптовалют 2023 года, которые помогают новичкам на начальном этапе. Рейтинги составляются на основе анализа ситуации самим автором, поэтому не гарантируют положительный результат.</p>
<h2>Что такое токены метавселенных</h2>
<p>CAKE powers PancakeSwap &#8211; децентрализованная биржа, использующая AMM (automated market maker), которая позволяет пользователям торговать против пула ликвидности. Платформа также предлагает ставки, лотереи и многое другое. Проект PancakeSwap показывает большие перспективы и имеет шанс взлететь в 2022 году. Хотя CRV в последнее время находится на спаде, он хорошо реагировал на рыночные бумы в прошлом и может извлечь выгоду из любого будущего бычьего пробега. Преимущество платформы — быстрые транзакции с&nbsp;низкой комиссией. Пользовательский интерфейс Terra Station очень удобен и&nbsp;прост в&nbsp;использовании, также доступны мобильные приложения.<br />
И как подтверждает история с биткоином, в мире криптовалют авторитет посреди продвинутых с технологической точки зрения конкурентов играет немаловажное значение. Современный Ethereum — валюта с огромным числом разработчиков, изучающих апгрейд, у криптовалюты этого вида максимальная юзабилити. Обновление должно обеспечить не только более экономные, но и самые оперативные транзакции между владельцами этого вида валюты. По мнению экспертов, цифровой экономической системе Ethereum уготовано бурное развитие. Новый токен, который базируется на майнинге Биткоина и равен одному терахешу вычислительной мощности (на данный момент стоимость в районе $142). Главная особенность — инвестор вкладывается не в само оборудование для майнинга, а в уже готовую платформу.</p>
<p>Инвесторы добыли уже 65 миллионов по итогам ноября 2020 года. Лайткоинами удобно  пользоваться, все транзакции происходят быстрее. Если вы платите за услуги, то комиссия будет гораздо меньше, чем у банковских карт. Этот токен стоит на вершине популярности, у него большая капитализация. Его  доминирующие позиции не оставляют многих из нас равнодушными.</p>
<p>Ethereum &#8211; вторая по величине криптовалюта после Биткоина по рыночной капитализации. Эта криптовалюта и вся сеть Ethereum предлагают пользователям доступ к широкому спектру функций и приложений. Кроме того, платформа Ethereum имеет большую ценность, когда дело доходит до автоматизации обмена. Смарт-контракты Ethereum сводят к минимуму бюрократию и позволяют двум сторонам заключать сделки без посредников, но с низкой задержкой транзакций и безопасностью.</p>
<p>Децентрализованные финансы — понятие, которое объединяет блокчейн-проекты, выполняющие функции, схожие с банковскими услугами. Популярность данного направления криптоиндустрии растет лавинообразно. Верхние позиции списка надежных активов занимают биткоин и эфириум. Дальше мнения расходятся, но многие аналитики рекомендуют список монет, описанных дальше.<br />
Также было разработано много новых приложений и проектов для блокчейна. Инвесторы должны следить за котировками мастодонтов, но торговать лучше альткоинами, по мнению аналитиков, они покажут более существенный рост. Эксперты прогнозируют кратный рост криптовалютного рынка и появление новых крупных игроков. Стоит помнить, что инвестиции в криптовалюту — высоко рискованные и можно полностью потерять вложенные средства. Чтобы найти перспективные криптовалюты 2022, в которые действительно стоит инвестировать, следует ознакомиться с наиболее распространенными. Крипто-энтузиасты не всегда способны отделить зерна от плевел по различным причинам.<br />
Даже самый перспективный проект для инвестирования может не выстрелить. Идея может быть плохо реализована или угаснуть на фоне конкурентов. Проект может оказаться продуктом мошенников, на рынке криптовалют много скама. Каждому токену можно выделить несколько процентов депозита, собрав таким образом около самых перспективных криптовалют для инвестирования.<br />
Начинающие трейдеры часто совершают эту ошибку, поэтому после первой неудачной сделки теряют весь капитал. Следующее правило — не следует слепо верить чатам и форумам, которые функционируют на базе торговых бирж. Часто пользователи специально указывают недостоверные данные, чтобы обмануть новичков. В 2023 году Ethereum столкнулся с проблемами масштабируемости.<br />
С переходом на PoS новые ETH может получать только тот, у кого на счету уже есть определенная сумма в первом альткоине. Проверять транзакции могут те, кто контролирует так называемые узлы (или ноды). Для того, чтобы стать тем, кто управляет узлами, или валидатором, на вашем кошельке должно быть 32 эфира. Они будут заморожены в качестве гарантии того, что вы заинтересованы в работе блокчейна финансово. Те, у кого под контролем ноды, будут получать прибыль от комиссий за транзакции пользователей сети Ethereum. Предложение этой валюты ограничено и насчитывает около 84 миллионов.<br />
Это перспективная криптовалюта для вложений, потому ее нельзя недооценивать. По крайней мере, эксперты рекомендуют наблюдать за поведением лайткоина. Однако прежде чем начать инвестировать в&nbsp;монеты метавселенных, стоит помнить, что это очень волатильный рынок, где стоимость активов резко растет и&nbsp;падает. Например, все приведенные выше токены в&nbsp;настоящее время снизились в&nbsp;цене по сравнению с концом прошлого 2021 года. Так что экспериментировать лучше с осторожностью и&nbsp;осмотрительностью, не забывая про диверсификацию инвестиций.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/how-to-trade-forex-with-a-100-beginners-guide-768x512.webp" width="306px" alt="самая перспективная криптовалюта 2022"/><br />
Сейчас данное направление широко востребовано среди пользователей, что может принести вам большую прибыль. Вкладывая в Lucky Block, вы получаете отличную возможность для выигрыша. Наслаждаться игрой в свое удовольствие позволяют несколько автоматизированных функций. Благодаря ей боты неспособны оказывать какое-либо влияние на стоимость токенов. В свою очередь, опция Anti Dump позволяет сохранить их минимальную цену, что защищает пользователей от серьезных убытков. Получаемая с транзакций комиссия направляется в специальный фонд развития данной экосистемы.<br />
Влияние маркет мейкеров на долгосрочных инвесторов незначительно. На</p>
<div style='text-align:center'><iframe width='566' height='315' src='https://www.youtube.com/embed/gyK9kiXYFPA' frameborder='0' alt='самая перспективная криптовалюта 2022' allowfullscreen></iframe></div>
<p>поведении рынка всегда отображаются попытки сильных мира сего взять<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/6f522f6f-10d1-41dd-8444-dc556d13d6ab-768x550.webp" width="304px" alt="самая перспективная криптовалюта 2022"/><br />
блокчейн-индустрию под свой контроль или, вообще, запретить. Лидирует в этом плане<br />
правительство КНР, но, и руководители Западных стран стали уделять вопросам<br />
регулирования оборота цифровых активов большое значение.</p>
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		<title>Шифрование: Типы И Алгоритмы  Что Это И Какой Тип Лучше?</title>
		<link>http://www.alinaschellig.de/blog/2023/06/shifrovanie-tipy-i-algoritmy-chto-jeto-i-kakoj-tip/</link>
		<comments>http://www.alinaschellig.de/blog/2023/06/shifrovanie-tipy-i-algoritmy-chto-jeto-i-kakoj-tip/#comments</comments>
		<pubDate>Fri, 30 Jun 2023 00:52:15 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

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		<description><![CDATA[Мобильные операционные системы соревнуются между собой, чья криптозащита эффективнее обезопасит пользовательскую информацию. Криптографические алгоритмы лежат и в основе хайпового тренда последних лет – разнообразных криптовалют. И наоборот, Закон об ответственности и переносе данных о страховании здоровья граждан (HIPAA) обязывает шифровать защищенную медицинскую информацию (PHI) во время хранения. Чтобы лучше понять, как работают симметричные алгоритмы, давайте [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Мобильные операционные системы соревнуются между собой, чья криптозащита эффективнее обезопасит пользовательскую информацию. Криптографические алгоритмы лежат и в основе хайпового тренда последних лет – разнообразных криптовалют. И наоборот, Закон об ответственности и переносе данных о страховании здоровья граждан (HIPAA) обязывает шифровать защищенную медицинскую информацию (PHI) во время хранения. Чтобы лучше понять, как работают симметричные алгоритмы, давайте представим, что есть два пользователя, Алиса и Сергей Алексеевич, которые хотят обеспечить конфиденциальность сообщений, которыми они обмениваются. Оба пользователя знают о Pre-Shared Key (PSK) или секретном ключе до обмена сообщениями.</p>
<ul>
<li>Открытый ключ передаётся по открытому (то есть незащищённому, доступному для наблюдения) каналу и используется для шифрования сообщения и для проверки ЭЦП.</li>
<li>DES преобразует 64-битные блоки данных открытого текста в зашифрованный текст путем разделения на два отдельных 32-битных блока, применяя процесс шифрования к каждому отдельно.</li>
<li>Основное преимущество режима ECB – простота реализации и параллелизации операций шифрования и расшифрования.</li>
<li>Надежно зашифровать информацию люди пытались в древнейших цивилизациях Ближнего востока (Древнем Египте, Месопотамии, Персии), государствах античной эпохи, в Китае и т.д.</li>
</ul>
<p>Тем не менее некоторые ИТ-менеджеры все еще не решаются хранить конфиденциальные данные в облаке, предпочитая поддерживать собственный центр обработки данных, который они контролируют. Шифрование данных позволяет использовать модель Cloud and Infrastructure as a Service, сохраняя при этом конфиденциальность данных. В основе современной криптографии лежат те же принципы, что и раньше, но способы засекречивания информации стали более <a href="https://www.xcritical.com/ru/blog/kriptografiya-i-variatsii-shifrovaniya-dannykh/">криптография и шифрование</a> надежными и совершенными за счет широкого использования математических методов и компьютерных технологий. Шифрование изначально использовалось только для передачи конфиденциальной информации. Однако впоследствии шифровать информацию начали с целью её хранения в ненадёжных источниках. Шифрование информации с целью её хранения применяется и сейчас, это позволяет избежать необходимости в физически защищённом хранилище[10][11].</p>
<p>Интересно, что несмотря на пожизненное соперничество, оба гиганта IT-индустрии, корпорации Apple и Microsoft, пришли к одному решению – внедрить для пользователей своих операционных систем программное шифрование. Так, BitLocker прописан в MS Windows, уже начиная с 7 версии корпоративной ОС. Автоматическое шифрование с помощью BitLocker доступно также и для частных пользователей, начиная с Windows 10.</p>
<h2>Usb-накопитель: Может Ли Аппаратное Шифрование Предотвратить Риски?</h2>
<p>Конкретный выбор применяемого метода зависит от целей, с которыми информация подвергается шифрованию. Мы будем обрабатывать вашу информацию согласно нашей политике конфиденциальности. Рекламные файлы cookie используются для предоставления посетителям релевантной рекламы и маркетинговых кампаний.</p>
<div style='text-align:center'><iframe width='566' height='318' src='https://www.youtube.com/embed/9mubDcOB4Uo' frameborder='0' alt='типы шифрования данных' allowfullscreen></iframe></div>
<p>Говоря простыми словами, маскировка данных позволяет скрыть информацию, а шифрование данных служит для ее кодирования. Маскировка данных позволяет скрыть конфиденциальную информацию, например номера социального страхования, номера кредитных карт и другую информацию, позволяющую установить личность (PII), что делает информацию доступной организации, но не хакерам. Хотя эти два метода имеют некоторое сходство, шифрование данных сильно отличается от маскировки данных. При шифровании данных используется алгоритм шифрования для сокрытия данных, и для раскрытия информации требуется ключ расшифровки. Хотя алгоритмы симметричного шифрования обычно используются во многих системах, основным недостатком является то, что в случае потери или кражи секретного ключа зашифрованный текст может быть взломан. Если злоумышленник сможет получить ключ, он сможет расшифровать сообщение и просмотреть его содержимое.</p>
<h2>Метод Шифрования Данных 5: Twofish</h2>
<p>Когда речь заходит о том, какой тип шифрования лучше, однозначного ответа нет. Выбор зависит от конкретных требований и соображений в каждой конкретной ситуации. Давайте рассмотрим преимущества симметричного и асимметричного шифрования и представим их в сравнительной таблице. Безопасность данных становится очень важной по мере увеличения объема информации, передаваемой и хранимой в Интернете. Понимание шифрования и того, как оно может помочь защитить конфиденциальную информацию, может помочь вам защитить вашу информацию при цифровом общении. Если вы подумываете о карьере в области управления данными или кибербезопасности, знание различных методов шифрования может помочь вам подготовиться к эффективной работе.</p>
<p>Во многих статьях понятия шифрование и кодирование используются как синонимы, однако это не так. Кодирование — это преобразование информации с помощью какой-либо системы знаков из формы, удобной для непосредственного использования, в форму, приспособленную для передачи, обработки и хранения. В самом общем смысле кодированием является запись данных с помощью обычного алфавита или чисел.</p>
<p>Впрочем, решения по безопасности, где возможно частично прозрачное шифрование, за последние несколько лет уже появились на рынке. Правда, вопрос об уязвимости систем с такой схемой шифрования требует дополнительных исследований. VPN-соединение нужно прервать, данные – расшифровать и проверить, а затем – создать новый туннель, по которому уже проверенные данные будут переданы в точку назначения. По мнению некоторых обозревателей, такой вариант, особенно в масштабах корпорации, требует больших затрат и создает как минимум одну точку отказа сети.</p>
<p>Кроме того, существуют методы криптоатак, позволяющие так или иначе дешифровать информацию не имея ключа или же с помощью его перехвата на этапе согласования. В целом эти моменты являются проблемой криптостойкости конкретного алгоритма шифрования и являются аргументом при выборе конкретного алгоритма. Используя IV и ключ шифрования, генерируется ключевой поток, который XOR-ится с блоками шифротекста, чтобы получить блоки открытого текста.</p>
<h2>Метод Подбора</h2>
<p>Но он не обеспечивает проверку личности, что является необходимым, когда речь заходит о безопасности в Интернете. С другой стороны, асимметричное шифрование предоставляет доступ к данным предполагаемого получателя. К тому же,Он также медленнее, чем AES,Потому что метод шифрования данных Blowfish использует sixteen раундов преобразования данных.Даже самая мощная система шифрования AES с 256-битным <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> ключом может выполнить только 14 циклов преобразования данных. Асимметричное шифрование, в отличие от симметричного, включает в себя несколько ключей для шифрования и дешифрования данных, которые математически связаны друг с другом. Один из этих ключей известен как «открытый ключ», а другой — как «закрытый ключ». Асимметричный метод шифрования также известен как «криптография с открытым ключом».</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="типы шифрования данных"/></p>
<p>Задача состоит в том, чтобы определить исходные простые числа из умноженного гигантского. Оказывается, эта головоломка практически невозможна для современных суперкомпьютеров, не говоря уже о людях. Дешифрование — процесс, обратный шифрованию, то есть преобразование засекреченных данных в открытые для чтения (хранения, использования). Самым простым методом дешифровки зашифрованного сообщения является использование ключа.</p>
<h2>Понимание Проблем Безопасности, Связанных С Мобильной Рабочей Силой</h2>
<p>Некоторые режимы шифрования могут быть более подходящими для конкретных типов приложений. Например, режим CTR может быть полезен для потоковой передачи данных, в то время как режим ECB может быть прост в реализации и использовании. Важно учитывать особенности конкретного приложения при выборе режима шифрования. Основная идея режима GCM  заключается в использовании гаммы (случайной последовательности битов) для шифрования данных. Гамма генерируется с помощью шифра на блоках, такого как AES, и комбинируется с открытым текстом с использованием операции побитового исключающего ИЛИ (XOR). Основное преимущество режима CFB заключается в том, что он позволяет шифровать и расшифровывать данные по одному байту или биту, а не по целым блокам.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/bg-web2x-scaled-1-768x512.webp" width="304px" alt="типы шифрования данных"/></p>
<p>В более узком смысле — например, преобразование текстового сообщения в телеграфное с помощью азбуки Морзе или компьютерной программы в машинный код (набор нулей и единиц). Кроме того, система управления ключами при возникновении большого количества используемых ключей выступает в роли центрального сервера ключей, хранящего и распределяющего их. В некоторых системах в целях быстрой коммуникации могут использоваться сеансовые ключи. Сеансовый ключ&nbsp;— ключ шифрования, который используется только для одного сеанса связи.</p>
<p>При  анализе передаваемых сообщений криптоустойчивость шифра оценивается из возможности получения дополнительной информации об исходном сообщении из перехваченного. Возможность получения этой информации является крайне важной характеристикой шифра, ведь эта информация в конечном итоге может позволить злоумышленнику дешифровать сообщение. В соответствии с этим шифры делятся на абсолютно стойкие и достаточно стойкие[19][16].</p>
<h2>Шифрование Больших Данных</h2>
<p>Хотя шифрование обеспечивает высокий уровень безопасности, оно не является надежным. Для снижения потенциальных рисков необходимо использовать надежные алгоритмы шифрования и применять надлежащие методы управления ключами. Гибридное шифрование — это не отдельный метод, а скорее комбинация методов симметричного и асимметричного шифрования. Оно широко используется в сертификатах SSL/TLS во время процесса рукопожатия TLS, который устанавливает безопасное соединение между серверами и клиентами (веб-браузерами).</p>
<p>Некоторые режимы, такие как ECB, могут быть простыми в реализации, но менее безопасными. Другие режимы, такие как GCM, обеспечивают высокую степень безопасности, но могут быть более сложными в реализации и требовать больше вычислительных ресурсов. 在瀏覽 器Отображаемое имя, адрес электронной почты и URL-адрес личного веб-сайта хранятся в магазине для использования в следующем сообщении. Все, что хранится на винчестерах, в памяти приложений и браузеров, стало ахиллесовой пятой современной цивилизации.</p>
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		<title>Централизованная Криптовалюта  Определение Понятия, Псевдоцентрализованные Монеты</title>
		<link>http://www.alinaschellig.de/blog/2023/01/centralizovannaja-kriptovaljuta-opredelenie/</link>
		<comments>http://www.alinaschellig.de/blog/2023/01/centralizovannaja-kriptovaljuta-opredelenie/#comments</comments>
		<pubDate>Sat, 28 Jan 2023 01:14:20 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">http://www.alinaschellig.de/blog/?p=2890</guid>
		<description><![CDATA[Особенность технологии блокчейн и цифровых монет — отсутствие управляющего органа. Благодаря этому криптовалюты противопоставляются банкам, платежным сервисам и другим кастодиальным финансовым учреждениям. Но практика показала, что распределенный реестр может быть как публичным, так и частным. А централизованная криптовалюта, чьи выпуск, распределение и сожжение зависят от решений ограниченного числа лиц или даже одной компании, существует. Однако [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Особенность технологии блокчейн и цифровых монет — отсутствие управляющего органа. Благодаря этому криптовалюты противопоставляются банкам, платежным сервисам и другим кастодиальным финансовым учреждениям. Но практика показала, что распределенный реестр может быть как публичным, так и частным. А централизованная криптовалюта, чьи выпуск, распределение и сожжение зависят от решений ограниченного числа лиц или даже одной компании, существует. Однако четких официальных разграничений нет, поэтому попытки отнести монету к конкретному типу субъективны.</p>
<ul>
<li>Вряд ли россияне сейчас могут чувствовать себя спокойно на любой из централизованных криптобирж.</li>
<li>Криптовалюты в основном используются вне существующих банковских и государственных институтов.</li>
<li>Рынок цифровых активов сложно представить без экосистемы DeFi.</li>
<li>Торговые пары с активом есть на биржах, не говоря уже о DeFi протоколах на Ethereum.</li>
<li>Главное — не забыть надежно сохранить сид-фразу, по которой всегда можно восстановить доступ к криптовалюте, даже если приложение кошелька окажется заблокированным.</li>
</ul>
<p>Его эмитирует компания Paxos Trust, зарегистрированная в Сша. В нем мы восстановили кошелек, подключились к приложениям по Bluetooth, произвели транзакции и добавили токен USDT. Сейчас мы рассмотрим несколько популярных моделей, которые поддерживают стейблкоины. На сайте CoinDeck есть запись о заблокированных по требованию правоохранительных органов, ста шестидесяти миллионах UDST в сети Ethereum. На сайте TheBlock тоже можно отслеживать количество адресов, заблокированных компанией Tether.</p>
<h2>Какую Криптовалюту Можно Считать Централизованной</h2>
<p>Капитализация Apple и Microsoft (каждой из них, а не вместе) выше чем у всего крипторынка вместе взятого. Отдельный дисклеймер- существует древнейшая поговорка- &#8222;not your keys, not your crypto&#8220;, относящаяся в том числе и к биржам. Вся прелесть децентрализованности полностью теряется, когда сталкивается с централизованной торговлей и централизованной традиционной компанией как бизнесом. В прошлом цикле лазейка в механизме работы LUNA и UST стала одной из причин падения всего крипторынка, потянув за собой других игроков и запустив домино-эффект. Отсутствие требований KYC также позволяет им обслуживать небанковских пользователей, которые не могут получить доступ к традиционным банковским услугам, особенно тем, у кого нет надлежащей документации.</p>
<p>Платформы децентрализованных финансов (DeFi) , которые специально разработаны для предоставления финансовых услуг на основе блокчейна, позволяют пользователям давать и брать средства взаймы через одноранговую систему. Кредитные пулы, контролируемые смарт-контрактами, позволяют пользователям ссужать свои средства и получать проценты. Пользователи DeFi также могут получать пассивный доход за счет ставок DeFi. Еще одним важным плюсом является то, что огромное количество централизованных криптобирж принадлежат регулируемым организациям и, следовательно, подлежат строгому регулирующему надзору. Это жизненно важный элемент, который привлекает институциональных инвесторов, которым требуется определенная степень соответствия нормативным требованиям для работы с криптовалютами.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/a268db5b-a65a-4941-92d2-34984c936768-768x405.webp" width="305px" alt="централизованные криптовалюты"/></p>
<p>Подробнее о том, что такое сид-фраза мы рассказывали в видео. Возможна ситуация, что даже плохой токен, проведя удачную маркетинговую кампанию, начинает обсуждаться, и большинство начинает его использовать. Я написал много информации, много из нее не объяснил, и сделал это целенаправленно. Если вы не готовы к самостоятельному изучению темы, прочтению и перечитыванию нового для себя материала, быстрому гуглпоиску по незнакомым словам, вы не готовы к криптовалюте. Обе рассылки выше имеют и сайты, на которых выложены старые статьи, которые я все еще не прочел, но по пункту 2 стараюсь постепенно прочесть абсолютно все. У человека всего лишь 48 статей, и многие из  них не столько про &#8222;где заработать&#8220;, сколько про отношение ко всему этому и правильному подходу.</p>
<h2>В Чем Разница Между Токеном И Криптовалютой (монетой): Основные Различия</h2>
<p>Для этого вполне могут подойти популярные криптокошельки в&nbsp;виде приложения в&nbsp;телефоне (MetaMask, Trust Wallet и&nbsp;Exodus). Главное&nbsp;— не&nbsp;забыть надежно сохранить сид-фразу, по&nbsp;которой всегда можно восстановить доступ к&nbsp;криптовалюте, даже если приложение кошелька окажется заблокированным. Мгновенная блокировка всех остатков на&nbsp;счетах россиян в&nbsp;централизованных криптобиржах маловероятна. В связи с ростом популярности и спроса на криптовалюты с 2009&nbsp;года возникли опасения, что их нерегулируемое использование может стать угрозой для общества и мировой экономики. Опасения также связаны с тем, что альткоины могут стать инструментом для совершения анонимных интернет-преступлений. Операции с альткоинами не зависят от официальных банков и поэтому могут способствовать уклонению от уплаты налогов.</p>
<div style='text-align:center'><iframe width='569' height='311' src='https://www.youtube.com/embed/yEbJzRrJohM' frameborder='0' alt='централизованные криптовалюты' allowfullscreen></iframe></div>
<p>Попробовать это сделать может каждый – и Петя, и Коля, и бухгалтер Оля. Это специальные устройства, которые состоят из большого количества процессоров. Компания из Тайвани SecuX Technology выпускает холодные кошельки с 2018 года. В нашем магазине представлены три модели отличающиеся дизайном и характеристиками. В устройствах установлен чип EAL5+, обеспечивающий высокую безопасность, и яркий сенсорный экран.</p>
<h2>Кошельки Для Хранения Криптовалют: Usdt, Usdc, Busd</h2>
<p>У каждого блокчейна есть несколько приложений позволяющих с ними взаимодействовать. Одно из приложений — Metamask поддерживающий множество сетей. Кошельков для смартфонов также много, об одном из них вы можете почитать в статье «Обзор <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> Trust Wallet». USDT, USDC, BUSD — это стейблкоины, капитализация которых на рынке более ста миллионов долларов. Их эмитируют компании, хранящие в своих резервах базовые активы, подтверждающие подкрепленность выпускаемой криптовалюты.</p>
<p>Прежде чем добывать или покупать криптовалюту, важно понять, что это довольно рискованная инвестиция. Во-первых, курс биткоина, эфириума и других альтернативных монет (альткоинов) довольно волатилен – за день цена может меняться на 10-30% как в одну, так и в другую сторону. Во-вторых, криптовалюту признают далеко не все страны мира, что тоже создает определенные риски. Стоит знать, что количество некоторых криптовалют конечно. Первые 60% биткоинов были добыты за первые четыре года, т. Тогда задачи в дневнике были простыми – их мог решать обычный домашний компьютер, а награда была очень щедрой – за один день можно было добыть несколько биткоинов (сейчас цена одного биткоина ≈ $39 000).</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/604b10ef-dd9d-4ba8-891c-936804396071-768x526.webp" width="300px" alt="централизованные криптовалюты"/></p>
<p>Монеты используются в качестве валюты для транзакций и имеют свою собственную независимую сеть блокчейн. Например, Bitcoin, Ethereum и Litecoin&nbsp;— все это примеры монет, имеющих собственный блокчейн. Токены, с другой стороны, создаются на базе существующих блокчейнов, таких как Ethereum, и используются не только для платежей. Токены создаются поверх существующего блокчейна, как, например, Ethereum, и используются для различных целей, таких как сбор средств, доступ к платформам или представление определенного актива. Токенами можно торговать, их можно покупать и продавать, как и монеты.</p>
<p>Новые санкции запрещают не&nbsp;столько операции в&nbsp;блокчейне, сколько оказание криптоуслуг лицами, связанными с&nbsp;ЕС&nbsp;(неважно, в&nbsp;какой сети). А&nbsp;децентрализованные блокчейны не&nbsp;имеют какой-либо конкретной географической привязки, ведь их&nbsp;базы данных распределены между тысячами компьютеров по&nbsp;всему миру. Одним из основных отличий криптовалют от других способов оплаты является отсутствие необходимости привлечения к расчетам третьих лиц, то есть финансовых организаций. Это не означает, что транзакции невозможно отследить в случае расследования со стороны властей. При необходимости местонахождение транзакции можно отследить, обратившись к электронному публичному реестру, который является аналогом главной книги.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/what-is-crm-system-anodius-768x458.webp" width="302px" alt="централизованные криптовалюты"/></p>
<p>В этом разделе статьи мы поговорим о стратегии Farming и расскажем, как получать доход в DeFi. Используя для примера токены и протоколы блокчейна Tezos рассмотрим фарминг пулы и их риски. Практически в каждой блокчейн экосистеме есть протоколы, <a href="https://www.xcritical.com/ru/blog/tsentralizovannye-kriptobirzhi/">централизованные криптовалюты</a> разрабатывающие свои версии алгоритмических стейблкоинов. Получится ли у них создать устойчивый алгоритм, учитывая опыт других команд? Нам, как пользователям, важно не забывать о рисках и изучать каждый инструмент перед вложением средств.</p>
<h2>Централизованные Криптовалюты</h2>
<p>В отличии от обычных купюр, которые имеет право эмитировать (то есть, выпускать)  только Центральный банк, у криптовалют нет единого центра эмиссии. Решать задачи и разгадывать блоки может каждый человек, в какой бы точке земного шара он ни находился. Криптовалюту может добыть и Петя из Саратова, и Томас из Мюнхена, и Ньоман с индонезийского Бали.</p>
<p>При выборе проекта и смарт-контракта, в котором вы заблокируете свои средства, важно обращать внимание на наличие “подводных камней” у каждой программы. Кошелек подключается к мобильному приложению через Qr-код. Приложение русифицировано, и в нем представлен широкий функционал, например, вы можете легко обменять активы. Они отображаются на большом экране и сканируются смартфоном. Преимущество холодного способа в том, что резервная копия (приватный ключ) хранится на устройстве и не попадает на носитель, который подключается к интернету (ноутбук, ПК, смартфон).</p>
<p>В статье мы рассказали о популярных стейблкоинах, их рисках и вспомнили примеры банкротств больших проектов. Существует много протоколов, стабильных токенов и фарминг пулов. Главное помнить о рисках на рынке цифровых активов и в мире DeFi. Безопасно хранить криптовалюту позволяют аппаратные кошельки. Получить его можно на самой платформе Maker через кредитование. Например, при внесении одного Эфира, стоимость которого две тысячи долларов, пользователь получит полторы тысячи Dai.</p>
<p>Например, в биткойне децентрализованный контроль осуществляется с помощью блокчейна, то есть база данных транзакций ведется в виде распределенной электронной бухгалтерской книги[3]. «Криптовалюта является высокорискованной инвестицией, – предупреждает Петр Дворянкин. – Есть примеры, когда люди получали высокий доход от инвестирования в криптовалюту, однако по статистике гораздо большее число инвесторов потеряли деньги. Тем не менее, криптовалюта является потенциальным инструментом для инвестирования, к которому следует относиться с большой осторожностью и уж точно не вкладывать все собственные или заемные средства». Это первый цифровой актив, обеспеченный другими криптовалютами. Dai эмитирует протокол Maker, который является децентрализованной автономной организацией (Dao).</p>
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		<title>Практический Гайд: Как Сегодня Купить Криптовалюту Крипто На Vc Ru</title>
		<link>http://www.alinaschellig.de/blog/2023/01/prakticheskij-gajd-kak-segodnja-kupit%d1%8c/</link>
		<comments>http://www.alinaschellig.de/blog/2023/01/prakticheskij-gajd-kak-segodnja-kupit%d1%8c/#comments</comments>
		<pubDate>Tue, 17 Jan 2023 22:23:28 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">http://www.alinaschellig.de/blog/?p=2725</guid>
		<description><![CDATA[А в криптовалюте ваши сбережения будут в безопасности, государство и банки не смогут их забрать — и это куда надежнее, чем хранить наличные в чулке. Binance – это крупнейшая в мире биржа криптовалют, ежедневно обрабатывающая более $7 млрд. Из-за своего размера платформа пользуется огромным доверием в пространстве, что делает ее отличным вариантом для покупки токенов. [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>А в криптовалюте ваши сбережения будут в безопасности, государство и банки не смогут их забрать — и это куда надежнее, чем хранить наличные в чулке. Binance – это крупнейшая в мире биржа криптовалют, ежедневно обрабатывающая более $7 млрд. Из-за своего размера платформа пользуется огромным доверием в пространстве, что делает ее отличным вариантом для покупки токенов. Платформа eToro, запущенная в 2007 году, проста в использовании даже для тех, у кого нет опыта в торговли. Более того, новым клиентам необходимо внести всего $10, чтобы активировать учетную запись. Криптообменники в Телеграм появились лет 5 назад и успели завоевать популярность за счет своей скорости и удобного функционала операций, поэтому их появилось большое множество — легко найти подходящий в Интернете.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/Increase-customers-on-the-site-768x551.webp" width="304px" alt="купить криптовалюту в россии 2022 как"/></p>
<p>Далее следует перейти по ссылке выбранного обменника и совершить сделку по правилам сервиса. При наличии дебетовой или кредитной карты иностранного банка, ей можно пользоваться без каких-либо ограничений и приобрести криптовалюту как напрямую, так и через p2p сервис. Если обменник — это магазин, а p2p-площадка — доска объявлений, то биржа — это маркетплейс. На ней пользователи, трейдеры, обмениваются криптовалютой или меняют фиатные деньги на крипту. Такие площадки могут быть в виде чата в телеграме, приложения или отдельного раздела на криптовалютной бирже. Это доска объявлений людей, которые готовы обмениваться криптовалютой и обычными (фиатными) деньгами напрямую.</p>
<h2>Покупка Через Платежные Системы</h2>
<p>Например, в то время как Биткойн был создан как платежная сеть, Ripple предоставляет технологию для трансграничных банковских транзакций. При этом подавляющее большинство людей покупают криптовалюту в России по спекулятивным причинам. <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> Все является цифровым, а это означает, что криптовалюты не существуют в своей физической форме. Криптовалюты обладают рядом характеристик, которые отличают их от традиционных валют, таких как, например, британский фунт или евро.</p>
<p>Существует множество брокеров и бирж, которые теперь позволяют вам покупать криптовалюту с помощью дебетовой/кредитной карты, банковского перевода и даже электронного кошелька. К сожалению, если вы хотите купить другую криптовалюту в Binance, вам сначала нужно будет <a href="https://www.xcritical.com/ru/blog/kak-kupit-kriptovalyutu-v-2022/">купить криптовалюту 2022</a> купить биткоин. После этого вы можете вывести криптовалюту на свой личный кошелек – или сохранить ее в Binance. Однако такой третьей стороны на данный момент не существует, когда вы решаете хранить криптовалюты в частном кошельке, поэтому имейте это в виду.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/12/makerdao-chto-nuzhno-znat-o-sisteme-yeye-funktsionale-vozmozhnostyakh-768x479.webp" width="302px" alt="купить криптовалюту в россии 2022 как"/></p>
<p>Важно иметь базовые знания о том, что такое криптовалюта и крипторынок. В этой статье мы расскажем об этом, а также разберем, где выгоднее покупать криптовалюту. Интерес к криптовалюте является следствием паники со стороны владельцев фиатных денег.</p>
<h2>Как Пошагово Купить Криптовалюту Биткоин/эфир Через P2p Платформу Онлайн За Рубли, Гривны, Тенге?</h2>
<p>Из года в год термин криптовалюта набирает популярность, а после введения санкций стала наиболее актуальна для Россиян. В этой  статье мы рассмотрим способы покупки и продажи криптовалюты с российской банковской картой при этом с минимальными комиссиями и безопасно. Когда вы научитесь покупать криптовалюту за фиат(рубли, гривны, тенге) с помощью кредитных банковских карт на Бинанс, то приобретение цифровой валюты на остальных криптовалютных биржах не вызовет у вас затруднений. В данный момент законодательство России не запрещает гражданам покупать криптовалюту, утверждает преподаватель Moscow Digital School Дмитрий Кириллов. По его словам, единственное ограничение&nbsp;— это запрет на использование криптовалют в качестве платежного средства.</p>
<ul>
<li>При этом выплачивающих через подобную функцию зачисления сервисов – изобилие.</li>
<li>Владелец обменника покупает крипту в другом месте — чаще всего на бирже, — чтобы потом продать ее вам чуть подороже.</li>
<li>Хотя внутри системы есть возможность хранить, заводить и выводить Bitcoin, но способа внутренней покупки или продажи я не нашел.</li>
<li>Офисы для проведения транзакций находятся в столицах РФ, Беларуси, Украины и Казахстана, СПб, а также ряде других городов.</li>
<li>Однако если выбранный вами altcoin имеет действительно небольшую рыночную капитализацию, то вам, возможно, придется воспользоваться биржей, такой как Binance.</li>
</ul>
<p>Это позволяет сберечь капитал и хеджировать риски от падения курса рубля. Пополняем Escrow кошелек площадки токенами и ждем зачисления средств от второго участника сделки. Почти все криптобиржи и некоторые криптообменники предлагают мобильные версии своих веб-сайтов.С лидерами (Binance, Bybit, Exmo и т.д.) вы ознакомились выше в этой статье.</p>
<h2>Электронные Платежные Системы</h2>
<p>Таким образом,  криптовалюты также называют цифровыми валютами, поскольку они позволяют отправлять, получать и переводить средства. Это руководство поможет понять, как купить криптовалюту, покажет вам, что нужно сделать, чтобы совершить покупку уже сегодня. Покупатель из России видит сделку, его устраивает стоимость и способ оплаты, и он решает ответить на публикацию. Так российский инвестор пересылает деньги, например, с кошелька QiWi, испанскому трейдеру, а тот переводит 1 BTC на биткоин-кошелек покупателя.</p>
<p>Для верификации пользователю потребуется загрузить фото документа (водительское удостоверение, паспорт или ID-карту) и выполнить краткую процедуру, включая круговое вращение головой перед камерой. Также MATBEA предоставляет инновационный сервис MATBEA SWAP для мгновенного обмена криптовалют без регистрации. Вы можете самостоятельно найти в поиске рейтинг из десятка криптокошельков и ознакомиться с их функционалом и возможностями или использовать варианты из списка выше. Один из самых надежных и безопасных способов хранения.Существуют в виде программ установленных на ПК.Занимают место на жестком диске компьютера.</p>
<p>Для надежности рекомендуется хранить криптовалюту в аппаратных кошельках, но только в случае, если вы не планируете пользоваться деньгами. «Горячие» хранилища, требующие подключения к Интернету, рекомендуются к применению при частом проведении сделок. Старайтесь работать через VPN и не показывайте свой российский IP. При использовании CEX-биржи включите двойную аутентификацию или используйте специальное приложение Google Authenticator.</p>
<p>Для снижения таких рисков рекомендуется использовать проверенные платформы, к примеру, возможности биржи Бинанс. Украинская биржа(да, есть и такие <img src="http://s.w.org/images/core/emoji/72x72/1f642.png" alt="🙂" class="wp-smiley" style="height: 1em; max-height: 1em;" /> ) для продажи и покупки криптовалюты онлайн.В сети существует ошибочное мнение, что биржа неудобна для пользователей из России. Люди в России покупают криптовалюту для получения финансовой выгоды, поэтому существует огромный рынок, который может облегчить это. Это позволяет людям в России покупать, продавать и торговать своей предпочтительной криптовалютой. Прежде чем мы расскажем вам, как купить криптовалюту, вам нужно найти подходящего брокера или биржу.</p>
<div style='text-align:center'><iframe width='561' height='319' src='https://www.youtube.com/embed/AWIrQMmSEg4' frameborder='0' alt='купить криптовалюту в россии 2022 как' allowfullscreen></iframe></div>
<p>Платформа сотрудничает с надежными фиатными провайдерами, чтобы обеспечить пользователям максимально выгодный обменный курс. Покупка виртуальных валют возможна с помощью банковских карт (Visa, Mastercard), Apple Pay, SEPA и банковских платежей. У обменника есть удобное мобильное приложение для устройств на базе Android и iOS. При этом&nbsp; цифровые активы можно купить по-разному – за другие криптовалюты, с помощью платежных систем, банковских карт и наличных средств. Но есть возможность работы через их отдельный сервис (P2P-площадка этой ЭПС). На мой субъективный взгляд это самый простой и безопасный способ покупки и продажи криптовалюты, хоть и не самый выгодный.</p>
<h2>Топ-10 Способов Как И Где Купить Криптовалюту Новичку 2023</h2>
<p>Формально происходит обычное зачисление наличных на ваш личный счет, а не денежный перевод, поэтому вопросов к такой операции у контролирующих органов возникает на порядок меньше. В Advanced Cash больше не работает функция ввода для рублей, гривен и тенге с банковской карты, хотя функция вывода остается доступной. По личному опыту здесь обычно самые выгодные предложения, но и риски получить «грязные» или «серые» деньги при продаже криптовалюты здесь на порядок выше, чем у любого другого способа. Предоставлена возможность торговать на P2P Вебмани и на бирже indx.market. Поддерживает возможность торговли криптовалютой с прошлого года, но только для резидентов США.В ближайших планах сервиса расширить эту возможность для других регионов.</p>
<h2>Курсы Криптовалют Онлайн В Реальном Времени График И Цена На Сегодня</h2>
<p>Начнем с очевидного – роста цен на криптовалюты за последние несколько лет. Проще говоря, инвесторы увидели некоторые сверхъестественные финансовые выгоды от популярных монет, таких как Биткойн, Эфириум и Ripple. В конце концов, лучшие сайты по торговле криптовалютами в России позволяют вам вносить депозиты в британских фунтах с помощью дебетовой/кредитной карты, банковского счета или электронного кошелька. Затем брокер, о котором идет речь, просто выполнит конвертацию валюты в доллары США. Как вы можете видеть из приведенного выше примера, мы количественно оценили стоимость биткоина в долларах США. Это связано с тем, что доллар США является действительно фиатной валютой, используемой для оценки криптовалют на рынке.</p>
<p>Здесь в распоряжении пользователей два пути — применение работающего АТМ, поддерживающего сделки с виртуальными деньгами или использование банкоматов. Во втором случае наиболее популярные варианты — Альфа Банк и Тинькофф. Применение терминалов несет риски с позиции контроля со стороны финмониторинга, но зато риск получения «грязных денег» сведен к нулю. Если же Вам качестве нерезидента удалось заполучить карту банка другой страны, вы свободно можете пополнить счет или вывести с помощью встроенного платежного шлюза. Таких людей меньшинство, а процесс очень прост, поэтому не буду заострять на этом внимание. Здесь же я выборочно, но подробно опишу некоторые самые удобные или интересные, по моему мнению, способы покупки и продажи криптовалют из доступных на сегодняшний день.</p>
<p>Теперь важно отметить, что вы, скорее всего, слышали о биткойне (BTC). Это потому, что Биткойн был первым и до сих пор является криптовалютой, которую выбирают чаще всего. Независимо от того, инвестируете ли вы в акции, биржевые фонды, облигации или любой другой класс активов, важно понимать, какой финансовый инструмент вы хотите купить. Вы можете мгновенно пополнить свой счет с помощью дебетовой/кредитной карты или банковского перевода, но это может занять немного больше времени. Последний месяц власти России активно обсуждают варианты регулирования криптовалют. В конце января ЦБ предложил запретить выпуск, обращение и обмен криптовалют, а также организацию этих операций.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Что такое криптография и как она применяется в блокчейне</title>
		<link>http://www.alinaschellig.de/blog/2023/01/chto-takoe-kriptografija-i-kak-ona-primenjaetsja-v/</link>
		<comments>http://www.alinaschellig.de/blog/2023/01/chto-takoe-kriptografija-i-kak-ona-primenjaetsja-v/#comments</comments>
		<pubDate>Mon, 09 Jan 2023 18:05:34 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">http://www.alinaschellig.de/blog/?p=2987</guid>
		<description><![CDATA[В послевоенный период ученые начали проявлять интерес к потенциалу использования криптографии в гражданских сферах. Ведущие исследователи из Стэнфордского университета, Массачусетского технологического института и компаний в области телекоммуникаций стали пионерами в этой области. Несмотря на то, что криптография в первую очередь ассоциируется с достижениями современной науки, ее использование тянется через несколько тысячелетий истории. Достижения в области [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>В послевоенный период ученые начали проявлять интерес к потенциалу использования криптографии в гражданских сферах. Ведущие исследователи из Стэнфордского университета, Массачусетского технологического института и компаний в области телекоммуникаций стали пионерами в этой области. Несмотря на то, что криптография в первую очередь ассоциируется с достижениями современной науки, ее использование тянется через несколько тысячелетий истории.</p>
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" width="303px" alt="криптография что это"/></p>
<p>Достижения в области криптографических алгоритмов и протоколов будут продолжать повышать безопасность данных. Кроме того, в этой области будут решаться возникающие проблемы, такие как нормативные вопросы и сложность управления ключами, чтобы обеспечить постоянную безопасность цифровых систем и данных. Криптографический алгоритм &#8211; это математический процесс кодирования текста, делающий его нечитаемым. Криптографические алгоритмы используются для обеспечения конфиденциальности данных, целостности данных и их аутентификации, а также для цифровых подписей и других целей сферы обеспечения безопасности. Изначально криптография изучала методы шифрования информации&nbsp;— обратимого преобразования открытого (исходного) текста на основе секретного алгоритма или ключа в шифрованный текст (шифротекст).</p>
<h2>Разновидности методов криптографии</h2>
<p>Вы можете взять любой текст, скажем, повесть Пушкина «Капитанская дочка» и зашифровать её при помощи специального алгоритма. Почти все важные аспекты нашей жизни зависят от информационных технологий и гаджетов, поэтому криптография используется повсеместно. Наиболее распространенным способом обеспечения целостности данных с помощью криптографии является использование криптографических хешей, о которых говорилось выше. Например, использование криптографической системы для обеспечения целостности данных гарантирует, что конкурирующие компании не смогут подделать внутреннюю переписку и конфиденциальные данные конкурента. В своей книге «Конфиденциальность на линии» (1997) они обсудили важность криптографии для защиты конфиденциальности в эпоху цифровых технологий и выступили за строгие стандарты шифрования. Криптографические сервисы AWS используют множество технологий шифрования и хранения, которые гарантируют целостность ваших данных при хранении и передаче.</p>
<p>Второй период (хронологические рамки&nbsp;— с IX века на Ближнем Востоке (Ал-Кинди) и с XV века в Европе (Леон Баттиста Альберти)&nbsp;— до начала XX века) ознаменовался введением в обиход полиалфавитных шифров. Третий период (с начала и до середины XX века) характеризуется внедрением электромеханических устройств в работу шифровальщиков. В связи с увеличением вычислительной мощности компьютеров, криптография стала значительно более сложной. Теперь она способна намного надежнее гарантировать безопасность информации.</p>
<p>В прошлом данную технологию в основном применяли государственные деятели и спецслужбы, но сегодня она прочно вошла в жизнь каждого, кто имеет доступ к интернету. Они должны быть защищены от перехвата и в любом случае непригодными<br />
 <a href="https://farbenliebe.ru/bez-rubriki/populyarnye-programmy-dlya-majninga-kriptovalyut-obzor.html">https://farbenliebe.ru/bez-rubriki/populyarnye-programmy-dlya-majninga-kriptovalyut-obzor.html</a> для использования третьими лицами. Чем глубже цифровые технологии проникают в нашу жизнь, тем острее встает проблема кибербезопасности. Однако все эти меры безопасности не исключают возможность взлома криптовалют.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="криптография что это"/></p>
<p>В России государственным органом, ограничивающим такой вид деятельности, как криптографическое шифрование, является ФСБ (Федеральная служба безопасности). Она уполномочена контролировать всё, что связано с организацией криптографических операций. Имеется в виду разработка, производство, продажа, эксплуатация, ввоз и вывоз шифровальной техники. Блокчейн активно используется, например,  в операциях с криптовалютой, в частности – с BitCoin. Любому взломщику при попытке воровства нужно будет изменить блоки на всех компьютерах цепочки. Систему блокчейна применяют для хранения ставок, во время выборов (чтобы не допустить фальсификации), в процедурах заверения документации.</p>
<h2>Принцип работы асимметричных систем</h2>
<p>Квантовые компьютеры используют квантовую физику и способны решать математические задачи, такие как разложение на множители, что с точки зрения вычислений невозможно для классических компьютеров. Криптовалюта&nbsp;– это цифровая валюта, при использовании которой транзакции подтверждаются и записи ведутся децентрализованной системой, а не централизованным органом. Криптовалюта является примером практического применения криптографии. Ниже описаны два распространенных способа обмена симметричными ключами. По мере повышения безопасности отрасль криптографии стала охватывать более широкий круг целей относительно безопасности. Это аутентификация сообщений, целостность данных, безопасные вычисления и другие цели.</p>
<ul>
<li>Этот криптографический принцип имеет особую важность для разработчиков и пользователей финансовых приложений, а также сервисов электронной коммерции.</li>
<li>Процедура шифрования обычно включает в себя использование определенного алгоритма и ключа.</li>
<li>Пользователи попросту боялись бы предоставлять данные своей карты, не будучи уверенными в их сохранности.</li>
<li>Придя домой вечером, он смотрит фильм в онлайн-кинотеатре, где у него есть свой аккаунт.</li>
<li>Именно ее более поздние версии использовал Вермахт во время Второй мировой войны.</li>
<li>На основе этой технологии можно будет создавать квантовые повторители, пригодные для коммерческого использования.</li>
</ul>
<p>В перспективе криптовалюты могут использоваться в торговых сделках с акциями, облигациями и другими финансовыми активами. CoinSpot.io &#8211; крупнейший в рунете ресурс <a href="http://borifann.narod.ru/bi_2_o_chem.html">http://borifann.narod.ru/bi_2_o_chem.html</a> о цифровых валютах, финтех-трендах и финансовых инновациях. Мы рассказываем о технологиях, стартапах и предпринимателях, формирующих облик финансового мира.</p>
<p>При этом историки предполагают, что подмена символов использовалась не с целью шифрования, а скорее для привлечения внимания, предлагая желающим потренироваться в разгадывании закодированного текста. № 1299[6], а также рядом других подзаконных актов МВЭС и упразднённого Министерства торговли. Лицензия является официальным документом, разрешающим осуществление экспортных или импортных операций в течение установленного срока. Разовая лицензия выдается для осуществления экспортной или импортной операции по одному контракту (договору) сроком до 12 текущих месяцев, начиная с даты выдачи лицензии[источник не указан 884 дня].</p>
<p>Современный период развития криптографии (с конца 1970-х годов по настоящее время) отличается зарождением и развитием нового направления&nbsp;— криптография с открытым ключом. Правовое регулирование использования криптографии частными лицами в разных странах сильно различается&nbsp;— от разрешения до полного запрета. Четвёртый период&nbsp;— с середины до 70-х годов XX века&nbsp;— период перехода к математической криптографии.</p>
<h2>Энтропия на страже безопасности: эволюция генераторов случайных чисел</h2>
<p>Другим важным событием в развитии криптографии стало создание командой Netscape протокола SSL (Secure Sockets Layer) для обеспечения шифрованного соединения между веб-сервером и веб-браузером [10]. Разработанный в 1990-е годы SSL является предшественником шифрования TLS (Transport Layer Security), используемого сегодня. Веб-сайт, реализующий SSL/TLS, имеет в своем URL-адресе «HTTPS» вместо «HTTP». Юлий Цезарь для своих сообщений использовал очень простую форму криптографии, известную как «шифр сдвига».</p>
<p>Вы узнаете, что такое криптография, где она применяется и какие задачи решает. Появление квантовых вычислений в ближайшие годы обеспечит человечество вычислительными мощностями такого масштаба, с которыми традиционные компьютеры никогда не смогут сравниться. Хотя это открывает бесчисленные возможности для решения сложных проблем, но также несет в себе соответствующие угрозы безопасности. Именно эта мощь может подорвать большую часть сегодняшней кибербезопасности, включая устоявшиеся криптографические методы. КЭК &#8211; это техника асимметричных ключей, основанная на использовании эллиптических кривых, которая находит применение, например, в шифровании и цифровой подписи. Технология КЭК может быть использована для создания более быстрых, компактных и эффективных криптографических ключей.</p>
<p>Поскольку люди так или иначе достигают успехов в расшифровке различных кодов, криптография вынуждена адаптироваться. Современная криптография далеко ушла от обычного смещения букв в алфавите, предлагая сложнейшие головоломки, которые решать с каждым годом всё труднее. Вместо банального смещения буквы теперь могут заменяться на числа, другие буквы и различные символы, проходя через сотни и тысячи промежуточных шагов. Ключ — значение, описывающее, каким именно образом использовать набор правил шифрования.</p>
<h2>Криптографические протоколы[править править код]</h2>
<p>Эти три базовых преобразования, зачастую в сочетании друг с другом, используются в большинстве систем шифрования для создания очень сложных шифровальных алгоритмов, особенно когда шифрование производится компьютером. При этом каждой букве открытого текста сопоставляется более одного символа шифротекста, после чего символы перемешиваются (переставляются) в определенном порядке. Ниже приведена система, демонстрирующая процедуру дробления с использованием знаменитого шифра Bifid, авторство которого приписывается французскому криптографу Феликсу Мари Деластеллю. Две алфавитные последовательности, используемые в процессе шифрования, называются, соответственно, открытым и шифровальным компонентом системы. Чтобы получатель шифрограммы мог восстановить открытый текст и прочитать сообщение, ему необходимо иметь копию вышеприведенной таблицы.</p>
<div style='text-align:center'><iframe width='561' height='319' src='https://www.youtube.com/embed/f5slLeCz7p8' frameborder='0' alt='криптография что это' allowfullscreen></iframe></div>
<p>Ripple – это система с распределенным реестром, основанная в 2012 году. Ripple можно использовать для отслеживания различных видов транзакций, не только криптовалютных. Компания-разработчик платформы Ripple работала с различными банками и финансовыми учреждениями. Биткойн существует с 2009 года, однако в финансовом плане криптовалюты и применение технологии блокчейн все еще находятся на этапе становления; в будущем ожидается их бурное развитие.</p>
<p>Эти алгоритмы постоянно обновляются для устранения возникающих угроз и уязвимостей. Переход от классической к современной криптографии ознаменовал значительный сдвиг в этой области, вызванный достижениями в области технологий и необходимостью более строгих мер безопасности во <a href="http://samodelkami.ru/index.php?option=com_content&amp;view=category&amp;layout=blog&amp;id=18&amp;Itemid=28">http://samodelkami.ru/index.php?option=com_content&amp;view=category&amp;layout=blog&amp;id=18&amp;Itemid=28</a> все более цифровом мире. В отличие от схем шифрования, схем подписей и MAC, хэш-функции не имеют ключа. Кто угодно может вычислить хэш для данного входного значения, и  хэш-функция всегда будет генерировать одно и то же самое выходное значение для одного и того же входного.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="криптография что это"/></p>
<p>Кроме того, для совершения транзакций требуется двухфакторная аутентификация. Например, чтобы начать транзакцию, может потребоваться ввести имя пользователя и пароль. Затем, возможно, придется ввести код аутентификации, отправленный в виде текстового сообщения на мобильный телефон. Важно понимать взаимосвязь между криптографией и технологией блокчейн. Криптография позволяет создать систему, в которой сторонам не нужно доверять друг другу, так как они могут положиться на используемые криптографические методы. Мы знаем, что буква E используется гораздо чаще, чем другие буквы в латинском алфавите.</p>
<p>Постквантовая криптография&nbsp;(PQC) относится к криптографическим алгоритмам, выполняемым на компьютерах, которые мы используем сегодня, и не имеющим известных уязвимостей перед крупным квантовым компьютером. Выбор карьерного пути в IT — это как стоять перед огромной ветряной мельницей технологий и возможностей. С каждым годом в мире информационных технологий появляются новые специализации, и каждая из них обещает увлекательную работу, хороший заработок&#8230; Системный администратор — это важный специалист в любой организации, который следит за тем, чтобы компьютеры и сети работали без сбоев. В этой статье мы расскажем, кто такие системные администраторы, какие задачи они выполняют, какие навыки им нужны&#8230;</p>
]]></content:encoded>
			<wfw:commentRss>http://www.alinaschellig.de/blog/2023/01/chto-takoe-kriptografija-i-kak-ona-primenjaetsja-v/feed/</wfw:commentRss>
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		</item>
		<item>
		<title>Аналитические CRM-системы для бизнеса</title>
		<link>http://www.alinaschellig.de/blog/2022/12/analiticheskie-crm-sistemy-dlja-biznesa/</link>
		<comments>http://www.alinaschellig.de/blog/2022/12/analiticheskie-crm-sistemy-dlja-biznesa/#comments</comments>
		<pubDate>Thu, 29 Dec 2022 22:48:31 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">http://www.alinaschellig.de/blog/?p=5350</guid>
		<description><![CDATA[Потому что рост числа заказчиков и объема продаж — это во многом следствие квалификации менеджеров. Важно понимать, какое программное обеспечение доступно, насколько сильно различается по затратам и как повлияет внедрение на стандартные бизнес-процессы. SimpleOne B2B CRM предлагает инструменты для создания информативных дашбордов, объединяющих сразу несколько отчетов и индикаторов на одной странице. Дашборды поддерживают автоматическое обновление [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Потому что рост числа заказчиков и объема продаж — это во многом следствие квалификации менеджеров. Важно понимать, какое программное обеспечение доступно, насколько сильно различается по затратам и как повлияет внедрение на стандартные бизнес-процессы. SimpleOne B2B CRM предлагает инструменты для создания информативных дашбордов, объединяющих сразу несколько отчетов и индикаторов на одной странице. Дашборды поддерживают автоматическое обновление данных с заданной частотой. Отчеты в системе интерактивны и поддерживают drill-down анализ, что позволяет пользователям углубляться в данные, переходя <a href="https://www.xcritical.com/ru/blog/analiticheskiy-crm-rabotat-s-klientami-prosto/">аналитический crm</a> от общей картины к более детальной информации. Например, кликнув по сегменту круговой диаграммы, пользователь увидит список записей, формирующих этот сегмент.</p>
<ul>
<li>В будущем, при необходимости более глубокой аналитики, вы сможете дополнить ее профильным ПО.</li>
<li>Эта информация поможет вам лучше понять потребности клиентов и адаптировать вашу бизнес-стратегию соответственно.</li>
<li>Недостаток автоматизации также ограничивает количество и качество доступной информации, так как не все данные могут быть эффективно обработаны вручную.</li>
<li>Отделы могут хранить данные в разных системах или форматах, что затрудняет доступ к полной и точной информации.</li>
<li>Попробуйте сначала воспользоваться возможностями CRM-аналитики, скорее всего, их будет вполне достаточно.</li>
</ul>
<h2>Какие возможности есть для аналитики в CRM-системе</h2>
<p>Одной из основных функций аналитических CRM-систем является сбор и анализ данных о клиентах. Они позволяют собирать информацию <a href="https://www.google.com/search?q=%D0%BE%D0%B1%D0%BC%D0%B5%D0%BD%D0%BD%D0%B8%D0%BA+%D0%BA%D1%80%D0%B8%D0%BF%D1%82%D0%BE%D0%B2%D0%B0%D0%BB%D1%8E%D1%82&amp;num=10&amp;sca_esv=4a9e581ba0958f54&amp;ei=vLVNZ9r_PMO_wPAP75WDmAc&amp;ved=0ahUKEwjazeySmImKAxXDHxAIHe_KAHMQ4dUDCA8&amp;uact=5&amp;oq=%D0%BE%D0%B1%D0%BC%D0%B5%D0%BD%D0%BD%D0%B8%D0%BA+%D0%BA%D1%80%D0%B8%D0%BF%D1%82%D0%BE%D0%B2%D0%B0%D0%BB%D1%8E%D1%82&amp;gs_lp=Egxnd3Mtd2l6LXNlcnAiJ9C-0LHQvNC10L3QvdC40Log0LrRgNC40L_RgtC-0LLQsNC70Y7RgjIFEAAYgAQyBRAAGIAEMgYQABgWGB4yBhAAGBYYHjIGEAAYFhgeMgYQABgWGB4yBhAAGBYYHjIGEAAYFhgeMgYQABgWGB4yBhAAGBYYHki7AlAAWABwAHgBkAEAmAFnoAFnqgEDMC4xuAEDyAEA-AEC-AEBmAIBoAJwmAMAkgcDMC4xoAePCA&amp;sclient=gws-wiz-serpp">обменник криптовалют</a> о клиентах из различных источников, таких как социальные сети, веб-сайты, электронная почта. Можно отслеживать и анализировать поведение клиентов, их предпочтения, историю покупок и другие важные данные. Благодаря этим данным компании лучше понимают своих клиентов и принимают более обоснованные решения в отношении маркетинга, продаж и обслуживания клиентов. Современные компании используют множество различных программ и приложений для управления своим бизнесом, и важно, чтобы CRM-система была интегрирована с ними.</p>
<h2>Аналитика данных в CRM: основные применения</h2>
<p>Стоит учитывать сезонность, которая актуальна в отдельных сферах бизнеса, а также на число и компетентность менеджеров — особенно, если в компании высокий уровень текучки кадров. Важным инструментом для собственника бизнеса является наличие корректной оцифрованной аналитики. Предпринимателю важно иметь под рукой объективные показатели по своему делу, по состоянию продаж, по эффективности работы команды, чтобы выстраивать грамотную стратегию развития компании. Чтобы управлять бизнесом и принимать стратегические решения, необходимо погружаться в процессы и быть в курсе результатов.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="crm система аналитика"/></p>
<h2>Business-BI for CRM: Анализ данных из CRM</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="crm система аналитика"/></p>
<p>В современном бизнесе, где конкуренция становится все более жесткой, необходимо обладать полной и точной информацией о клиентах, их потребностях и предпочтениях. В этом помогают аналитические CRM-системы, которые позволяют бизнесу эффективно управлять отношениями с клиентами и принимать обоснованные решения на основе анализа данных. Аналитика данных является мощным инструментом для улучшения работы с клиентами и повышения эффективности CRM-системы. Она помогает сегментировать клиентов, прогнозировать продажи, оценивать маркетинговые кампании и улучшать обслуживание. Внедрение аналитики данных в вашу CRM-систему может стать ключом к успеху вашего бизнеса.</p>
<h2>Кто из сотрудников может получать доступ к данным о продажах?</h2>
<p>Интерес может проявляться в виде целевого действия – звонка, сообщения в мессенджер, письма на почту, заполнении заявки и пр. Зная количество лидов, вы можете сделать прогноз по продажам, отслеживать динамику спроса, а также планировать производство и закупки. Десятки вкладок, настроек и способов отобразить данные небольшому магазину с маленьким ассортиментом и двумя менеджерами не нужны. Обнаружить такие помогает тестовый период — во время его прохождения уделите особое внимание аналитическим инструментам.</p>
<p>– Это необходимо для выявления потребностей, изучения поведенческих факторов, финансового рейтинга покупателей и заказчиков. А, значит, вы можете делать эффективные рекламные кампании для стимулирования продаж. Узнайте, как графовые базы данных помогают анализировать сложные структуры данных, их применение в аналитике и инструменты для работы с ними. Для начала составьте отчет по источникам лидов и узнайте, какие рекламные каналы приносят максимальное количество заявок. Не фокусируйтесь только на экономических эффектах — польза от CRM многогранна.</p>
<p>CRM (Customer Relationship Management) – это стратегия управления взаимоотношениями с клиентами, направленная на повышение их удовлетворенности, лояльности и увеличение прибыли компании. А CRM-аналитика – это анализ данных о клиентах и их взаимодействии с компанией с целью оптимизации бизнес-процессов и принятия обоснованных решений. CRM система для аналитики помогает компаниям получать ценную информацию о своих клиентах, их предпочтениях, поведении и потребностях. Эта информация позволяет бизнесу более эффективно настраивать свои маркетинговые и продажные активности, улучшая качество обслуживания клиентов и увеличивая прибыльность. CRM система для аналитики помогает компаниям повысить эффективность своих маркетинговых и продажных кампаний.</p>
<p>Операционная CRM использует данные для оптимизации повседневных процессов, но не на том же уровне, что и аналитическая CRM. Помогает в детализации цикла продаж, улучшении воронки продаж и изменении планов. Это также помогает в прогнозировании прибыли и продаж путем тщательного изучения поведения продаж.</p>
<p>Это приводит к увеличению клиентской удовлетворенности и повышению лояльности к бренду. Чтобы максимально эффективно использовать аналитику в CRM-системе, рекомендуется интегрировать ее с другими инструментами и системами, используемыми в вашей компании. Например, с помощью интеграции с системой управления проектами вы можете анализировать эффективность выполнения задач или с помощью интеграции с системой email-маркетинга вы можете анализировать отклики на рассылки. Это позволит вам получать более полную и точную картину о бизнес-процессах и принимать более обоснованные решения. Оперативная аналитика позволяет компаниям принимать обоснованные решения и повышать эффективность продаж и маркетинга.</p>
<p>Такой подход позволяет быстро переходить от общих тенденций к конкретным случаям, что особенно полезно для выявления корневых причин проблем и принятия обоснованных решений. Drill-down анализ дает возможность исследовать данные в различных разрезах, не создавая множество отдельных отчетов, что экономит время и повышает эффективность аналитической работы. Во-первых, они позволяют бизнесу лучше понять своих клиентов и предложить им наиболее подходящие товары или услуги. Во-вторых, оптимизировать маркетинговые активности и улучшить эффективность продаж. Аналитическая CRM позволяет компаниям настраивать персонализированные коммуникации с клиентами, улучшать качество обслуживания и повышать их удовлетворенность. Она также автоматизирует процесс взаимодействия с клиентами, предоставляя инструменты для автоматической отправки уведомлений и персонализированных предложений.</p>
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" width="309px" alt="crm система аналитика"/></p>
<p>При этом с каждым из типов действий можно работать как с самостоятельной таблицей. Всё это напрямую влияет на конкурентоспособность бизнеса — скорость принятия решений часто становится ключевым фактором успеха. Всё перечисленное – базовые функции Мегаплана, для использования которых вам не нужно устанавливать дополнительные программы или как-либо менять свои процессы.</p>
<p>Помимо оптимизации внутренних процессов, удобные инструменты аналитики помогают быстрее реагировать на изменения рынка и получить конкурентное преимущество. Информационная система CRM позволяет компаниям оптимизировать процессы продаж и управления клиентскими отношениями. Например, автоматически генерировать предложения и контракты на основе данных о клиенте и условиях сделки.</p>
<div style='text-align:center'><iframe width='565' height='318' src='https://www.youtube.com/embed/uTmyxBn-iu4' frameborder='0' alt='crm система аналитика' allowfullscreen></iframe></div>
<p>Например, мотивируйте менеджеров, откажитесь от неэффективных рекламных каналов и устраните слабые места в воронке продаж. Просматривайте данные клиентов, управляйте программой лояльности, выстраивайте диалог с покупателями, запускайте маркетинговые кампании с помощью встроенной CRM-системы. Административная панель доступна через браузер на стационарном компьютере и в мобильном телефоне.</p>
<p>Искусственный интеллект позволяет системе автоматически анализировать большие объемы данных и выявлять скрытые связи и закономерности. Он может предсказывать поведение клиентов, определять наиболее эффективные маркетинговые стратегии и рекомендовать персонализированные предложения для каждого клиента. Благодаря машинному обучению система самостоятельно обучается на основе имеющихся данных и улучшает свою работу с течением времени. Проблемой является отсутствие совместной работы и обмена информацией между разными отделами компании в рамках CRM системы. Отделы могут хранить данные в разных системах или форматах, что затрудняет доступ к полной и точной информации.</p>
<p>Такие системы помогают компаниям быть более отзывчивыми и реагировать на запросы клиентов в режиме реального времени, что укрепляет их лояльность и вероятность повторных покупок. Аналитические CRM-системы стали неотъемлемой частью современного бизнеса. Они позволяют компаниям эффективно управлять взаимоотношениями с клиентами, предоставляя ценную информацию о поведении и предпочтениях потребителей. Второй проблемой CRM систем для аналитики является недостаточная функциональность для выполнения различных аналитических задач.</p>
<p>Как показывает опыт наших клиентов, после перехода на профильное ПО анализ эффективности внедрения CRM проводится почти в каждой компании. SimpleOne B2B CRM предоставляет инструменты для интерактивной фильтрации или «просеивания»‎ данных, что позволяет пользователям быстро сужать выборку в процессе анализа. Это особенно полезно, когда нет четкого понимания, какие именно данные нужны — можно в интерактивном режиме отсеять ненужную информацию из имеющегося фильтра и оставить только необходимые записи.</p>
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		<item>
		<title>Волатильность Индикаторы Обучение TradingView</title>
		<link>http://www.alinaschellig.de/blog/2022/12/volatil%d1%8cnost%d1%8c-indikatory-obuchenie-tradingview/</link>
		<comments>http://www.alinaschellig.de/blog/2022/12/volatil%d1%8cnost%d1%8c-indikatory-obuchenie-tradingview/#comments</comments>
		<pubDate>Thu, 15 Dec 2022 00:17:01 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">http://www.alinaschellig.de/blog/?p=4833</guid>
		<description><![CDATA[Проблема в&#160;том, что в&#160;последние годы действия ФРС приводят к&#160;тому, что фондовый индекс VIX оказывается на&#160;минимумах, а&#160;рынок продолжает расти. В&#160;абсолютном выражении волатильность равна количеству пунктов, которое прошла валютная пара. Рост ликвидные валютные пары налогов, инициативы по&#160;ограничению использования тех или иных видов энергии (атомной, например) могут быть источником волатильности. Калькулятор волатильности Форекс Если инвестор купил акции на&#160;спаде, [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Проблема в&nbsp;том, что в&nbsp;последние годы действия ФРС приводят к&nbsp;тому, что фондовый индекс VIX оказывается на&nbsp;минимумах, а&nbsp;рынок продолжает расти. В&nbsp;абсолютном выражении волатильность равна количеству пунктов, которое прошла валютная пара. Рост <a href="https://www.xcritical.com/ru/blog/volatilnost-na-foreks-chto-eto-i-kak-ee-primenyat/">ликвидные валютные пары</a> налогов, инициативы по&nbsp;ограничению использования тех или иных видов энергии (атомной, например) могут быть источником волатильности.</p>
<h2>Калькулятор волатильности Форекс</h2>
<p>Если инвестор купил акции на&nbsp;спаде, а&nbsp;продал на&nbsp;подъеме&nbsp;— он сможет хорошо заработать. Но&nbsp;возможна и&nbsp;обратная ситуация&nbsp;— если инвестор поддастся панике и&nbsp;продаст их, как только цена начала снижаться, то может не&nbsp;только не&nbsp;заработать, но&nbsp;и&nbsp;потерять часть вложений. Показывает диапазон потенциального изменения цен какого-то&nbsp;актива на&nbsp;определенном отрезке времени. Если расшифровать аббревиатуру ATR&nbsp;— Average True Range, то&nbsp;в&nbsp;переводе получим «средний истинный диапазон».</p>
<h2>Как измеряется волатильность рынка?</h2>
<p>Переход к торговле волатильностью через опционы следует осуществлять лишь после этого, при условии понимания нелинейности рисков и применения математических методов для их управления. Фактически волатильности подвержены любые активы, так как существует множество факторов, влияющих на их стоимость. Поэтому важно объективно оценивать ситуацию и учитывать показатель волатильности при составлении портфеля инвестора. Волатильность актуальна для всех инвестиционных инструментов — акций, облигаций, валюты, драгметаллов, нефти и других товаров на рынке. Это один из самых важных показателей в инвестициях, с которым должны ознакомиться даже начинающие инвесторы.</p>
<h2>Как использовать калькулятор волатильности Форекс?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/image-mXYyasMR1J5BGPd7-768x512.webp" width="306px" alt="как рассчитать волатильность"/></p>
<p>А&nbsp;если бы цена колебалась от&nbsp;98&nbsp;до&nbsp;100&nbsp;₽, волатильность была бы низкой. Таблица внизу иллюстрирует, как рассчитывается историческая волатильность. Если подвести итог, то&nbsp;все цены на&nbsp;финансовом рынке сегодня формируются одним способом&nbsp;— путем баланса спроса и&nbsp;предложения.</p>
<p>В 1990 году мало кому было известно имя этого бизнесмена, а у Европы еще не было единой валюты. Но уже тогда страны Старого Света продумывали схемы экономического объединения. Они хотели создать общий рынок, способный конкурировать с США.</p>
<p>Последние ставили на&nbsp;падение котировок акций компании, поэтому держали много коротких позиций&nbsp;— «шортов». Это когда акции берут в&nbsp;долг у&nbsp;брокера и&nbsp;продают по&nbsp;текущей цене, чтобы через какое-то время купить их&nbsp;дешевле. Например, сообщения о&nbsp;засухе увеличивают стоимость сельскохозяйственных товаров. Предостережение метеорологов об&nbsp;урагане в&nbsp;Мексиканском заливе взвинчивает цены на&nbsp;энергоносители. Новости об&nbsp;объединениях компаний или о&nbsp;выкупе акций увеличивают волатильность их&nbsp;ценных бумаг или сектора в&nbsp;целом. Бывает, что фондовые индексы вроде S&amp;P&nbsp;500 делают движение более чем на&nbsp;3% в&nbsp;день.</p>
<p>Но важно понимать, что риск потерять все вложения тоже выше — стоимость может меняться как в большую, так и в меньшую сторону. Количественно измерять волатильность можно несколькими способами. Один из наиболее распространенных&nbsp;— через стандартное отклонение. Для&nbsp;долгосрочных инвесторов волатильность&nbsp;— это просто рыночный шум.</p>
<p>Например, акции с коэффициентом бета 1.2 исторически растут на 120% за каждые 100% роста индекса. И наоборот, акция с бета 0.8 исторически растет на 80% за каждые 100% роста базового индекса. Расчет исторической волатильности может быть основан на внутридневных изменениях цены актива, но обычно измеряют движения от одной цены дневного закрытия к другой. В зависимости от предполагаемой продолжительности торговли опционами, историческая волатильность может измеряться с шагом в диапазоне от 10 до 180 торговых дней.</p>
<p>Если инвестор проверяет свой портфель реже, чем раз в&nbsp;квартал, он&nbsp;вообще может не&nbsp;заметить всплесков волатильности. Но&nbsp;начинающим инвесторам стоит быть аккуратными при&nbsp;высоком индексе волатильности&nbsp;— тщательно обдумывать покупки и&nbsp;набирать позиции постепенно. У&nbsp;новичков часто не&nbsp;хватает опыта и&nbsp;понимания своей устойчивости к&nbsp;риску, поэтому они продают активы на&nbsp;минимуме и&nbsp;покупают на&nbsp;максимуме. Как&nbsp;правило, волатильность пугает инвесторов, потому&nbsp;что за&nbsp;несколько торговых сессий активы могут обесцениться на&nbsp;пару десятков процентов. Но&nbsp;волатильность&nbsp;— это часть фондового рынка, и&nbsp;без&nbsp;нее не&nbsp;было&nbsp;бы заработка. Например, для&nbsp;трейдеров волатильность очень нужна, и&nbsp;в&nbsp;спекулятивных целях выбираются, как&nbsp;правило, высоковолатильные бумаги.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/feed_images/white-label-crypto-zapusk-kriptobirzhi-s-pomoshch-yu-white-label-img-3-768x497.webp" width="309px" alt="как рассчитать волатильность"/></p>
<p>Молодые и&nbsp;высокотехнологичные компании выбрасывают на&nbsp;рынок свои акции, которые отличаются высокой волатильностью по&nbsp;сравнению с&nbsp;ценными бумагами фирм, работающих давно. Самыми рискованными активами на&nbsp;сегодняшний день считаются криптовалюта и&nbsp;деривативы. Консервативным инвесторам — при прочих равных — лучше покупать акции с низкой волатильностью и бетой от 0 до 1. Если вы хотите снизить риски портфеля и добавить защитные активы — выбирайте бумаги с бетой от –1 до 0.</p>
<ul>
<li>В применении к финансовым рынкам определение не сильно отличается – просто оно немного более техническое.</li>
<li>Оценка риска любого конкретного пути и составление схемы его наиболее опасных изгибов – это то, как инвесторы оценивают и измеряют волатильность.</li>
<li>Волатильность может меняться по разным факторам, и если на данный момент какой-то актив отличается низкой волатильностью, это не значит, что в будущем этот показатель не изменится.</li>
<li>Расчет исторической волатильности может быть основан на внутридневных изменениях цены актива, но обычно измеряют движения от одной цены дневного закрытия к другой.</li>
<li>Профессионалы понимают, что облигации — это более стабильное вложение средств, и они низковолатильны.</li>
<li>Предостережение метеорологов об урагане в Мексиканском заливе взвинчивает цены на энергоносители.</li>
</ul>
<p>VIX еще называют «индексом страха»&nbsp;— если его значения высоки, это указывает на то, что инвесторы опасаются высокой волатильности индекса S&amp;P 500 в ближайший месяц. На&nbsp;фондовом рынке под&nbsp;волатильностью подразумевают отклонение цены актива или его доходности от&nbsp;его среднего значения за&nbsp;определенный период. Цены волатильных активов очень изменчивы и&nbsp;за&nbsp;один день могут значительно расти или падать, что влияет на&nbsp;стоимость портфеля инвестора. Волатильность&nbsp;— это термин, который используется для обозначения колебаний торговых цен в течение определенного времени. Волатильность пары измеряется путем вычисления среднеквадратического отклонения доходностей.</p>
<p>Те же полосы Боллинджера – если полосы расширяются, значит волатильность растет. 3)&nbsp; &nbsp; &nbsp; CCI (Commodity channel index), или Индекс товарного канала. Индикатор сравнивает текущие цены со среднестатистическими и на их основе показывает области перекупленности и перепроданности. Эти данные подсказывают опытным трейдерам, в какую сторону будет импульс.</p>
<div style='text-align:center'><iframe width='564' height='314' src='https://www.youtube.com/embed/N-Amavt7U8k' frameborder='0' alt='как рассчитать волатильность' allowfullscreen></iframe></div>
<p>Благодаря этому способу можно посмотреть изменения волатильности конкретной акции или индекса, но нельзя сравнить несколько. Если VIX поднимается над 40—45 пунктами, то на&nbsp;бирже опционов царит страх, и&nbsp;инвесторы распродают базовые активы. Такие ситуации складываются тогда, когда стоимость опционов находится у&nbsp;минимумов, в&nbsp;этот момент можно делать покупки. К&nbsp;падению индекса приводит уверенность инвесторов, стабильность настроений. При уровне ниже 20 VIX рынок кажется в&nbsp;долгосрочном растущем тренде. Однако заработать на волатильности довольно сложно, утверждают специалисты, так как это требует учета множества факторов.</p>
<p>Другими словами, это средний показатель колебания цены при движении от минимума к максимуму за определенный период. Для этого VIX “собирает” цены опционов пут и колл на стоимость индекса S&amp;P 500, который часто используется для представления рынка в целом. Затем эти цифры взвешиваются, усредняются и пропускаются через формулу, которая выражает то, насколько уверенно чувствуют себя инвесторы. Валютные пары с высокой волатильностью зачастую называют просто волатильными. Уровень изменчивости цены прекрасно виден на графике в «Метатрейдере». Кривая валютных пар с высокой волатильностью похожа на морские или акустические волны, которые имеют довольно большую амплитуду.</p>
<p>Волатильность рынка – это статистическая мера отклонений цены активов от установленного эталона или собственных средних показателей. Перед тем как определять среднюю волатильность по интересующему инструменту, нужно выбрать временной интервал. Как правило, берут дневной таймфрейм и находят среднее колебание цены в течение дня. Трейдеры часто решают выйти из актива, когда достигается максимальный диапазон колебаний цен, сохраняющийся в течение длительного времени.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/axie-infinity-nft-768x512.webp" width="308px" alt="как рассчитать волатильность"/></p>
<p>Например, когда Иран пригрозил перекрыть Ормузский пролив, волатильность цен нефтяных фьючерсов повысилась. Ведь пятая часть всех мировых поставок нефти проходит по&nbsp;этому пути. Рассмотрим подробнее, что такое волатильность и&nbsp;чем она опасна для&nbsp;инвесторов. Эксперты не советуют выбирать портфель с коэффициентом Шарпа меньше 1. Наилучший баланс рисков и доходности — при значении коэффициента больше 3. В математике бета определяется методом линейной регрессии динамики рынка и акций.</p>
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