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	<title>021c &#187; Финтех</title>
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		<title>Как проверить криптовалюту на чистоту и AML проверка адреса и транзакции на «грязь» и «скам»</title>
		<link>https://021c.com.br/site/?p=917</link>
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		<pubDate>Sat, 10 Jun 2023 00:45:18 +0000</pubDate>
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				<category><![CDATA[Финтех]]></category>

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		<description><![CDATA[Данные законы требуют от централизованных бирж криптовалюты обеспечения безопасности клиентов и борьбы с финансовыми преступлениями. Ввиду анонимного характера криптовалют их регулирование в значительной степени зависит от мониторинга поведения и личности клиентов. За последние 6 лет только через выявленные криптовалютные адреса, связанных с незаконной деятельностью (доходы от даркнет площадок, программ-вымогателей, мошенничества, терроризма …) прошло около 60<p><a href="https://021c.com.br/site/?p=917" class="more-link themebutton">Read More</a></p>]]></description>
				<content:encoded><![CDATA[<p>Данные законы требуют от централизованных бирж криптовалюты обеспечения безопасности клиентов и борьбы с финансовыми преступлениями. Ввиду анонимного характера криптовалют их регулирование в значительной степени зависит от мониторинга поведения и личности клиентов. За последние 6 лет только через выявленные криптовалютные адреса, связанных с незаконной деятельностью (доходы от даркнет площадок, программ-вымогателей, мошенничества, терроризма …) прошло около 60 млрд долларов. Некоторые из этих средств проходили процесс &#8220;отмывания&#8221; через биржи, миксеры, а также счета <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> рядовых пользователей. Однако, вместе с возможностями, которые предоставляют блокчейн-технологии и криптовалюты, существуют и определенные риски. Криптовалюты могут использоваться для легализации незаконно полученных средств, благодаря их относительной анонимности.</p>
<ul>
<li>Оборот криптовалюты еще недостаточно урегулирован законодательно в Европе.</li>
<li>AML включает в себя отслеживание информации о перемещениях средств, и в дальнейшем (при необходимости) передачу ее в нужные ведомства.</li>
<li>Соблюдение политики KYC и AML позволяет пользователям и биржам быстрее конвертировать криптовалюту в реальные деньги.</li>
<li>Эти причины привели к тому, что у криптовалютной индустрии возникла проблема с репутацией.</li>
<li>В данном материале мы рассмотрим много вопросов, касательно AML в криптовалюте.</li>
</ul>
<h2>AML проверка криптовалют: Лучшие сервисы для проверки на чистоту</h2>
<p>AML на DEX остается предметом обсуждения в контексте мирового регулирования криптовалют. Средства затем переводятся на биржевые аккаунты, оформленные на так называемых &#8220;дропов&#8221; (лица, выступающие в <a href="https://www.xcritical.com/ru/blog/aml-proverka-na-birzhakh-chto-takoe-kyc-i-aml/">kyc процедура</a> качестве посредников). Одним из самых распространенных методов отмыть &#8220;грязную&#8221; крипту – использование миксеров и инструментов анонимности. Так, шаг за шагом правоохранительные органы поймут, куда копать, чтобы найти преступника.</p>
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" width="307px" alt="что такое aml в криптовалюте"/></p>
<h2>current-section=&#8221;kyc-kriptovalyuta&#8221;&gt;</h2>
<p>Binance и многие другие криптобиржи отслеживают подозрительное поведение в рамках соблюдения требований AML и сообщают о нем в правоохранительные органы. Если транзакция кажется ненадежной, желательно сразу же проверять ее через АМЛ. В случае, когда перевод уже совершен, нужно просканировать валюту после операции. На сервисах, использующих надзорную систему, грязная криптовалюта сразу же блокируется.</p>
<h2>AML в криптовалютах: основные принципы и рекомендации</h2>
<p>Это можно сделать с помощью блокчейн-эксплореров или обратившись к специализированным компаниям. В мире криптовалют существует межправительственная организация FATF (Financial Action Task Force), которая борется с отмыванием средств. Она разработала документ &#8220;Travel Rule,&#8221; который предназначен для криптокомпаний.</p>
<h2>KYC и AML: Путь к Соблюдению Юридических Стандартов Индустрии</h2>
<p>Децентрализованные биржи (DEX) позволяют пользователям проводить операции без посредников и централизованного контроля. В связи с опасениями по поводу отмывания денег и финансирования терроризма, некоторые страны рассматривают применение AML-правил (Anti-Money Laundering) к DEX. В отличие от централизованных платформ, DEX не требуют прохождения KYC (Know Your Customer), что затрудняет реализацию AML-процедур.</p>
<h2>AML и DEX: соблюдаются ли антиотмывательные правила на децентрализованных биржах?</h2>
<p>А если вы покупаете монеты на бирже с помощью банковской карты, то риск получить таким образом грязную криптовалюту сводится практически к нулю. Некоторые криптоэнтузиасты не одобряют AML и KYC, считая, что это нарушает принципы свободы, которые диктует криптовалюта. Но в приоритете всегда должна стоять безопасность как конкретного пользователя, так и всего мира, неважно, о каких активах при этом идет речь.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="что такое aml в криптовалюте"/></p>
<h2>Почему важно проверять криптовалюту</h2>
<p>Мониторинг проводится, в основном, в финансовых операциях с участием фиата. Зачастую случается так, что одна криптобиржа определяет коин как опасный, а другая отображает тот же актив чистым. Например, в банках AML-специалист занимается исключительно определением и анализом финансовых операций, подпадающих под признаки отмывания денег. А вот уже MLRO-офицер (Money Laundering Reporting Officer) отвечает за отчетность и своевременное информирование компетентных органов обо всех подозрительных транзакциях.</p>
<h2>Чанпэн Чжао навсегда отстранен от управления Binance</h2>
<p>Profinvestment.com — сайт, посвященный криптовалютам, блокчейн-технологиям и инвестициям в криптосфере. Материалы основаны на личном опыте, наблюдениях и практических экспериментах нашей команды. Мы всегда в курсе основных событий крипторынка, чтобы предоставлять читателям самую актуальную и достоверную информацию. Блокчейн хранит информацию о каждой монете и ее доле, начиная с момента создания майнером. Поэтому, когда вы отправите грязную криптовалюту на регулируемую платформу, например, криптобиржу, и AML-система определит ее как подозрительную, у вас могут возникнуть проблемы.</p>
<h2>Как защититься от грязных денег</h2>
<p>Первая часть KYC, которая заключается в сборе и проверке личной информации клиентов, предоставленную во время или после регистрации. Биржа позволяет новому пользователю открыть счет без какой-либо идентификации, но функционал аккаунта будет ограничен. Многие из продуктов и сервисов, о которых рассказывает Profinvestment.com, принадлежат партнерам, компенсирующим расходы. Это никак не влияет на наше мнение и правдивость предоставленной информации, но может повлиять на то, о каких именно продуктах мы пишем.</p>
<p>Хотя я не могу сейчас узнать ваш ответ, я уверен, что все читающие данный раздел будут иметь разное мнение. Позволить подобному человеку открыть банковский счёт, пополнить его деньгами и затем выполнять транзакции может привести к плохим последствиям! Все эти вещи &#8211; и многие другие &#8211; делают KYC важным элементом безопасной финансовой системы (насколько это возможно). Вторая, что если у вас большой долг или вы тот, кто имеет не лучшую кредитную историю? Банковское учреждение должно знать про эти вещи, чтобы провести сложные процессы управления рисками для принятия решения. Как раз для выявления таких противозаконных действий и нужна идентификация KYC, которая обеспечивает безопасность проведения операций на платформе.</p>
<p>В зависимости от обстоятельств, обратитесь в правоохранительные органы, такие как орган по месту вашего проживания, по месту регистрации биржи или по предполагаемому местоположению злоумышленника. Попросите блокировать средства, чтобы предотвратить их дальнейшее использование злоумышленниками. Если вы узнаете, что средства были переведены на биржу, свяжитесь с ее представителями и предоставьте им информацию, собранную вами. Утеря или кража криптовалюты — стрессовое событие, но важно сохранить спокойствие. Этот процесс позволяет им получать &#8220;чистый&#8221; доход, и в случае запросов правоохранительных органов, они могут оправдать его как прибыль от продажи коллекций, не раскрывая происхождение денег.</p>
<p>Такое возможно из-за обновления баз данных — монета, которая до этого была чистой, попала в черный список. Если у пользователя сохранились результаты проверки, показывающие безопасность актива в момент сделки, ему ничего не грозит. Вопросы могут возникнуть к частоте переводов, если их было много, однако и здесь может помочь скриншот прошлых сканирований. Доказательство послужит основанием для разблокировки учетной записи, если биржа ее заморозила. Дело в том, что операции в блокчейне хоть и прозрачны, однако не несут никакой информации для идентификации отправителя или получателя средств. Более того, отдельные протоколы используют специальные алгоритмы, которые усложняют процесс отслеживания сделок.</p>
<p>Если анализ показывает повышенный риск (от 70 до 100 баллов risk-score) или значимую связь с санкционированными обменниками и миксерами, стоит пересмотреть решение о сделке. Это может предотвратить контакт с мошенниками и избавить вас от возможных будущих блокировка на биржах, соблюдающих AML процедуры. Вместе с возможностями, предоставляемыми блокчейн-технологиями и криптовалютами, существуют и определённые риски.</p>
<p>И последний аргумент “против” — слабая защита персональных данных пользователей у ненадежных бирж. В таком случае при взломе биржи пострадают не только средства пользователей, но и персональные данные. Если биржа обнаружила подозрительный аккаунт, на время расследования владельцу этого аккаунта блокируют возможность вводить и выводить средства. После этого биржа собирает данные в отчет о подозрительной деятельности.</p>
<p>По умолчанию DEX не требуют процедуры KYC (знай своего клиента) и не имеют централизованного контроля над пользователями платформы. Это создает сложности для прямой реализации традиционных AML-процедур. Миксеры и децентрализованные биржи (DEX) являются ключевыми фокусами для регуляторов и правоохранительных органов, так как они представляют собой мощные инструменты для отмывания денег и сокрытия преступной активности. Чтобы уменьшить эти риски, важно знать историю происхождения средств на вашем крипто кошельке и также понимать показатель риска для каждого вашего контрагента.</p>
]]></content:encoded>
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		<item>
		<title>Как Работает Технология Proof Of Stake?</title>
		<link>https://021c.com.br/site/?p=594</link>
		<comments>https://021c.com.br/site/?p=594#comments</comments>
		<pubDate>Thu, 09 Jun 2022 18:34:27 +0000</pubDate>
		<dc:creator><![CDATA[021c]]></dc:creator>
				<category><![CDATA[Финтех]]></category>

		<guid isPermaLink="false">https://021c.com.br/site/?p=594</guid>
		<description><![CDATA[Для этого десятки тысяч пользователей сети отправили более 790 тысяч эфиров в специальный депозитный контракт. При этом получить свои монеты обратно не получится ещё как минимум год, а доходность валидаторов будет составлять около 17 процентов годовых. Её главные особенности — работа на механизме консенсуса Proof-of-Stake, который значительно отличается от происходящего в сети сегодня. PoS майнинг<p><a href="https://021c.com.br/site/?p=594" class="more-link themebutton">Read More</a></p>]]></description>
				<content:encoded><![CDATA[<p>Для этого десятки тысяч пользователей сети отправили более 790 тысяч эфиров в специальный депозитный контракт. При этом получить свои монеты обратно не получится ещё как минимум год, а доходность валидаторов будет составлять около 17 процентов годовых. Её главные особенности — работа на механизме консенсуса Proof-of-Stake, который значительно отличается от происходящего в сети сегодня.</p>
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" width="300px" alt="pos криптовалюты"/></p>
<p>PoS майнинг — это добыча  цифровых активов путем депонирования инвестиций. Такой подход позволяет участникам блокчейнов не использовать мощное оборудование. Как мы уже выяснили, она предусматривает внедрение цепочки Beacon Chain, которая запустит механизм консенсуса Proof-of-Stake и будет хранить данные о валидаторах. Судя по происходящему в сети, подтверждать транзакции и зарабатывать награду на PoS-системе не так просто. Как минимум в этом убедился один валидатор, который подвергся наказанию.</p>
<h2>Какие Криптовалюты Используют Proof-of-stake?</h2>
<p>криптовалюты. В тот момент, когда пользователю удается подделать блок, остальная часть сети проверяет подлинность <a href="https://www.xcritical.com/ru/blog/chto-takoe-proof-of-stake-pos-kriptovalyuty/">proof of stake что это</a> блока. Если это  так, пользователь получает обратно заблокированную криптовалюту вместе с вознаграждением.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/796a5957-bbbb-4aae-8a25-0a1f46ef6bb6-768x512.webp" width="302px" alt="pos криптовалюты"/></p>
<p>экосистеме смарт-контрактов, приложений DeFi и разработчиков, он имеет потенциал, чтобы свергнуть биткоин и стать  самой ценной криптовалютой в мире. Сайт, на котором можно отслеживать информацию о PoS-сетях, &#8211; это Staking Rewards. Он показывает такую информацию,</p>
<h2>Как Заняться Proof Of Stake?</h2>
<p>На DeFi-биржах средний разброс предложений за стейкинг различных токенов от 2% до 400% по некоторым направлениям. Как правило, большие иксы обещают за удержание узкоспециализированных или новых не раскрученных активов. Главная опасность в таком случае &#8211; повышенная волатильность, из-за чего цена заблокированного токена может рухнуть в любой момент. Если пользователь не смог найти блок, его криптовалюта разблокируется, но без призов. Однако в случае попытки мошенничества в сети нечестный пользователь потеряет все оставленные</p>
<ul>
<li>PoW — отличный алгоритм, честный, защищенный и обеспечивающий правильное для развития сети стимулирование.</li>
<li>Валидатор проверяет точность транзакций в блоке, и после этой проверки блок добавляется в блокчейн.</li>
<li>Снижение доходности традиционной добычи и длительный застой на рынке вынудили инвесторов обратить более пристальное внимание на данный способ приумножения капитала.</li>
<li>Однако цена альткоина продолжает оставаться ниже линии 1700 долларов.</li>
<li>Если майнер нашёл правильный &#8220;ответ&#8221; первым — он получает вознаграждение в виде криптовалюты блокчейна.</li>
</ul>
<p>еще находится в&nbsp;поиске своего места в&nbsp;мире. На наших глазах меняется ее идеология, отношения с регуляторами, механизмы взаимодействия между</p>
<h2>Переход Eth На Pos</h2>
<p>Получить награду становится все сложнее, поскольку решение каждой следующей задачи требует все больше вычислительной мощности. Это делает сеть более защищенной, а потенциальные атаки на нее —&nbsp;более затратными. Модель PoW требует <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> значительных затрат на майнинг, что позволяет при ее использовании обеспечить более децентрализованную структуру. Сетью владеют и управляют тысячи нод по всему миру, образуя децентрализованную и защищенную систему.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/forex-strategy-scalping-768x536.webp" width="308px" alt="pos криптовалюты"/></p>
<p>Уже ориентировочно в 2021 году Эфириум перестанет поддерживать майнинг криптовалюты на видеокартах, то есть PoW-алгоритм будет неактуальным. Как в таком случае блокчейн будет сопротивляться возможным атакам со стороны недоброжелателей? В сентябре 2022 года Эфириум должен перейти на алгоритм консенсуса Proof-of-Stake.</p>
<p>Но есть и альтернативный способ — это Proof-of-Stake (доказательство доли владения). Вторая фаза &#8211; начало работы приложений и экономической активности. Параллельное функционирование обеих сетей Эфириума, первого и второго поколения.</p>
<div style='text-align:center'><iframe width='562' height='314' src='https://www.youtube.com/embed/X8hRVC7AET4' frameborder='0' alt='pos криптовалюты' allowfullscreen></iframe></div>
<p>Стремиться к соответствию требованиям, и то&nbsp;же самое касается посредников»,&nbsp;— сказал Генслер. В какой-то момент в 2021 году ее нативный токен AVAX входил в первую десятку списка криптоактивов по рыночной  капитализации.</p>
<p>У&nbsp;пользователей появилась возможность стать валидатором –  для этого нужно заморозить 32 ETH. Создатель сети Бутерин рассказал о</p>
<p>его частью стало проще, при этом неважно, насколько большую долю имеет пользователь, если ему повезло найти перспективную монету для стекинга. Однако</p>
<p>торговли и управления. В отличие от Ethereum и других крупных блокчейнов, Polkadot не страдает от вызывающей серьезные разногласия модели  &#8220;форков&#8221;. Вместо этого отдельные блокчейны внутри сети могут обновляться самостоятельно. На наш взгляд, Ethereum &#8211; это блокчейн-проект с наилучшими долгосрочными перспективами. Благодаря своей богатой</p>
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