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	<title>Финтех &#8211; SoMangSociety</title>
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	<title>Финтех &#8211; SoMangSociety</title>
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		<title>Какой биткоин-кошелек выбрать: на русском языке и без комиссии</title>
		<link>https://kr.somangsociety.org/2023/10/25/kakoj-bitkoin-koshelek-vybrat%d1%8c-na-russkom-jazyke-i/</link>
		
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		<pubDate>Wed, 25 Oct 2023 19:12:52 +0000</pubDate>
				<category><![CDATA[Финтех]]></category>
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					<description><![CDATA[Работа экосистемы поддерживается за счет служебной криптовалюты Lumen (XLM). Основное назначение этого актива ― средство оплаты за действия внутри блокчейна. http://energycraft.org/solnechnaya-energiya/2010-05-08-10-37-03.html В 2021 году капитализация Stellar превысила $7,5 млрд. Для транзакций с монетами XLM разработчики проекта рекомендуют такие криптокошельки. «Легкие»&#8230;]]></description>
										<content:encoded><![CDATA[<p>Работа экосистемы поддерживается за счет служебной криптовалюты Lumen (XLM). Основное назначение этого актива ― средство оплаты за действия внутри блокчейна. <a href="http://energycraft.org/solnechnaya-energiya/2010-05-08-10-37-03.html">http://energycraft.org/solnechnaya-energiya/2010-05-08-10-37-03.html</a> В 2021 году капитализация Stellar превысила $7,5 млрд. Для транзакций с монетами XLM разработчики проекта рекомендуют такие криптокошельки.</p>
<p>«Легкие» программы хранят только часть транзакций, а остальная история находится на удаленных серверах. Они более централизованы, но, как правило, приватные ключи, пароли хранятся только на стороне клиента, поэтому такие кошельки по-прежнему остаются безопасными. Хранение на аппаратных устройствах называют холодным так, как приватные ключи не попадают в интернет. С холодных моделей импортируются только публичные адреса. Даже при подключении девайса к зараженному вирусом смартфону или компьютеру, злоумышленник  не получит доступ к seed-фразе.</p>
<p>При каждом входе в кошелек клиент должен ввести пин-код. Способен поддерживать более 100 альткойнов и обладает встроенным сервисом обмена. Программу можно с легкостью восстановить в случае сбоя с помощь.</p>
<h2>Аппаратный биткойн-кошелек</h2>
<p>Функция биткоин-кошелька — генерация приватных и публичных ключей. Криптокошелек можно сравнить с банком и платежной картой. Здесь хранится криптовалюта пользователя (записи о текущем балансе и операциях с ней). Кошелек — это аналог платежной карты (кредитной или дебетовой).</p>
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" width="301px" alt="какой кошелек выбрать для криптовалюты"/></p>
<p>Под холодным хранением подразумевается автономная работа без подключения к Интернету. Аппаратные криптокошельки считаются самыми безопасными. Они позволяют надежно хранить большие суммы биткоинов, поскольку их невозможно взломать без физического доступа.</p>
<h2>ТОП-5 криптокошельков в 2024 – [для BTC, ETH, XRP и т.д.]</h2>
<p>Быстро выполняет транзакции и имеет возможность генерировать QR-код. Аппаратные кошельки для криптовалют &#8211; лучший способ хранения своих сбережений. Если на вашем счету имеется хотя бы 0.1 BTC, не пожалейте денег на покупку аппаратного кошелька. Представляет собой и кошелек и обменник на одном сервисе.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="какой кошелек выбрать для криптовалюты"/></p>
<p>По умолчанию доступны 12 криптовалютных кошельков, включая Bitcoin, Ethereum, Dash. Но при желании в настройках можно добавить еще более 30 токенов и коинов. Такие решения нельзя приравнивать к полноценным холодным криптокошелькам, поскольку у пользователя нет гарантии, что ключи надежно скрыты от хакеров. Кроме того, многие биржи держат вложения на собственном биткоин-адресе. В этом случае злоумышленники могут найти уязвимость и похитить сбережения всех клиентов. Среди горячих и холодных хранилищ можно найти моно и мультивалютный кошелек для криптовалюты.</p>
<h2>Coinbase Wallet</h2>
<p>В отличие от централизованных финансовых систем информация в блокчейне проходит несколько стадий проверки. Это мешает применять цифровые деньги для обычных переводов. Распространенное заблуждение начинающих криптотрейдеров ― миф о полной анонимности <a href="http://onlysimpsons.ru/online/season_31/s31e13.php">http://onlysimpsons.ru/online/season_31/s31e13.php</a> Биткоина. В реальности сеть Bitcoin не скрывает историю транзакций пользователей. Существует несколько методов узнать личность владельца биткоин-кошелька. Также в программе доступен импорт приватных ключей из других сервисов и платформ.</p>
<p>Основной недостаток Quppy Wallet ― необходимость верификации. В программе есть элементы криптокошелька и платежной системы. Поэтому анонимные клиенты не могут принимать и отправлять деньги. А самые ненадежные — это Abra, Bitpay, Blockchain.com, BTC.com, Coinbase (кастодиальный), Dropbit, Xapo и ныне закрытый Jaxx.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="какой кошелек выбрать для криптовалюты"/></p>
<p>Эта статья предназначена для первичного ознакомления с различными криптокошельками, она не содержит подробного описания каждого из них. Полные гайды по конкретным моделям вы можете найти в нашем блоге, а также на YouTube-канале. В конце статьи мы приведем личные рекомендации команды Sunscrypt по выбору криптовалютного кошелька, исходя из индивидуальных целей пользователя. Для удобства, быстрого перемещения между разделами в начале статьи есть навигация по гайду.</p>
<h2>Какой криптокошелек выбрать?</h2>
<p>Каждое приложение имеет свои достоинства и недостатки. Хранилище цифровых активов отличается от классического бумажника или портмоне. Криптовалюта — это запись в блокчейне о том, что пользователь имеет монеты. В распределенный реестр вносится любая информация о перемещениях цифровых активов. Они проверяют транзакции, подтверждают законность операции, создают блок, записывают его в децентрализованную базу. Вся эта информация находится в блокчейне, ее может посмотреть любой (без раскрытия конфиденциальности пользователей).</p>
<div style='text-align:center'><iframe width='565' height='311' src='https://www.youtube.com/embed/5VQ3rQHKmL0' frameborder='0' alt='какой кошелек выбрать для криптовалюты' allowfullscreen></iframe></div>
<p>Поддерживается достаточно много популярных криптовалют (более 120). Сервис фактически анонимный, регистрация и верификация не требуется. Не следует путать с кошельком Trustee Plus от тех же разработчиков, который является кастодиальным. Кошелк работает с 2017 года, приобретен Бинанс в 2018.</p>
<h2>Топ-5 мультивалютных криптокошельков</h2>
<p>Токен сервиса – AWC необходим для повышения кэшбэка за операции. Если посмотреть на график его цены, можно увидеть ее рост. Веб-кошелек BitGo обладает минималистичным функционалом для работы с криптовалютами. Компания предлагает услуги  как физическим лицам, так и корпоративным клиентам.</p>
<p>А вот для вывода средств придется авторизоваться через программный бумажник с помощью приватного ключа. Сервис позволяет хранить большое количество основных криптовалют и при необходимости их обменивать на фиатные деньги. Личный кабинет включает в себя получение бонусов, настройки безопасности, работу с реферальной программой. Можно работать с сервисом онлайн, а можно скачать приложение на смартфон или расширение в браузер. Криптокошелек анонимный, можно пользоваться без подтверждения личных данных и не нужно предоставлять никому свои ключи на хранение. MyEtherWallet (MEW) — популярный кошелек для криптовалюты Ethereum, токенов ERC-20 с открытым кодом и полным доступом к приватным ключам.</p>
<ul>
<li>Криптокошельки Exodus позволяют работать с более чем 100 криптовалютами.</li>
<li>Например, некоторые инвесторы в России предпочитают мобильные кошельки из-за их удобства.</li>
<li>Например, Cryptosteel Capsule DUO позволяет разделить seed-фразу на две части.</li>
<li>Его приложение подойдет даже для самых взыскательных пользователей, а комиссии за любые сделки здесь находятся на вполне приемлемом уровне.</li>
</ul>
<p>Изначально доступны криптовалюты Биткоин BTC и Эфириум ETH. Для добавления других токенов нажмите Добавить кошельки. Онлайн-кошельки — это специальные сайты и сервисы, позволяющие хранить, получать и передавать криптовалюту.</p>
<p>Для большей надежности разработчики рекомендуют экспортировать файл с приватными ключами, чтобы хранить его в другом месте. Для этого нужно создать резервную копию с помощью фразы восстановления. Если ты потеряешь свой криптокошелек, ты рискуешь потерять доступ к своим криптовалютным активам. Это связано с тем, что кошелек хранит приватные ключи, необходимые для доступа к криптовалюте и управления ею. Без приватных ключей ты не сможешь отправлять или получать криптовалюту, а твои средства будут фактически заблокированы. Процесс восстановления утраченного криптокошелька и восстановления доступа к твоим средствам будет зависеть от вида кошелька и того, как он настроен.</p>
<p>Некастодиальный кошелек для биткоинов и токенов стандарта ERC-20. Экосистема Mycelium ориентирована на владельцев интернет-магазинов. Компания предоставляет криптовалютный шлюз и другие решения для приема платежей в биткоинах. Поэтому Mycelium Wallet хорошо подходит для тех, кто продает товары и услуги за цифровые деньги. Кроме того, на некоторых криптобиржах есть функция «Сейф».</p>
<p>А где купить криптовалюту можете узнать в этой статье. Выбивая лучшие кошельки для криптовалюты, я учитывал количество поддерживаемых токенов и фиатных валют, комиссии, <a href="http://doecobox.ru/zhelezo/igrovye-testy-videokarty-intel-arc-a730m-silno-otlichautsia-ot-sintetiki.html">http://doecobox.ru/zhelezo/igrovye-testy-videokarty-intel-arc-a730m-silno-otlichautsia-ot-sintetiki.html</a> уровень защиты и наличие мобильных приложений. Эта платформа поддерживает 100+ валют, в том числе Bitcoin, Ethereum, Solana, Polkadot, Dogecoin, Litecoin и так далее.</p>
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		<title>FXOpen: Обзор брокера, услуги и оценка надежности Василий Любимов на vc ru</title>
		<link>https://kr.somangsociety.org/2023/08/14/fxopen-obzor-brokera-uslugi-i-ocenka-nadezhnosti/</link>
		
		<dc:creator><![CDATA[somangsociety]]></dc:creator>
		<pubDate>Mon, 14 Aug 2023 16:03:03 +0000</pubDate>
				<category><![CDATA[Финтех]]></category>
		<guid isPermaLink="false">https://kr.somangsociety.org/?p=24058</guid>

					<description><![CDATA[Брокер FXOpen, благодаря своим торговым условиям, подойдет профессиональным трейдерам и любителям скальпинга. Новичкам же брокер может предложить только центовые и демо-счета, что может быть недостаточным ввиду отсутствия обучения. Однако, несмотря на это, все торговые платформы имеют свои недостатки xcritical мошенники&#8230;]]></description>
										<content:encoded><![CDATA[<p>Брокер FXOpen, благодаря своим торговым условиям, подойдет профессиональным трейдерам и любителям скальпинга. Новичкам же брокер может предложить только центовые и демо-счета, что может быть недостаточным ввиду отсутствия обучения. Однако, несмотря на это, все торговые платформы имеют свои недостатки <a href="https://srp-trade.org/v-chem-zaklyuchayutsya-preimushhestva-kompanii-xcritical-pered-konkurentami/">xcritical мошенники</a> и потребуют определенного времени на освоение, особенно для новых трейдеров. Кроме того, некоторые трейдеры могут предпочесть другие платформы, которые FXOpen не предлагает. Вместо разблокировки старого неактивного счета вы также можете открыть новый счет в своем личном кабинете.</p>
<p>FXOpen предлагает широкий спектр методов пополнения и вывода средств, включая традиционные платежные системы и криптовалюты, что обеспечивает гибкость для трейдеров. FXOpen предлагает огромное множество услуг, торговых платформ, выгодные условия для трейдинга, ПАММ-счета, адаптацию веб-ресурса на разные мировые языки и многое другое. При желании каждому начинающему спекулянту и инвестору предоставляется персональный трейдер ФХ Опен. Преимущества компании FXOpen можно перечислять действительно долго.</p>
<ol>
<li>FXOpen предлагает широкий выбор торговых активов и различные условия для каждого из них.</li>
<li>После уговоров рыночный игрок согласился, но сотрудничество не принесло ожидаемого результата.</li>
<li>Форекс-брокер не обеспечивает возможностью трейдинга для жителей США.</li>
</ol>
<p>Более поздние отзывы можно встретить на ресурсе ratingfx.ru. Валери пишет, что FXOpen — брокер с кучей недостатков. Он не выводит средства вовремя, запаздывает с открытием ордера. Стоп-лосс может не сработать, что негативно скажется на конечном результате. Как мы помним, торговать можно только у того брокера, который получил лицензию. Как пояснил менеджер в чате, у FXOpen Markets Limited нет регуляции, есть только регистрация, хотя другие компании из международной группы регулируются FCA и ASIC.</p>
<h2>Какие торговые платформы доступны?</h2>
<p>Вывод денег лучше делать на туже карту, с которой пополняли. Выводят, как и большинство брокеров, в течение нескольких часов. Приложение для трейдеров myfxbook на русском языке поможет русскоговорящим трейдерам ознакомиться со многими аспектами торговли с брокером. <a href="https://xcritical.club/">https://xcritical.club/</a> Неаффилированные лица не могут быть клиентами компании. Эти ресурсы могут быть очень полезными для трейдеров при принятии торговых решений. Также, как уже говорилось выше, у каждого есть возможность инвестирования денежных средств при помощи ПАММ-счетов.</p>
<h2>Способы пополнения счета</h2>
<p>А торговля — это скорость, это вечно нужно держать руку на пульсе. Поэтому я решил, что поменяю брокера, будет быстрее и проще в работе. Хотя кроме того, что тут все долго, я недостатков не обнаружил. FXOpen предлагает различные торговые платформы, но наиболее популярными среди них остаются MetaTrader 4 и MetaTrader 5. Эти платформы известны своей функциональностью, широкими возможностями для анализа и торговли, а также удобным интерфейсом.</p>
<h2>Основная информация о брокере FXOpen</h2>
<p>Сегодня мы расскажем, почему не стоит работать с подобными проектами и что ждёт рыночного игрока в случае сотрудничества. В своем отзыве Виктор поведал  о долгом поступлении средств на счет. Перевод пришел через 5 дней, хотя у других компаний этот срок меньше в два раза. Сама торговля была негодной вне зависимости от выбранного инструмента. Возможно, админы FXOpen подстраивают слив депозита под видом неудачного закрытия сделок.</p>
<p>FXOpen ежемесячно взимает с клиента плату в размере 10 USD за поддержание неактивного счета. Если баланс неактивного счета упал до нуля или стал отрицательным, данный счет отправляется в архив (блокируется).  Брокер предлагает несколько типов счетов, каждый из которых имеет свой минимальный депозит.</p>
<h2>Доступные счета форекс-брокера</h2>
<p>Николай — опытный специалист в финансовых рынках и сооснователь IamForexTrader. С 2014 года он успешно торгует на Форексе и с 2017 года активно участвует в криптовалютном рынке. Более того, отсутствие перевода некоторых материалов на другие языки может быть ограничением для некоторых клиентов.</p>
<p>Так что для тех, кто ищет реальный пассивный доход — вполне можно рекомендовать. По выводу — все в пределах нормы, выводил на WM — пришло буквально минут за двадцать. Конечно, нет ничего сверхъестественного, чтобы прямо на 5 звезд, но в целом брокер вполне неплохой, есть смысл с ними работать. Если у вас есть опыт торговли с FXOpen, пожалуйста, поделитесь своими впечатлениями и мнением о надежности этого брокера. Ваши комментарии могут помочь другим трейдерам сделать более информированный выбор. Список рынков в AGlobalTrade охватывает широкий спектр финансовых инструментов из всех классов активов&#8230;</p>
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		<title>Что Нужно Для Открытия Брокерского Счета, Какие Документы Нужны, Минимальная Сумма</title>
		<link>https://kr.somangsociety.org/2022/09/15/chto-nuzhno-dljaotkrytija-brokerskogo-scheta-kakie/</link>
		
		<dc:creator><![CDATA[somangsociety]]></dc:creator>
		<pubDate>Fri, 16 Sep 2022 01:38:35 +0000</pubDate>
				<category><![CDATA[Финтех]]></category>
		<guid isPermaLink="false">https://kr.somangsociety.org/?p=23830</guid>

					<description><![CDATA[Без сдачи квалификационных экзаменов компании не могут принять сотрудника на работу, допустить до обслуживания клиентов, и прочее. Компании, впервые получающие лицензию профессионального участника рынка ценных бумаг, должны подтверждать наличие аттестатов у своих специалистов. Существует законодательное требование о наличии квалифицированных сотрудников&#8230;]]></description>
										<content:encoded><![CDATA[<p>Без сдачи квалификационных экзаменов компании не могут принять сотрудника  на работу, допустить до обслуживания клиентов, и прочее. Компании, впервые получающие лицензию профессионального участника рынка ценных бумаг, должны подтверждать наличие аттестатов у своих специалистов. Существует законодательное требование о наличии квалифицированных сотрудников в штате.</p>
<p>Кроме того, при необходимости, Участник торгов в указанных заявлениях имеет возможность дополнительно ограничить/изменить ограничения полномочий для идентификаторов. На практике брокерский бизнес осиливают лишь те, кто имеет существенный первоначальный капитал, связи и необходимые знания. Если же ваша цель &#8211; просто заработать денег на фондовом рынке, то проще работать с уже существующими и проверенными &#8220;посредниками&#8221;. К примеру, с United Traders можно не только получить доступ к различным биржевым площадкам и инструментам, но и многому научиться. Компания регулярно организовывает соревнования, по результатам которых самые талантливые трейдеры могут стать частью&nbsp;коллектива.</p>
<div style='text-align:center'><iframe width='564' height='316' src='https://www.youtube.com/embed/iO1B6U3250c' frameborder='0' alt='как открыть брокерскую компанию в россии' allowfullscreen></iframe></div>
<p>Чтобы прокрутить такую схему, регистрируйтесь в «свободной» зоне, к примеру, на островах Теркс и Кайкос (для этого потребуется сумма в размере 2-4 тысяч долларов). После на офшорную компанию <a href="https://www.xcritical.com/ru/blog/kak-otkryt-brokerskuyu-kompaniyu-s-nulya/">как открыть брокерскую фирму</a> открывается трейдинговый счет в размере от 25 долларов. Клиенты будут получать субсчета именно с данного счета. Следующий этап &#8211; открытие банковского счета (также в офшорной зоне).</p>
<h2>Нюансы Работы Брокера</h2>
<p>Плюсом такого бизнеса является гораздо более низкие затраты на открытие компании и покупку платформы, экономия на лицензиях и содержание технического персонала с серверами. Вы можете смело начать свой путь на фондовом рынке, имея в штате всего двух человек — трейдера и менеджера по продажам. Наиболее труден третий вариант, так как в этом случае необходимо получить лицензию на брокерскую деятельность. От юрисдикции регистрации зависит необходимая минимальная величина стартового капитала. Но следует понимать, что рассчитанную минимальную сумму необходимо смело умножать минимум на два, так как на начальном периоде брокерская компания не будет приносить дохода. Лучше всего аккуратно посчитать сумму, необходимую для создания компании и ее функционирования в течение года.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/888a6f1e-81cf-406e-9e06-c0af95af1fb9-768x513.webp" width="305px" alt="как открыть брокерскую компанию в россии"/></p>
<p>Последний этап — альфа-тестирование, завершающий этап перед стартом работы компании, оценка ее деятельности после работы над ошибками, исправления недостатков. Вам необходимо найти надёжного поставщика платёжных услуг для того, чтобы предлагать различные варианты  операций для ваших клиентов. Преимущество работы по такой схеме &#8211; возможность использования в своей работе названия компании и ее логотипа. Но основная нагрузка ложится на предпринимателя &#8211; обустройство помещение, поведение нескольких телефонных линий, обучение, реклама, обслуживание клиентов и так далее.</p>
<h2>Лучшие Акции Китайских Компаний</h2>
<p>Если клиенту не хватает для работы собственных средств, он может одолжить деньги у брокера. Брокер предоставит кредит, и клиент сможет купить больше ценных бумаг. Как в любом банке, кредит стоит денег, и брокер не даёт его бесплатно. <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> За пользование деньгами нужно будет заплатить процент по ставке, которую назначает брокер. В данном случае бизнес схема работает, как партнерское соглашение. Известные западные компании охотно соглашаются на такое партнёрство.</p>
<p>Вы&nbsp;можете открыть любое количество счетов у&nbsp;любого количества брокеров. В&nbsp;редких случаях встреча нужна, чтобы подтвердить вашу личность и&nbsp;подписать документы, необходимые для&nbsp;открытия счета, поэтому понадобится оригинал вашего паспорта. В регламенте на брокерское обслуживание брокер указывает, как часто он будет присылать брокерский отчёт инвестору. АО «Россельхозбанк» будет присылать вам отчёт на почту в том случае, если по счёту прошла сделка, или произошло какое-либо другое движение. Такой отчёт будет приходить на следующий день после события.</p>
<p>Перевести деньги между брокерскими счетами пока что можно только в&nbsp;терминале Тинькофф Инвестиций. Для&nbsp;этого в&nbsp;левом верхнем углу терминала нажмите «Пополнить»&nbsp;→ в&nbsp;открывшемся окне выберите раздел «Перевод»&nbsp;→ укажите счета списания и&nbsp;зачисления&nbsp;→ введите сумму&nbsp;→ «Перевести». При&nbsp;переводе денег между брокерскими счетами налог списываться не&nbsp;будет&nbsp;— в&nbsp;отличие&nbsp;от&nbsp;вывода денег на&nbsp;банковский счет. В&nbsp;Тинькофф Инвестициях можно бесплатно открыть до&nbsp;10&nbsp;брокерских счетов, не&nbsp;считая Инвесткопилки и&nbsp;ИИС.</p>
<p>Доход брокера в первую очередь зависит от числа его клиентов и величины комиссий. Первый требует большого капитала и навыков организационной деятельности. Второй вариант ― хороший путь развития карьеры профессионального инвестора. Можно устроиться на работу к крупному биржевому посреднику либо заключить партнерский договор и заниматься привлечением клиентов за процент от сделок. В этом случае нужно иметь квалификационный аттестат, подтверждающий знания о рынках ценных бумаг. Его получение необходимо для начала профессиональной карьеры.</p>
<ul>
<li>Лицензия на осуществление брокерской деятельности с 2013 года выдается Центральным банком России.</li>
<li>Головная компания должна быть уверена, что вновь открываемый филиал принесет доход в будущем.</li>
<li>При переводе денег между брокерскими счетами налог списываться не будет — в отличие от вывода денег на банковский счет.</li>
<li>Все зависит от самого человека и профучастника, к которому он устроился.</li>
<li>От имени и по поручению своих клиентов он совершает торговые операции на бирже.</li>
</ul>
<p>Эксперты уверены, что открытие филиала обойдется головной компании в немалые затраты &#8211; до полутора миллионов рублей. Из них 500 тысяч рублей &#8211; это обустройство офисного помещения (если речь идет об аренде). Если покупать недвижимость, то затраты возрастают до 3-4 миллионов рублей. У тех, кто уже испытал себя на бирже в качестве инвестора и трейдера, нередко возникает мысль повысить свой профессиональный уровень и стать брокером.</p>
<h2>Где Работают Брокеры</h2>
<p>Успех на бирже зависит от полноты доступа к аналитическим данным, предоставляемым специализированными агентствами. Брокер — профессиональный участник рынка, который не торгует для собственной выгоды, а занимается выполнением поручений инвесторов, включая трейдеров, и зарабатывает на комиссиях. Успешный посредник ― тот, кто помогает клиентам зарабатывать деньги. Любые направленные на это услуги повышают лояльность инвесторов.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/6754354665468.webp" width="302px" alt="как открыть брокерскую компанию в россии"/></p>
<p>Встреча понадобится, если у&nbsp;вас еще нет дебетовой карты Тинькофф. Карта нужна, чтобы вы&nbsp;могли мгновенно и&nbsp;круглосуточно пополнять брокерский счет и&nbsp;выводить с&nbsp;него деньги. В&nbsp;целом в&nbsp;законах нет ограничений на&nbsp;открытие инвестиционных счетов госслужащими или их&nbsp;родственниками. В&nbsp;то&nbsp;же время для&nbsp;некоторых категорий госслужащих и&nbsp;военнослужащих действует ряд ограничений.</p>
<p>Основной документ, который регулирует деятельность брокеров — это Федеральный закон №39 «О рынке ценных бумаг» от 22 апреля 1996 года. Конкретно брокерской деятельности в нем посвящена третья статья. Итак, работать брокером можно в частном порядке либо от имени юридического лица. Но в любом случае специалисту будет необходимо получить знания о фондовом рынке, а также лицензировать свою деятельность. Вы должны найти идеальную юрисдикцию для регистрации forex-брокера и получения лицензии. Существует много юрисдикций, которые диктуют разные требования и правила для запуска брокерской компании.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/a1fb46f7-7fea-4015-b0f4-b2b8cdafff2bsizelarge-768x502.webp" width="301px" alt="как открыть брокерскую компанию в россии"/></p>
<p>Юрисдикция компании также будет учитываться при открытии счёта, поскольку не все банки соглашаются открывать счета для брокерской компании во всех юрисдикциях. Это очень важный пункт в процессе запуска брокерской компании, поскольку невозможно отправлять или получать платежи без наличия банковского счёта. Помните, что запуск forex-брокера с нуля требует множество времени, сил и внушительного стартового капитала.</p>
<h2>Тонкости Регистрации Брокерской Фирмы С Нуля, О Которых Нужно Знать</h2>
<p>В результате появляется возможность стать обладателем бренда известного брокера и от его имени вести коммерцию. Предполагается, что на этом этапе следует провести предварительную проверку работы компании. В разных странах к будущим Форекс-коммерсантам предъявляются различные требования на осуществление брокерской деятельности. Брокерская компания является посредником между продавцом и покупателем на финансовом, фондовом и товарном рынке. За свою деятельность брокер получает вознаграждение в виде комиссионных процентов от сделки или в твердой сумме. В настоящее время от компании требуется иметь 10 млн рублей.</p>
<p>От имени и по поручению своих клиентов он совершает торговые операции на бирже. Его доход складывается из комиссионных, которые он взимает с каждой такой операции. Вне зависимости от успеха или проигрыша клиентов, увеличения или уменьшения размера их счетов, он получает прибыль. При этом при осуществлении операций он использует исключительно деньги клиентов, никак не рискуя собственными финансами.</p>
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		<title>Что Такое Технология Ecn  Плюсы И Минусы Ecn Брокеров</title>
		<link>https://kr.somangsociety.org/2022/06/29/chto-takoe-tehnologija-ecn-pljusy-i-minusy-ecn/</link>
		
		<dc:creator><![CDATA[somangsociety]]></dc:creator>
		<pubDate>Thu, 30 Jun 2022 03:28:34 +0000</pubDate>
				<category><![CDATA[Финтех]]></category>
		<guid isPermaLink="false">https://kr.somangsociety.org/?p=22017</guid>

					<description><![CDATA[На демо-счетах вы можете видеть текущие цены и их спреды. Сравните эти цены с ценами известного брокера-маркет-мейкера, и вы, возможно, получите представление. По моему скромному мнению, ECN торговля произвела настоящий фурор на рынке Forex. Раньше трейдер и представить себе не&#8230;]]></description>
										<content:encoded><![CDATA[<p>На демо-счетах вы можете видеть текущие цены и их спреды. Сравните эти цены с ценами известного брокера-маркет-мейкера, и вы, возможно, получите представление. По моему скромному мнению, ECN торговля произвела настоящий фурор на рынке Forex. Раньше трейдер и представить себе не мог, что роль брокера и других посредников будет полностью устранена.</p>
<p>Вы также можете искать отзывы о брокере и проверять их типичные спреды и комиссии, подвергая их другим тестам, например, читая их аналитические статьи, прежде чем совершать открытие счета. Сейчас на Форекс два популярных типа счетов — ECN и CLASSIC. Они различаются минимальным размером депозита, величиной спреда и наличием или отсутствием комиссий. Однако в современных брокерских компаниях, таких как LiteFinance, этих различий практически нет. Брокеры ECN не могут оказывать влияние на ход торгов в системе ECN, поэтому единственным способом заработка для ECN-брокера является комиссия. Она берется за осуществление операций покупки-продажи и представляет собой фиксированную величину, которая зависит от объема операции.</p>
<p>Так как компания не может получить прибыль на спредах, устанавливается комиссия за совершение операций. Это плата за подключение к межбанковскому рынку и стабильную работу без сбоев. При торговле через ECN счет на Форекс сделки отправляются на площадку, к которой подключены контрагенты. Брокер не участвует в проведении операций и не может повлиять на них.</p>
<h2>Что Такое Ecn Счет На Рынке Форекс?</h2>
<p>Счета ECN позволяют торговать валютой через брокеров ECN. Они будут согласовывать и выполнять заказы в непрерывном одновременном действии. Чтобы наглядно понять как работает ликвидность, достаточно просто сравнить рынок Forex <a href="https://www.xcritical.com/ru/blog/chto-takoe-ecn-schet-na-forekse/">ecn счета форекс</a> и продуктовый рынок. Чтобы вы могли купить товар или валюту прямо сейчас, необходимо чтобы на рынке был продавец, который хочет вам этот товар или валюту продать. Возможность установки отложенных ордеров внутри спреда.</p>
<ul>
<li>Мы покажем вам 10 лучших поставщиков ECN для частных трейдеров.</li>
<li>Поставщиками ликвидности в большинстве случаев являются крупные банки или даже форекс-брокеры.</li>
<li>Одним из основных преимуществ ECN-брокера и подключенного торгового счета Forex является стабильность торговли.</li>
<li>Новички могут работать на центовых или стандартных депозитах.</li>
<li>На картинке к пункту 3 изображен стакан цен, с его помощью можно оценить такую характеристику как “глубина рынка”.</li>
<li>Некоторые брокеры дают выбрать контрагента, через которого будут проходить сделки трейдера.</li>
</ul>
<p>Для некоторых подходят брокеры ECN, в то время как другие трейдеры предпочитают удобство маркетмейкеров. Как только вы подтвердите аккаунт,  вы можете внести средства. Просто найдите опцию пополнения счета у выбранного вами брокера, введите желаемый способ оплаты и сумму, которую вы хотите внести, и нажмите кнопку пополнения счета.</p>
<p>В системе ECN такая ситуация невозможна — скорость исполнения сделок варьируется от 20 ms до 80 ms. Именно по этой причине ECN часто выбирают алгоритмические трейдеры. Даже ECN торговля акциями значительно продвинулась, несмотря на то, что процедура покупки акций несколько сложнее, чем валюты. Агенты ECN работают по модели, которая дает возможность всем без исключения торговать в международном пуле ликвидности жизнеспособных, контролируемых и компетентных финансовых учреждений. Кроме того, благодаря тому, как передается связанная информация, прозрачность является еще одним ключевым преимуществом ECN-брокера. Всем агентам ECN предоставляется доступ к одним и тем же рыночным данным и торговле; следовательно, прозрачность основных рыночных цен от многочисленных поставщиков ликвидности гарантируется. Демо-счета позволяют трейдеру ознакомиться с торговыми платформами и средой брокера.</p>
<h2>Типы Брокеров Форекс A-book И B-book Брокеры</h2>
<p>Это всегда зависит от брокера, когда выполняется исполнение. Вот почему мы рекомендуем наш список брокеров ECN Forex выше. Когда вы торгуете с брокером-маркетмейкером, вы торгуете против других трейдеров на платформе брокера или против самого брокера. Чтобы быть 100 percent <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> уверенным, что брокер не будет жульничать, вам следует выбрать брокера ECN.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/f7ea5256-d7fd-43ff-8803-9f75d21c32ba-768x508.webp" width="309px" alt="Основные признаки ECN брокера"/></p>
<p>Предоставить доступ к сети ECN может только специальный ECN Форекс брокер, который работает по технологии ndd или no dealing desk. Эта платформа также предоставляет пользователям доступ к поставщикам ликвидности, что может обеспечить более низкие спреды. Но в первую очередь это форекс-трейдер и большинство инструментов ориентированы на форекс. На Forex.com трейдеры также получают доступ к ETF, акциям, товарам, индексам и даже криптовалютам. Данный тип торгового счета появился относительно недавно, однако в последнее время все больше брокерских компаний и трейдеров стараются включить его в список своих торговых инструментов. Некоторые компании предлагают клиентам открыть ECN, но в реальности не выводят сделки на межбанк.</p>
<h2>Как Открыть Счет У Ecn Брокера</h2>
<p>Тем не менее, маркетмейкеры имеют спред, который обычно также фиксирован, а также плату за ночь за любую позицию, которая не закрывается к концу торгового дня. Кроме того, маркетмейкеры также дают еще одно преимущество, которое заключается в том, что ваш ордер всегда будет исполнен независимо от условий на рынке. Каждый трейдер должен понять разницу между ECN форекс-брокерами и маркетмейкерами перед тем, как он решит выйти на рынок.</p>
<p>Сегодня многие задаются вопросами, что такое ECN брокер, и что такое ecn счет на Форексе? Думаю, вы часто видите в интернете предложения от различных брокеров, предлагающих совершать ECN сделки. Но начинать работу на ECN Форекс без понимания его устройства — пустая трата времени и денег.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/kak-sozdat-svoyu-kriptovalyutu-glavnoe-pri-vypuske-kriptovalyuty-768x512.webp" width="303px" alt="Основные признаки ECN брокера"/></p>
<p>Тем не менее, конфиденциальность и конфиденциальность приобретают большое значение,  когда вы выбираете путь брокера ECN. Высокий уровень конфиденциальности и секретности действительно связан с тем фактом, что брокер будет служить только посредником на рынке, а не маркет-мейкером. Одной из наиболее привлекательных функций ECN является то, что как покупатели, так и продавцы остаются анонимными в отчетах о проведении торгов.</p>
<p>Некоторые брокеры дают выбрать контрагента, через которого будут проходить сделки трейдера. Потому что условия для открытия позиции в момент времени могут быть невыгодными. На российском рынке есть несколько компаний, дающих возможность торговать на ECN.</p>
<p>Если вы всегда проводите свои сделки через один и тот же ECN, вам может потребоваться следить за фрагментацией рынка, что может привести к отклонению цен ECN от цен, предлагаемых на более широком рынке. Еще одно потенциальное преимущество ECN заключается в том, что они открыты, когда фондовые биржи закрыты, что дает инвесторам дополнительные торговые часы. Это дает возможность реагировать на новую информацию, поступающую в нерабочее время, когда биржи открыты. Просто имейте в виду, что качество рынка быстро ухудшается после закрытия бирж, что означает, что в это время торговать дороже. ECN имеют несколько потенциальных преимуществ для индивидуальных трейдеров.</p>
<div style='text-align:center'><iframe width='565' height='316' src='https://www.youtube.com/embed/xUTwUr6GBCo' frameborder='0' alt='Основные признаки ECN брокера' allowfullscreen></iframe></div>
<p>За исключением интернализации, он позволяет подключаться к неограниченному количеству поставщиков ликвидности, обеспечивая тем самым полную функциональность ECN/STP модели. Столько трейдеров и инвесторов пользуются нашей платформой. 71% аккаунтов индивидуальных инвесторов теряют деньги при торговле CFD с этим поставщиком.</p>
<p>Следовательно, этический смысл модели ECN заключается в том, что она определяет надежного и заслуживающего доверия брокера. Независимо от того, какую платформу вы выберете, помните, что нельзя рисковать суммой, которую вы не можете позволить себе потерять, и всегда продолжайте учиться. Это не только позволит вам обнаружить новые возможности, но и избежать множества ловушек, которые трейдеры обычно вовремя не замечают. Если вы полны решимости начать торговать на ECN форекс брокере, то все, что вам нужно сделать – это выполнить несколько простых шагов. Они накапливаются и в конечном итоге дорого обходятся вам, если вы делаете это слишком часто.</p>
<p>Система собирает в одном месте заявки от банков, брокеров, фондов, трастов и многих других. Согласитесь, коммуникационная сеть ECN делает огромную работу. Не забываем также, что это круглосуточная торговля, и совершенно справедливо, что она должна быть оплачена. За это и берется комиссия ECN, которую за вас оплачивает ваш брокер, а с вас уже взимается фиксированная и прозрачная величина. Когда трейдеры поняли, насколько существенны преимущества ECN по сравнению с устаревшими системами, многие нечистые на руку брокеры решили ухватить этот кусок пирога. Они стали представляться ECN-брокерами, хотя на самом деле таковыми не являлись.</p>
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		<title>Готовые Решения Для Создания Биржи Криптовалют Криптобиржи</title>
		<link>https://kr.somangsociety.org/2022/06/10/gotovye-reshenija-dlja-sozdanija-birzhi/</link>
		
		<dc:creator><![CDATA[somangsociety]]></dc:creator>
		<pubDate>Sat, 11 Jun 2022 00:29:58 +0000</pubDate>
				<category><![CDATA[Финтех]]></category>
		<guid isPermaLink="false">https://kr.somangsociety.org/?p=26967</guid>

					<description><![CDATA[Кроме того, служба поддержки клиентов Binance может быть перегружена информационными запросами. Поэтому может пройти некоторое время, прежде чем вы получите от них ответ по своим вопросам. Выбор надежной криптовалютной биржи является одним из наиболее важных аспектов управления криптовалютой, поскольку это&#8230;]]></description>
										<content:encoded><![CDATA[<p>Кроме того, служба поддержки клиентов Binance может быть перегружена информационными запросами. Поэтому может пройти некоторое время, прежде чем вы получите от них ответ по своим вопросам. Выбор надежной криптовалютной биржи является одним из наиболее важных аспектов управления криптовалютой, поскольку это ценный инструмент для всех, кто интересуется торговлей криптовалютами. В этой статье рассматриваются популярные криптобиржи и рассказывается, как выбрать лучшую криптовалютную биржу. Перед созданием своей криптобиржи с нуля нужно понять какую админ панель вы хотите получить. Как правило она должна иметь инструменты для отслеживания актуального состояния биржи (трафик, объем торгов, количество сделок, доход от комиссий), трейдеров, кошельков, транзакций и контента.</p>
<div style='text-align:center'><iframe width='560' height='316' src='https://www.youtube.com/embed/D1odNNDIEq0' frameborder='0' alt='Программное обеспечение для криптобиржи' allowfullscreen></iframe></div>
<p>Он поддерживает Fiat Депозит в ключевых валютах, таких как доллары США, PAX, XTZ, TUSD и т. Для пополнения вашего счета принимаются прямые банковские <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> депозиты и банковские переводы. Zengo не позволяет совершать покупки с помощью Кредитной / дебетовой карты так же как и сигнал PayPal и Apple платят.</p>
<p>Лучшее решение для начинающих криптовалютных трейдеров и учреждений, которым нужны функции ставок. Граждане Канады, Италии, Дании, Центральноафриканской Республики, Японии и более one hundred seventy стран могут открыть счет на Crypto.com. KYC Требования включают фотографию удостоверения личности, выданного правительством, паспорта, национального удостоверения личности и водительских прав. Kraken также есть живой «Cryptowatch», который отслеживает данные о ценах на крипторынках.</p>
<h2>Криптобиржи Без Верификации: Топ Вариантов</h2>
<p>Стоимость такой платформы  начинается от $60,000 до $150,000. Конечно, если требуется интегрировать больше возможностей, то цене может существенно вырасти. ApeX – отличный вариант для тех, кто ищет криптобиржу без KYC для торговали с кредитным плечом. Платформа использует модель книги заявок, сочетая безопасность и прозрачность децентрализованных бирж (DEX) со скоростью и удобством централизованных бирж (CEX).</p>
<p><img decoding="async" 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-img-2-768x512.webp" width="309px" alt="Программное обеспечение для криптобиржи"/></p>
<p>BYDFi – это сингапурская биржа, которая работает более чем в one hundred странах. Хотя сама платформа не требует KYC, проверку документов могут запросить третьи стороны, с которыми сотрудничает BYDFi – Banxa, XanPool, Transak, Ramp, Paxful, Coinify и Mercuryo. Вот факторы, на которые следует обратить внимание при выборе лучшего криптографического приложения для начинающих.</p>
<p>Это цифровая валюта, которая классифицируется как подмножество альтернативных валют и виртуальных валют. Также она имеет ряд функций, таких как веб-интерфейс для клиентов, панель администратора и приложение для менеджера, импорт данных, автоматическую оплату комиссии и многое другое. Воспользуйтесь нашей инвестиционной платформой прямо сейчас. Возможность приема криптовалюты сейчас очень важна для многих онлайн-компаний.</p>
<h2>Как Майнить Криптовалюту</h2>
<p>Gemini владеет рынком невзаимозаменяемых токенов (NFT), где клиенты могут хранить, продавать и покупать NFT на блокчейне. Вы можете хранить токены на застрахованных горячих кошельках, экономить криптовалюту и зарабатывать до 7%. FixedFloat — идеальная молниеносная сеть для торговли большими объемами токенов и цифровых валют. Он предлагает трейдерам сети <a href="https://www.xcritical.com/ru/crypto-solutions/">крипто решение для бизнеса</a> обмена криптовалюты и услуги автоматического свопа. Платформа имеет опцию кастодиального хранения, при которой монеты хранятся на Coinbaseбиржа .com и Coinbase Wallet. Он использует холодное хранилище, чтобы хранить средства клиентов в автономном режиме, что означает, что пользователи не могут контролировать свои личные криптографические ключи.</p>
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" width="308px" alt="Программное обеспечение для криптобиржи"/></p>
<p>Например, Coinbase позволяет трейдерам подключить свой банковский счет и легко переводить доллары в или из кошелька. Реализовать такую возможность можно как с помощью вывода средств в ручном режиме, так и через автоматизированные алгоритмы/смарт-контракты. Очень простые в использовании платформы, которые действуют как обычный пункт обмена.</p>
<h2>Лучшие Криптовалютные Приложения Для Торговли</h2>
<p>Позволяет совершать покупки с помощью Кредитная/дебетовая карта, а также PayPal. Для пополнения вашего счета также принимаются прямой банковский депозит и банковский перевод. Такие площадки сводят продавцов и покупателей криптовалюты вместе, давая им возможность автоматического обмена активами без участия посредников для валидации сделки. Роль гаранта сделки берут на себя смарт-контракты платформы, которые работают на базе программного обеспечения с открытым исходным кодом. Такой механизм позволяет сэкономить на комиссии (не нужно платить посредникам) и увеличить уровень безопасности (биржа не имеет доступа к деньгам и закрытым ключам пользователей).</p>
<ul>
<li>Биржа отличается высоким уровнем безопасности и поддерживает технологию Proof of Reserves.</li>
<li>Фоллоwing — это тщательно подобранный список лучших приложений для криптовалютной торговли для начинающих с их функциями, плюсами и минусами, ключевыми характеристиками, ценами и ссылками на веб-сайты.</li>
<li>Операции выполняются напрямую с личных кошельков трейдеров — биржа не имеет доступа к счетам.</li>
<li>Также на рынке можно найти гибридные платформы, которые сочетают в себе свойства централизованных и децентрализованных бирж.</li>
<li>27 сентября Binance объявила о своем уходе с российского рынка.</li>
</ul>
<p>Самые крупные биржи криптовалют часто стремятся расширить свою экосистему за счет дополнительных возможностей. За все время работы биржи не зарегистрировано ни одного случая зависания серверов. Клиенты EXMO хвалят биржу за большое количество инструментов для работы с криптовалютами и оперативную службу поддержки, специалисты которой всегда на связи. Ругают EXMO, чаще всего, за то, что не все сервисы для ввода и вывода активов доступны 24/7.</p>
<p>B2Trader обеспечивает максимальную производительность и функциональность, гарантируя наилучшее исполнение для всех участников рынка. Криптобиржа без верификации – это платформа, которая позволяет торговать криптовалютами, не требуя прохождения процесса проверки личности. Эти биржи уделяют первостепенное внимание конфиденциальности и анонимности пользователей, не запрашивая личную информацию, такую как документы, выданные правительством, или подтверждение адреса. Пользователи могут создавать счета, вносить, обменивать и снимать средства без необходимости проверки KYC. Одними из самых популярных криптобирж, не требующих проверки KYC, являются DEX, которые не поддерживают фиатные валюты. Матчинговый движок — это сердце любой криптовалютной биржи.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/feed_images/lidy-dlya-brokerov-chto-takoye-brokerskaya-lidogeneratsiya--img-1-768x512.webp" width="302px" alt="Программное обеспечение для криптобиржи"/></p>
<p>Сегодня криптобиржи и программное обеспечение разрабатываются с использованием искусственного интелекта. Интерес во всем мире к криптовалютам &#8211; явный признак развития индустрии и её расцвета. Не смотря на усиливающийся  мировой кризис, криптовалюты продолжают развиваться и расти.</p>
<p>В сфере криптовалютной торговли имеется множество бирж и вариантов активов. Для выполнения этой работы вам понадобится быстрый, подробный и простой в использовании криптосканер. Приобретите его, чтобы отслеживать ценные индикаторы, например цены на криптовалюту.</p>
<h2>Exmome</h2>
<p>Gemini — это универсальное приложение для криптовалют, которое используют новички, крупные инвесторы и опытные трейдеры для покупки, продажи и хранения криптовалют. Он одобрен Федеральной корпорацией страхования депозитов (FDIC) для операций в долларах США. Gemini предлагает основные криптовалюты, такие как Bitcoin и Ethereum до второстепенных альткойнов, таких как 0x и Orchid. Coinbase — торговая платформа для децентрализованных бирж. Его функции инвестирования, отправки, получения и торговли выделяются.</p>
<p>Платформы обмена криптовалют позволяют вам торговать токенами и цифровыми валютами, такими как BTC, ETH и DOGE. Торговля криптовалютой удобно осуществляется через настольные и мобильные приложения. Если вы хотите торговать, лучше всего начать с открытия счета на криптовалютной бирже. Вы можете использовать банковскую карту или подключить свой банковский счет через ACH для пополнения своего криптосчета. Многие из лучших приложений для торговли криптовалютой отслеживают рынок в режиме реального времени, имеют множество способов оплаты и торгуют криптовалютой без комиссий или с низкими комиссиями.</p>
<p>Это криптоприложение имеет программное обеспечение без ключа с возможностью распознавания лиц для повышения безопасности монет. Таким образом, он делит закрытый ключ пользователя на две части и распределяет его хранилище, чтобы предотвратить взлом кошелька. Также обзор показал, что многие платформы параллельно развивают дополнительные сервисы и работают над созданием новых технических решений. При этом, какая криптобиржа лучше, каждый должен выбирать, исходя из своих предпочтений. Клиенты хвалят WhiteBIT за быструю скорость проведения операций, удобный интерфейс и выгодные условия торговли. Ругают биржу, чаще всего, за правило об обязательном прохождении KYC-процедур.</p>
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