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","https://www.coinbase.com/blog",[],"https://toscalepublic.s3.eu-west-2.amazonaws.com/images/exchanges/61218.png",{"ru":70,"en":71},"\u003Cul>\u003Cli>\u003Cb>Что такое Coinbase?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Coinbase - это популярная и удачно установленная криптовалютная биржа, которая позволяет пользователям покупать, продавать и хранить различные цифровые активы, такие как биткоин (BTC), эфириум (ETH), лайткоин (LTC) и многие другие популярные криптовалюты. Была основана в 2012 году и с тех пор стала одной из крупнейших криптовалютных бирж на мировом рынке, с миллионами пользователей по всему миру. Coinbase предлагает интерфейс для пользователя с высокой степенью защиты, функции оплаты различными способами, такими как перевод на счет, карта кредит/дебит и цифровые кошельки. Кроме того, Coinbase расширил свои услуги до хранения для институциональных инвесторов, десктопной торговли и поддержки множества альткоинов.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Кто основатели Coinbase?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Coinbase была основана Брайаном Армстронгом и Фредом Эрсэмом в июне 2012 года. Брайан Армстронг сейчас является главным исполнительным директором Coinbase, в то время как Фред Эрсэм ушел с поста в 2017 году для участия в других проектах. Основательный состав также включал группу опытных инженеров и предпринимателей, которые внесли свой вклад в разработку и рост платформы. Для получения подробной информации об основателях и истории Coinbase вы можете посетить их официальный сайт или провести поиск связанных новостей и интервью на русском языке. \u003C/pre>\u003Cul>\u003Cli>\u003Cb>Когда был запущен Coinbase?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Coinbase был запущен в июне 2012 года. Платформа с тех пор расти и стать одной из самых популярных и крупных криптовалютных бирж на мировом рынке, предлагая широкий спектр цифровых активов для торговли и хранения. Для получения подробной информации о истории Coinbase и ее достижениях вы можете посетить их официальный сайт или провести поиск связанных новостей и пресс-релизов на русском языке. \n\n\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Какие географические ограниченные Coinbase для обслуживания клиентов?\u003C/b>\u003C/li>\u003C/ul>Temporary cant answer this question\u003Cul>\u003Cli>\u003Cb>Какие монеты поддерживаются на Coinbase?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Coinbase - это платформа для торговли криптовалютой, которая поддерживает множество различных монет. На данный момент на Coinbase и его дочерней компании Coinbase Pro (ранее GDAX) представлены следующие монеты:\n\nБиткойн (BTC), Эфириум (ETH), Линкойн (LTC), Биткоин Кэш (BCH), Тезерой (ZEC), Републик (REP), 0X (ZRX), Адроид (AND), Basic Attention Token (BAT), Stellar Lumens (XLM), Maker (MKR), Augur (REP), Zcash (ZEC), Dai (DAI), Algorand (ALGO), Cosmos (ATOM), Ethereum Classic (ETC), Uniswap (UNI), Compound (COMP), Yearn.finance (YFI), SushiSwap (SUSHI), Dogecoin (DOGE).\n\nОднако список монет может меняться в зависимости от страны и региона, где вы используете Coinbase. Рекомендуется проверить официальный сайт или приложение Coinbase для получения актуальной информации.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Какие комиссионные сборы Coinbase?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Комиссионные сборы на Coinbase зависят от нескольких факторов, таких как тип операции (покупка, продажа или обмен), выбранная валюта, страна и регион пользователя, способ оплаты комиссий и объем торговли.\n\nОбычно для покупок и продаж криптовалюты на Coinbase процентная ставка комиссии колеблется от 1,49% до 3,99%, в зависимости от размера сделки и выбранной валюты. Например, если вы покупаете биткойны с карты кредита, процентная ставка комиссии может составлять 3,99%, в то время как при обмене между криптовалютами она может быть ниже - от 0% до 0,50%.\n\nCoinbase Pro (ранее GDAX) предлагает более низкие комиссии для крупных инвесторов и торговцев. Комиссии на Coinbase Pro определяются как процентная ставка от суммы сделки, или по фиксированной стоимости в зависимости от объема торговли в течение месяца.\n\nДля получения точной информации об комиссиях для вашего конкретного случая рекомендуется проверить официальный сайт или приложение Coinbase, выбрав нужные параметры и тип операции.\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Можно ли использовать кредитное плечо или маржинальную торговлю на Coinbase?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>На Coinbase Pro (ранее GDAX), дочерней компании Coinbase, предоставляется возможность использования маржинальной торговли. Маржинальная торговля позволяет вам увеличить размер своих сделок, заимствовав деньги на балансе вашей учетной записи. Это может увеличить ваши возможности для спекуляций и оптимизации рентабельности ваших торговых стратегий.\n\nЧтобы использовать маржинальную торговлю на Coinbase Pro, вам нужно пройти процедуру верификации учетной записи и иметь баланс в определенных криптовалютах или фьючерсах.\n\nПожалуйста, обратите внимание, что маржинальная торговля связана с рисками и может привести к значительным потерям, если не использоваться правильно. Рекомендуется тщательно изучить все механизмы и особенности маржинальной торговли перед началом работы. \n\nCoinbase самой основной платформой для обычной покупки и продажи криптовалюты, на ней не предусмотрена возможность использования кредитного плеча или маржинальной торговли.\u003C/pre>","\u003Cul>\u003Cli>\u003Cb>What Is Coinbase?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Coinbase is a popular and well-established cryptocurrency exchange platform that allows users to buy, sell, and store various digital assets such as Bitcoin (BTC), Ethereum (ETH), Litecoin (LTC), and many others. It was founded in 2012 and has since grown to become one of the largest cryptocurrency exchanges globally, with millions of users worldwide. Coinbase offers a user-friendly interface, robust security features, and various payment methods for purchasing cryptocurrencies, including bank transfers, credit/debit cards, and digital wallets. Additionally, Coinbase has expanded its services to include a custodial service for institutional investors, an over-the-counter trading desk, and support for multiple altcoins. \u003C/pre>\u003Cul>\u003Cli>\u003Cb>Who Are the Coinbase Founders?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Coinbase was founded by Brian Armstrong and Fred Ehrsam in June 2012. Brian Armstrong currently serves as the CEO of Coinbase, while Fred Ehrsam left the company in 2017 to pursue other ventures. The founding team also included a group of experienced engineers and entrepreneurs who contributed to the development and growth of the platform. For more detailed information about the founders and the history of Coinbase, you can visit their official website or search for related news articles and interviews online. \n\n\u003C/pre>\u003Cul>\u003Cli>\u003Cb>When Did Coinbase Launch?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Coinbase was launched in June 2012. The platform has since grown to become one of the largest and most popular cryptocurrency exchanges globally, offering a wide range of digital assets for trading and storage. For more detailed information about Coinbase's history and milestones, you can visit their official website or search for related news articles and press releases online. \n\n\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Coinbase Restricted Countries?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Coinbase is available in many countries around the world, but its services may be limited or unavailable in certain regions due to local regulatory requirements. To determine if Coinbase is available in your country, you can visit their official website and check the list of supported countries in the \"Countries We Serve\" section. It's essential to note that even if Coinbase is available in your country, specific products or services may be restricted based on local laws and regulations. For more detailed information about Coinbase's geographic restrictions and service availability, you can refer to their Terms of Service and Privacy Policy documents. \n\n\u003C/pre>\u003Cul>\u003Cli>\u003Cb>What Coins Are Supported on Coinbase?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Coinbase offers a wide range of cryptocurrencies for trading and storage on its platform. The specific cryptocurrencies supported by Coinbase may vary depending on the region, product, and other factors. To view the current list of cryptocurrencies available on Coinbase, you can visit their official website and navigate to the \"Trade\" or \"Assets\" section. This will provide you with an up-to-date list of supported digital assets, including popular coins like Bitcoin (BTC), Ethereum (ETH), Litecoin (LTC), and many others. Additionally, Coinbase may introduce new cryptocurrencies over time based on market demand and regulatory compliance. \n\n\u003C/pre>\u003Cul>\u003Cli>\u003Cb>How Much Are Coinbase Fees?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Coinbase charges fees for various services, including buying, selling, and trading cryptocurrencies on its platform. The specific fees charged by Coinbase depend on several factors, such as the type of transaction, payment method, and the user's trading volume over a 30-day period (known as the \"Coinbase Fee Tier\"). For example, buying or selling cryptocurrencies using a bank account typically incurs lower fees compared to credit/debit card purchases. Coinbase also offers a reduced fee structure for users who maintain high trading volumes over time. To view the current fee schedule and calculate your transaction fees, you can visit the \"Fees\" section on Coinbase's official website or refer to their Terms of Service document. \n\n\u003C/pre>\u003Cul>\u003Cli>\u003Cb>Is It Possible To Use Leverage or Margin Trading on Coinbase?\u003C/b>\u003C/li>\u003C/ul>\u003Cpre>Coinbase does not currently offer margin trading or the use of leverage on its platform. However, Coinbase Pro (formerly GDAX), a separate trading platform operated by Coinbase, offers more advanced trading features, including limit orders, stop orders, and up to 10x margin trading for select cryptocurrency pairs. To access these advanced trading options, users must create an account on Coinbase Pro and meet the required eligibility criteria. For more detailed information about Coinbase Pro's margin trading and advanced trading features, you can visit their official website or refer to their user guides and documentation. 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