Open A Cryptocurrency Account

The supply of Bitcoin is limited by code in the Bitcoin blockchain. The rate of increase of the supply of Bitcoin decreases until the number of Bitcoin reaches 21 million, which is expected to take place in the year 2140. As Bitcoin adoption increases, the slowing growth in the number of Bitcoin all but assures that the price of Bitcoin will continue to grow. The rate of increase of the supply of Bitcoin will decrease until the number of Bitcoin reaches 21 million, which is expected to take place in the year 2140. Similarly, the supply of Litecoin will be capped at 84 million units.

Despite the complicated technology behind it, payment via Bitcoin is simple. In a transaction, the buyer and seller utilize mobile wallets to send and receive paperscrypto.com payments. The list of merchants accepting Bitcoin continues to expand, including merchants as diverse as Microsoft, Expedia, and Subway, the sandwich chain.

As you’ve no doubt noticed, cryptocurrencies have caused quite the uproar in the media, online forums, and perhaps even in your dinnertime conversations. Despite the buzz, the meanings of these terms still elude many people’s comprehension. Perhaps we could put it as simply as Stephen Colbert does below, but we’ll be a tad more precise. Gain large exposure to the cryptocurrency market, but with significantly less capital, with leveraged trading. Leverage can amplify both the profit or loss you make from the cryptocurrency trade, and is based on the full value of your position at the point of closure. It was initially designed to facilitate, authorize, and log the transfer of bitcoins and other cryptocurrencies.

Every day brings a whole host of headlines about the financial markets. Get daily investment insights and analysis from our financial experts. Explore the security options Bitvavo offers and the measures we take to keep your account and our platform safe.

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Schwab continues to monitor cryptocurrencies as regulations and technology evolve. Bitcoin was the first cryptocurrency and it is the best known, most widely held, and—with about 43% of the total cryptocurrency market cap2—the most valuable. However, as of March 2022 there were more than nine thousand digital currencies in the marketplace, of which more than 70 had a market capitalization exceeding $1 billion. Some of the more popular cryptocurrencies include BNB, USD Coin, Cardano, Tether, Ethereum, Polkadot, and XRP.

  • NFTs can be purchased with credit cards or a cryptocurrency wallet.
  • Table6 compares the cryptocurrency trading systems existing in the market.
  • That’s why having your hardware wallet, which allows you to produce and store your private keys, is critical.
  • In addition to facilitating the transfer of value, each cryptocurrency may have different technical features.
  • Following the development of computer science and cryptocurrency trading, many cryptocurrency trading systems/bots have been developed.

The observation and results showed that the NARX model is the best model with nearly 52% predicting accuracy based on 10 seconds interval. Rebane et al. compared traditional models like ARIMA with a modern popular model like seq2seq in predicting cryptocurrency returns. The result showed that the seq2seq model exhibited demonstrable improvement over the ARIMA model for Bitcoin-USD prediction but the seq2seq model showed very poor performance in extreme cases. The authors proposed performing additional investigations, such as the use of LSTM instead of GRU units to improve the performance. Similar models were also compared by Stuerner who explored the superiority of automated investment approach in trend following and technical analysis in cryptocurrency trading.

Chinese internet platforms Baidu, Tencent, and Weibo have also prohibited Bitcoin advertisements. The Japanese platform Line and the Russian platform Yandex have similar prohibitions. In August 2018, the Bank of Thailand announced its plans to create its own cryptocurrency, the Central Bank Digital http://paperscrypto.com/ Currency . In May 2020, the Joint Working Group on interVASP Messaging Standards published "IVMS 101", a universal common language for communication of required originator and beneficiary information between VASPs. The FATF and financial regulators were informed as the data model was developed.

Since many projects are open-source, it is possible to directly see this activity through collaborative code repository platforms like GitHub. Many cryptocurrency traders use support and resistance levels to bet on https://www.paperscrypto.com/ the direction of the price, adapting on the fly as the price level breaks through either its upper or lower bounds. Once traders identify the floor and ceiling, this provides a zone of activity in which traders can enter or exit positions.

Benefits Of Cryptocurrency Trading

It’s nearly impossible to hack into the blockchain system and alter anything stored on it. Your private key is the most critical aspect of any wallet, regardless of which one you use. Private keys are secret codes that enable you to move coins, sign transactions, and manage all of your funds in real-time. By far, the safest way to keep Bitcoin and other cryptocurrencies is to use a hardware wallet. There have been no confirmed cases of Bitcoins being stolen from a hardware wallet too far. They usually support a broader range of currencies than retail exchanges and convert funds instantly.

This may help increase accountability and transparency as well as ensure an exchange can keep running, regardless of the state of the company that created it. Some crypto exchanges support advanced trading features like https://www.investopedia.com/best-crypto-exchanges-5071855 margin accounts and futures trading, although these are less commonly available to U.S.-based users. Others have features like crypto staking or crypto loans that allow you to earn interest on your crypto holdings.

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"