Russia To Legalise Cryptocurrency As Means Of Payment 'sooner Or Later'

We weighted more than 20 criteria and gave a higher weight to those with a more significant impact on potential customers. Once you purchase crypto through an exchange, the exchange typically holds it in a custodial wallet. Most exchanges store assets in offline “cold storage” for safekeeping. If you want to take custody of the cryptocurrency paperscrypto.com yourself, most exchanges allow you to transfer it to your “hot” or “cold” wallet, along with the private keys for that cryptocurrency. Opening an account on a cryptocurrency exchange works in a similar way to signing up for an online brokerage account. Crypto exchanges are the safest and most legal way to obtain cryptocurrency.

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Founded in June of 2012, Coinbase is the largest U.S.-based cryptocurrency exchange, housing over 20 million users. Coinbase is best known for its easy-to-use website and crypto trading platform, Coinbase Pro. Coinbase supports 14 different cryptocurrencies for trading, including bitcoin, ethereum and litecoin, among others. They helped me recover every single coin ($56,000 worth of bitcoin) that was scammed by Nixon exchange a cryptocurrency trading company I invested my bitcoin with.

Accounts

Goldman Sachs, a dominant global investment bank for trading fixed income and equities, had been mulling the creation of a bitcoin trading desk since at least 2017. The firm tabled those plans initially and restarted the crypto trading team in March, Reuters reported earlier this year. Thursday's memo was the first time New York-based Goldman officially acknowledged its involvement in crytpocurrency trading. Picking up a trading strategy is a critical step in cryptocurrency trading. Therefore, by utilizing the trading indicators with the correct fundamental and technical analysis, you can achieve high profits in cryptocurrency trading. However, if you are a beginner, pursuing a cryptocurrency trading course and becoming an expert is recommended.

If you want to open a short position, you trade at the sell price – slightly below the market price. Cryptocurrency trading is the act of speculating on cryptocurrency price movements via a CFD trading account, or buying and selling the underlying coins via an exchange. Differently from traditional fiat currencies, cryptocurrencies are risky and exhibit heavier tail behaviour. Katsiampa et al. found extreme dependence between returns and trading volumes. Nikolova et al. provided a new method to calculate the probability of volatility clusters, especially for cryptocurrencies . The authors used the FD4 method to calculate the Hurst index of a volatility series and describe explicit criteria for determining the existence of fixed size volatility clusters by calculation.

For example, Atomic Wallet, MetaMask, Trezor, or even the wallets offered on exchanges. To start trading cryptocurrency you need to choose a cryptocurrency wallet and an exchange to trade on. Another method to manage entry points is Dollar Cost Averaging and it works irrespective of what the price of an asset is. So, investors choose to divide their investment options and keep https://www.paperscrypto.com/ buying assets at regular intervals of time.

Bitcoin

This is an ongoing process, as new support and resistance levels tend to form when the trend breaks through. Just as traders can spot patterns within hours, days and months, https://cointelegraph.com/trading-for-beginners/how-to-trade-cryptocurrencies-the-ultimate-beginners-guide they can also find patterns over years of fluctuating price action. There is a fundamental structure to the market that makes it susceptible to certain behaviors.

Don't put all your money in Bitcoin, for example, just because that's the name you know. There are thousands of options, and it's better to spread your investment across several currencies. Do your research, read reviews, and talk http://paperscrypto.com/ with more experienced investors before moving forward. Units of cryptocurrency are created through a process called mining, which involves using computer power to solve complicated mathematical problems that generate coins.

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