Cryptocurrency Prices, Charts And Market Capitalizations

By “cryptocurrency trading” here, we mean one of the terms listed in Table 3 and discussed above. The paper compares different approaches or perspectives in trading cryptocurrency. The paper introduces or discusses the general idea https://www.investopedia.com/best-crypto-exchanges-5071855 of cryptocurrency trading or one of the related aspects of cryptocurrency trading. Programmable “smart” capabilities Some cryptocurrencies can bring other benefits to holders, including limited ownership and voting rights.

It might because the traditional technical and fundamental have been arbitraged, so the market has moved in recent years to find new anomalies to exploit. Lamon et al. used daily news and social media data labeled on actual price changes, rather than on positive and negative sentiment. By this approach, the prediction on price is replaced with positive and negative sentiment.

Exchanges registered with the SEC will be subject to inspections, required to police their markets, and mandated to follow rules aimed at ensuring fair trading. The SEC announcement coincided with a “large-scale” theft attempt on crypto exchange Binance. Nasir et al. researched the relationship between cryptocurrency returns and search engines. The experiment employed a rich set of established empirical approaches including VAR framework, copulas approach and non-parametric drawings of time series. The results found that Google searches exert significant influence on Bitcoin returns, especially in the short-term intervals.

Therefore, the total number of Bitcoins in circulation will approach 21 million but never actually reach that figure. The downside here is that a hack or cyberattack could be a disaster because it could erase Bitcoin wallets with little hope of getting the value back. Satoshi Nakamoto, the founder of Bitcoin, ensured that there would ever only be 21 million Bitcoins in existence.

This type of hold-for-interest has become so popular that mainstream crypto dealers like Coinbase offer it. Some services require staking to lock up funds for a certain period of time (meaning you can’t deposit and withdraw whenever you want) and may require a minimum amount to draw interest. If your privacy is a worry when trading cryptocurrencies, several services will allow you to trade anonymously. Many other platforms, on the other hand, will ask you to authenticate your account before allowing you to trade. The objective of this phase is to confirm that the exchange complies with all anti-money laundering and counter-terrorism funding rules. Coinbase is one of the most popular crypto exchanges, and for a good reason.

Of these, 3,581 reports totaling $35 million in reported losses indicated cryptocurrency as the payment method. In other words, trading cryptocurrency is simple to start, but there are some essential aspects to understand before you start trading with a wallet-exchange like Coinbase. Each option has its pros and cons, but notably, only an exchange-broker-wallet hybrid like Coinbase/Coinbase Pro allows one to trade, invest, store, send, and receive coins directly using a single platform. Trade 4,500+ global markets including 80+ forex pairs, thousands of shares, popular cryptocurrencies and more. Nusbaum developed a process for accepting cryptocurrency by accepting it via two digital “wallets” called Trezor and Ledger, two widely-used hardware wallets. A “virtual currency” question on page 1 of the 1040 “is intentionally obvious.

However, keeping up with the trend and checking the daily analysis will help you gain the optimum profits. In simple words, if the person is gaining profit in selling, the other one will have potentially low benefit. When you step into cryptocurrency trading, keep the fact clear which is understanding the market trends to prevent yourself from getting high losses.

Seize The Crypto Market With Td Ameritrade

Matt writes a weekly investment column ("Ask a Fool") that is syndicated in USA Today, and his work has been regularly featured on CNBC, Fox Business, MSN Money, and many other major outlets. He’s a graduate of the University of South Carolina and Nova Southeastern University, and holds a graduate certificate in financial planning from Florida State University. Cryptocurrency is taxed as property, and as such, any profits will be taxed as capital gains. Capital gains occur when a person https://www.paperscrypto.com/ sells their cryptocurrency for dollars or another cryptocurrency and makes a profit. It has a user-friendly design that makes it easy to buy and sell crypto, a wide selection of coins, and modules with educational content. Coinbase even rewards you with free crypto when you complete its educational modules.

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"

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