This website is using a security service to protect itself from online attacks. There are several actions that could trigger this block including submitting a certain word or phrase, a SQL command or malformed data. The AFL refused to comment on the deal, saying it doesn’t discuss commercial partnerships.
Overall, the model was able to achieve a 3% monthly profit in Miroslav’s experiments . Broek applied pairs trading based on cointegration in cryptocurrency trading and 31 pairs were found to be significantly cointegrated (within sector and https://robinhood.com/us/en/support/articles/cryptocurrency-investi... cross-sector). By selecting four pairs and testing over a 60-day trading period, the pairs trading strategy got its profitability from arbitrage opportunities, which rejected the Efficient-market hypothesis for the cryptocurrency market.
Once you have chosen your platform, the next step is to fund your account so you can begin trading. Most crypto exchanges allow users to purchase crypto using fiat (i.e., government-issued) currencies such as the US Dollar, the British Pound, or the Euro using their debit or credit cards – although this varies by platform. EToro has been around for a while in the UK and throughout Europe, but they are now allowing traders in the United States.
Long-and-short term trading research There are significant differences between long and short time horizons in cryptocurrency trading. In long-term trading, investors might obtain greater profits but have more possibilities to control risk when managing a position for weeks or months. It is mandatory to control for risk on long term strategies due to the increase in the holding period, directly proportional to the risk incurred by the trader. On the other hand, the longer the horizon, the higher the risk and the most important the risk control. The shorter the horizon, the higher the cost and the lower the risk, so cost takes over the design of a strategy. In short-term trading, automated algorithmic trading can be applied when holding periods are less than a week.
Screen for heightened risk individual and entities globally to help uncover hidden risks in business relationships and human networks. Manturov said regulations for the use of cryptocurrencies would in the first instance be formulated by the central bank, and then by the government. Manturov was asked at a forum whether he believed cryptocurrencies would become legal as https://www.paperscrypto.com/ a means of payment.
This comprehensive study found that technical trading rules provide investors with significant predictive power and profitability. Corbet et al. analysed various technical trading rules in the form of the moving average-oscillator and trading range break-out strategies to generate higher returns in cryptocurrency markets. By using one-minute dollar-denominated Bitcoin close-price data, the backtest showed variable-length moving average rule performs best considering it generates the most useful signals in high frequency trading.
Exchanges reflect current market prices of the cryptocurrencies they offer. Dollar or another currency on an exchange, to leave as cash within your account or withdraw to your regular bank account. So, technically speaking, cryptocurrency exchanges can be considered brokers. However, as we discussed above, there are two different types of intermediaries that facilitate the buying and selling of cryptocurrencies. Cryptocurrency exchanges, which allow users to buy and sell cryptocurrencies only. And brokerages that offer cryptocurrency trading alongside other investments like stocks and bonds.
Before converting real dollars, euros, pounds, or other traditional currencies into ₿ , you should understand what cryptocurrencies are, what the risks are in using cryptocurrencies, and how to protect your investment. Citing risks to financial stability from the rising number of crypto transactions, other central bank officials said last year they did not see room for cryptocurrency to be used on the Russian financial market. Australia’s largest bank has paused the launch of cryptocurrency trading through its app amid turmoil and uncertainty in the market. Australia’s Commonwealth Bank has paused its app-based cryptocurrency trading after market turmoil. It’s was so untrue to me at the end when I found out that all this they were waiting for me to pile up all my fund so they can scam me all my money.
For example, if you want to buy cryptocurrency on your mobile, look for the best cryptocurrency app. You just need to choose two currencies, one available on your account balance and one you want to receive. Additionally, the variety of payment options, including cards like Visa and Mastercard, wire transfers , as well as electronic wallets contributes to the convenience of the service. In addition, the two-factor authentication, DDoS protection, and use of multisignature Bitcoin addresses turn it into one of the safest crypto exchanges in the USA and around the globe.
With that in mind, here are some of the best crypto exchanges for May 2022. These include brokers, exchanges, and apps you can use to start building your own cryptocurrency portfolio today. Cryptocurrency http://paperscrypto.com/ prices, buy and sell virtual currencies, exchange them between each other, or convert them into fiat funds. We know that sometimes deep dive into the crypto economy may mean some technical barriers.
Money laundering issues are also present in regular bank transfers, however with bank-to-bank wire transfers for instance, the account holder must at least provide a proven identity. Most cryptocurrencies are designed to gradually decrease the production of that currency, placing a cap on the total amount of that currency that will ever be in circulation. Compared with ordinary currencies held by financial institutions or kept as cash on hand, cryptocurrencies can be more difficult for seizure by law enforcement.
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"
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