How To Start Investing In Cryptocurrency In Six Easy Steps

Coinbase stands out for its easy-to-use interface that makes one-time or recurring crypto investments a snap. CFDs are leveraged products, which means you can open a position for a just a fraction of the full value of the trade. Although leveraged products can magnify your profits, they can also magnify losses if the market moves against you. Mining paperscrypto.com computers select pending transactions from a pool and check to ensure that the sender has sufficient funds to complete the transaction. This involves checking the transaction details against the transaction history stored in the blockchain. A second check confirms that the sender authorised https://www.paperscrypto.com/ the transfer of funds using their private key.

  • Our advanced proprietary multi-market order technology enhances liquidity, tightening spreads and reducing slippage.
  • That’s an entirely separate question, and that requires a lot of market savvy.
  • Fees usually get lower if you trade high volumes, and you can sometimes reduce the cost further by using the exchange's native coin.
  • CFDs are complex instruments and are not suitable for everyone as they can rapidly trigger losses that exceed your deposits.
  • Here are some of the most common questions we get when it comes to our picks fr the best cryptocurrency exchanges.

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.

How To Invest In Bitcoin

Portfolio and cryptocurrency asset management are effective methods to control risk. Other papers included in this survey include topics like pricing rules, dynamic market analysis, regulatory implications, and so on. Table3 shows the general scope of cryptocurrency trading included in this survey.

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"