The smallest unit of measurement for Bitcoin is called a Satoshi, and it’s 1/100 million of 1 bitcoin. The shift to PoS, however, is not expected to reduce the transaction fees on the network which is one of the largest pain points for users. One solution for this to also look out for in 2022 is the continued development of layer 2 scaling solutions like Polygon. Networks like Polygon aim to significantly reduce gas fees and transaction times on the Ethereum blockchain making it more accessible to users. There is no single best cryptocurrency, but there may be the best cryptocurrency for a certain use case. For example, Bitcoin is the best cryptocurrency to use as a store of value asset because it has the most widespread adoption and a finite supply of 21 million coins.
They contain important information, rights and obligations, as well as important disclaimers and limitations of liability, and assumptions of risk, by you that will apply when you do business with these companies. TradeStation Securities is a member of SIPC, which protects securities customers of its members up to $500,000 (including $250,000 for claims for cash). TradeStation Securities’ SIPC https://www.forbes.com/advisor/investing/cryptocurrency/how-to-buy-cryptocurrency/ coverage is available only for securities and for cash held in connection with the purchase or sale of securities, in equities and equities options accounts. Explanatory brochure available upon request or at SIPC coverage is not available for TradeStation Crypto accounts. Whether you’re new to crypto or a seasoned trader, you can earn interest on your eligible crypto assets — no lockups.
Many banks do not offer virtual currency services themselves and can refuse to do business with virtual currency companies. While traditional financial products have strong consumer protections in place, there is no intermediary with the power to limit consumer losses if Bitcoins are lost or stolen. One of the features cryptocurrency lacks in comparison to credit cards, for example, is consumer protection against fraud, such as chargebacks. An initial coin offering is a controversial means of raising funds for a new cryptocurrency venture. An ICO may be used by startups with the intention of avoiding regulation.
- You could end up buying at a higher price or selling at a lower price than you’d want.
- Choose from Bitcoin, Ethereum, Litecoin, Tether , Tether , and Bitcoin Cash.
- Cryptohopper's Algorithmic Intelligence platform has allowed us to visualize, deploy and automate various trading strategies to applicable markets.
- There are different kinds of crypto traders, and with different kinds of traders, there comes various methods of trading.
- Take your time researching an investment opportunity before handing over your money.
- As a Cryptocurrency trader, it is very important to know how to assess your risks and when to cut your losses.
Therefore, check trader’s past performance, ROI, investment size, asset selection, risk management, and other parameters. Backtesting — It is the most essential step when working with a trading strategy. The trading bot platform runs your strategy on historical data and provides you valuable insights. Make sure your backtest must be realistic to understand the role of variables like trading fees, slippage, and latency. According to the performance result, you can fine-tune your strategy.
Best Crypto Exchange For Crypto Enthusiasts
Price — I believe you should always look for the best trading tool and not worry about if it’s a little expensive because your trades will automatically pay for the tool. There are some key things you should consider while selecting a trading bot. Because on the part of the implementation, you just need to select the trading range and configure the grid details. However, creating an API key on an exchange like Binance or others, only provides necessary permissions related https://tysongprl576.shutterfly.com/33 to trading. Non-custodial — The safety of your cryptocurrencies should always be the first priority, so always choose software that doesn’t ask you to deposit your crypto on their platform.
In communities in that have been underserved by the traditional financial system, some people see cryptocurrencies as a promising foothold. Pew Research Center data from 2021 found that Asian, Black and Hispanic people "are more likely than White adults to say they have ever sharemontinvestments.com invested in, traded or used a cryptocurrency." They share many similarities with cryptocurrencies, and they can be bought and sold in many of the same marketplaces. One common way cryptocurrencies are created is through a process known as mining, which is used by Bitcoin.
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"