So where the heck do we get the wordcryptocurrencyfrom, anyway? It comes from the wordcryptography—meaning the art of writing or solving codes. And cryptocurrencies can’t be copied, which makes them easy to track and identify as they’re traded. However, you need to understand how cryptos fit your other investments.
From an outside point of view, it is never a good scene seeing people make massive profits within minutes from pumped-up coins. Honestly, I never like such situations any more than you do. Buying tokens is the most straightforward approach to crypto. But other opportunities exist for exploring the crypto world while potentially protecting your money from seesawing swings. Crypto is so new, there isn't enough data yet to decide how much of your portfolio "should" be in cryptocurrency, according to Cesare Fracassi, who runs the Blockchain Initiative at the University of Texas, Austin.
Bitcoin Wallet: How To Choose The Right One For Your Cryptocurrency
It is therefore very important to keep the private keys to your wallet safe and secure. Explore articles, videos and other educational resources on cryptocurrency so you can navigate the market with confidence. Who we work with – this includes a broad network of companies, investors, and other stakeholders. We focus on building strong relationships to connect stakeholders to one another. TradeBlock’s API-centric end-to-end platform enables institutions to streamline their crypto asset trading workflows with purpose-built pre-trade, trade execution, post-trade, and reporting solutions. CoinDesk is the leading independent source of blockchain news, research, and data.
- The stock market pulled back from the brink of a bear market as rate-hike expectations eased, at least for now.
- An electronic signboard of a Bithumb cryptocurrency exchange in Seoul, South Korea.
- The value of the coin, and every other cryptocurrency, started to plunge.
But with Bitcoin and other cryptocurrencies seeing wild fluctuations in price, there’s an opportunity for big gains, if you can stomach the risk. Digital platforms like Coinbase and Robinhood have made it significantly easier for people to invest in popular cryptocurrencies like Bitcoin. However, the process is still slightly more complex than acquiring a traditional currency. A financial advisor can help you create a financial plan to help you reach your crypto investment goals. Though technical analysis is mostly reserved for short-term projections, it’s possible to learn a lot about how it reacts to external events by outlining patterns in the asset’s price chart. This can be particularly beneficial in the long-term and, combined with fundamental analysis, can provide a well-rounded idea of a project’s value.
Why Are Cryptocurrencies Important?
Therefore, it is https://www.taringa.net/isiriajefl/the-investor-s-guide-to-cryptocurrency-offerings_536fku necessary to apply proper theories about the investment behavior to find what factors affect those behaviors and give some instructions on how to deal with CC for individual investors. For long-term investments, many customers choose to stick to the top coins by market capitalization, such as BTC, XRP and ETH and others as shown on the cryptocurrency prices table. This will give you a good idea of what the community generally thinks is most valuable and is an excellent way to dip your feet into the world of blockchain technology.
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