What Is Cryptocurrency, And Should You Invest?

News 3 spoke to financial expert Carl Carlson with Carlson Financial, who explained what https://wallstreethack.com cryptocurrency is compared to regular dollars and cents. Buy any fraction of Bitcoin on Paxful with zero fees from millions of traders around the world. We connect buyers with sellers where they can purchase amounts of BTC for as little as 10 USD. One of the main rules of cryptocurrencies is “the one who waits takes the profit”.

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"

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