12 Best Cryptocurrency Stocks To Invest In 2021

While cryptocurrencies are new and exciting, they simply cannot meet the demands of consumers. Cryptocurrencies cannot be used to https://writeablog.net/zorachdvty/in-2014-the-irs-issued-a-notice-that-virtual-and-digital-currency-is-treated secure a mortgage, a car loan, or any of the other financial needs you may have. For these forms of financial support, working with your local bank is imperative. While leverage will magnify your profits, it also brings the risk of amplified losses – including losses that can exceed your margin on an individual trade. Leveraged trading therefore makes it extremely important to learn how to manage your risk.

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 investmentalk.com 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.

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"