For use as a distributed ledger, a blockchain is typically managed by a peer-to-peer network collectively adhering to a protocol for validating new blocks. Once recorded, the data in any given block cannot be altered retroactively without the alteration of all subsequent blocks, which requires collusion of the network majority. A cryptocurrency, crypto-currency, or crypto is a collection of binary data which is designed to work as a medium of exchange. Cryptocurrencies are generally fiat currencies, as they are not backed by or convertible into a commodity.

This presentation is not a substitute for such professional advice or services, nor should it be used as a basis for any decision or action that may affect your business. Before making any decision or taking any action that may affect your business, you should http://thewallstreetfox.com/ consult a qualified professional adviser. Of course, the first and final refrain for treasury must always be that the governance of digital assets is a living and adaptive process. It constantly follows and must adjust to market and risk realities.

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Com in an attempt to get a refund on my stolen investment and days after, I was fortunate to get back my initial investment. I’m currently waiting on the possibility of having some of the profits recovered as well. If your bitcoin gets stolen, then it can be a very frustrating time but instead of getting frustrated, it is important to act fast so that you can get your money back. Unluckily, there are many victims that do not get their money back because it is very hard to track down the people behind it. The thief is either in another country or using fake identities. But in some cases, it is easy to track the person who has stolen your bitcoin.

●A strategist’s guide to blockchain examines the potential benefits of this important innovation—and also suggests a way forward for financial institutions. Explore how others might try to disrupt your business with blockchain technology, and how your company could use it to leap ahead instead. The most important thing, as with any potential investment, is to have a clear idea of the risks you’re taking. You shouldn’t put yourself in a situation where your financial health is dependent on the success of cryptocurrencies. However, if you’re well aware of the risks and you want to give it a shot anyway, you may get lucky.

Crypto 101: The Abridged Version

There are easy ways to buy Bitcoin — as well as purchase any number of other cryptocurrencies in the news. We may receive compensation from the products and services mentioned in this story, but the opinions are the author's own. Learn more about how we make money and our editorial policies. Urquhart found that bitcoin return significantly inefficient but in the process of moving towards an efficient market. Krafft et al. found that individual “buy” actions led to thewallstreetfox.com short-term increases in subsequent buy-side activity hundreds of times the size of our interventions.

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"

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