What Does The Future Hold For Cryptocurrency?

Does grant Congress full power to “coin money and declare value.” And a subsequent subparagraph grants Congress full power to outlaw any currency it wishes for citizen uses as legal tender. For decentralization miners should also choose their own blocks by running as a full node and filling in the details into the coinbase provided by getblocktemplate. Am I to understand that it takes about 60 minutes to pay somebody through the Bitcoin network? I reached this conclusion based on the 10 minute average block confirmation and the requirement of it being 6 back in the chain before it is considered confirmed. On 1, it’s true that in different forks, different miners will have been rewarded. However, over time only one of the forks will become the accepted consensus for confirmed transactions.

Their value is in being a trusted and accepted unit of exchange. Gold has a fundamental value also, based on its use for jewellery or dental fillings or in electronics. In the case of company shares, the fundamental value is the dividend paid from profits. A standard measure used by investors is the https://www.investopedia.com/terms/c/czk.asp price-to-earnings ratio. In property, the fundamental value reflects the rent the investor earns (or the owner-occupier saves). Bitcoin Cash, like Bitcoin Diamond, is also easier to mine and is more of an open field for novices and newcomers than the highly competitive field of Bitcoin mining.

Of course, any still-pending transactions in A will still be pending in the queues of the miners working on fork B, and so all transactions will eventually be validated. Obviously, it’s possible to make this puzzle more or less difficult to solve by requiring more or fewer zeroes in the output from the hash function. In fact, the Bitcoin protocol gets quite a fine level of control over the difficulty of the puzzle, by using a slight variation on the proof-of-work puzzle described above. Instead of requiring leading zeroes, the Bitcoin proof-of-work puzzle requires the hash of a block’s header to be lower than or equal to a number known as the target.

A paper wallet is a type of cold wallet in which the public and private keys needed for a transaction are printed on a piece of paper for an extra measure of security. A transaction cannot be made without the information on the piece of paper, which is generated online and can then be printed. More often used for long-term or high-security investments, they’re intentionally slower to use than other kinds of cryptocurrency wallets. You store your cryptocurrency in something called a digital wallet—usually in an app or through the vendor where you purchase your coins.

These discount retailers stock plenty of bargains, but not all of the merchandise is worth the buck, especially since Dollar Tree’s price increase. There’s also a show called Stoner Cats (yes, it’s about cats that get high, and yes it stars Mila Kunis, Chris Rock, and Jane Fonda), which uses NFTs as a sort of ticket system. Currently, there’s only bitcoinczech.com one episode available, but a Stoner Cat NFT is required to watch it. No, but technically anything digital could be sold as an NFT (including articles from Quartz and The New York Times, provided you have anywhere from $1,800 to $560,000). William Shatner has sold Shatner-themed trading cards (one of which was apparently an X-ray of his teeth).

Why Is The Price Of Ethereum So High?

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  • On a protocol level, Bitcoin is a distributed network of computers that maintains a record/ledger of all BTC transactions.
  • Be sure to store your mining computer in a cool and well-ventilated part of your house since it will generate a lot of heat.
  • See your Cardholder Agreement for details on all ATM fees.
  • At NextAdvisor we’re firm believers in transparency and editorial independence.
  • For quite a while, it grew an underground following of investors who saw its future as a possible replacement to the physical monetary system.

You can also drill down into specific addresses and transactions. For now, investors should pay special considerations to the rate by which Bitcoin and other relevant cryptocurrencies are being adopted. Not unlike traditional equities, Bitcoin increases in value when more people are interested, and more people are interested in buying Bitcoin today than ever before. Whether it is pure conviction or an inherent fear of missing out on what many predict to be the greatest transfer of wealth in American history, trading volume continues to increase exponentially. For the better part of a year, in fact, Bitcoin trading volume has steadily increased. Bitcoin uses a digital technology called “blockchain,” an advanced coding mechanism that disperses a single code over thousands of different computers.

Virtual Currency

Proof-of-stake, like proof-of-work, is a way to add new transactions to a blockchain to create tokens. This system requires those who are hoping to create new digital tokens to deposit other coins — called stake — into the network. When it comes to Bitcoin and many other popular cryptocurrencies, the computers tied to the bitcoinczechia network verify vet and record transactions by solving complicated cryptological math problems. Verifying transactions helps crack down on double-spending, which is when a digital currency is spent twice.

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"

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