You don’t have to understand the process of bitcoin in order to start using it, after all, few understand the inner workings of a bank. As a newer and relatively lightly regulated market, consumers are unlikely to have access to state-backed compensation if something goes wrong. Within the space of a single hour on lowest price Monday bitcoin’s value fell by about $3,000, then rose again by about $2,000. The taxation of crypto miningremains an important consideration. It can be, so long as you do your research and invest wisely. Investors might, however, turn Bitcoin into a bad investment if they try to treat it like any other asset.
Bitcoin's volatility is a concern to may investors, however volatility is expected to decrease forever as institutions and governments enter the market with long-term interest. They are in favor of smaller bitcoin blocks, which they say are less vulnerable to hacking. On the other side are the miners, who want to increase the size of blocks to make the network faster and more scalable. Every four years, the number of bitcoins released relative to the previous cycle gets cut in half, as does the reward to miners for discovering new blocks. (The reward right now is 12.5 bitcoins.) As a result, the number of bitcoins in circulation will approach 21 million, but never hit it.
- Some Bitcoin promoters predict higher prices on the assumption funds managers will eventually invest an abritrary proportion, say 5%, of their funds in Bitcoin.
- Even after that verification, Farrokhnia can’t spend the bitcoin that was sent to him just yet — there’s more work to be done.
- The approach could even have some humanitarian implications in scenarios where land has been redistributed without due process or compensation, such as during a war.
While there are some places where you can spend bitcoin, many people just hang on https://writeablog.net/guireekaov/tbilisi-georgia-andmdash-for-three-years-a-windowless-warehouse-on-the-edge-of to them, like you would with other long-term investments. The price volatility of bitcoin makes it difficult to transact day-to-day purchases -- though a handful of crypto-powered debit and credit cards are beginning to change that. Getting started is as minimally complicated as setting up a Paypal account.
As it stands, it has a relatively low throughput, meaning that a limited amount of transactions can be processed per block. If Bitcoin continues to rely on a Proof of Work algorithm, fees would need to rise to keep mining profitable. This scenario is entirely possible, as blocks can only hold so many transactions. If there are a lot of pending transactions, those with higher fees will be included first. A Bitcoin halving is simply an event that reduces the block reward. Once a halving occurs, the reward given to miners for validating new blocks is divided by two .
The Commodity Futures Trading Commission in the U.S. designates bitcoin as a commodity since bitcoin exchanges offer derivative contracts or options on the value of the cryptocurrency. Even with the introduction of bitcoin-linked ETFs, it is difficult to categorize bitcoin because it is still new and different from other assets available. A double-spend situation, for example, would allow miners to pay for something with cryptocurrency and then reverse the transaction later. It means miners keep anything they bought, as well as the cryptocurrency used in the transaction, thereby bilking the seller.
As mentioned, crypto mining consumes a great deal of energy. One peer-reviewed study calculated that, as of November 2018, bitcoin's annual electricity consumption was45.8 terawatt hours,comparable to Hong Kong's net electricity consumption in 2019, according to theU.S. That doesn't even take into account energy consumed by other cryptocurrencies.
How Many Bitcoins Will Ever Be Created?
Blockchain is the technology that enables the existence of cryptocurrency . Bitcoin is the name of the best-known cryptocurrency, the one for which blockchain technology was invented. A cryptocurrency is a medium of exchange, such as the US dollar, but is digital and uses encryption techniques to control the creation of monetary units and to verify the transfer of funds. While there are different kinds of wallets, each has its benefits, technical requirements, and security. As with exchanges, you should investigate your storage choices before investing.
Ever stumble into a conversation about Bitcoin and wonder, "What is cryptocurrency, anyway?" Read on to learn how it works and why cybercriminals love it. Although it is unfortunate that you do not have access to an employer-sponsored retirement plan, you’re far from alone. You mention having individual retirement accounts, but you could look into opening a Roth IRA, which is funded with after-tax dollars. “I would start there,” said Chris Hardy, a certified financial planner at Paramount Investment Advisors.
If it’s not news that the value of Bitcoin has reached a record high of $60,000 (€50,500) for the first time, it’s news that Tesla founder Elon Musk is investing billions in it. The result would be the destruction of a significant amount of wealth. Long-term holders would suffer small losses relative to the price they paid, but cede huge unrealised gains . The biggest losses relative to the purchase price would fall on those who bought less than a year ago, at an average price of $37,000. That would include most institutional investors exposed to crypto, including hedge funds, university endowments, mutual funds and some companies.
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