Check out CoinMarketCap Alexandria’s guide on the top cold wallets of 2021 and top hot wallets of 2021. ”A group of miners who didn’t like SegWit2x are opting for this new software that will increase the size of blocks from the current 1 megabyte to 8,” Morris told Business Insider. Until just before the decision, the solution known as Segwit2x, which would double the size of bitcoin blocks to 2 megabytes, seemed to have universal support. Each bitcoin has a complicated ID, known as a hexadecimal code, that is many times more difficult to steal than someone’s credit-card information. And since there is a finite number to be accounted for, there is less of a chance bitcoin or fractions of a bitcoin will go missing. With any Bitcoin price change making news and keeping investors guessing.
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)
At present, miners are heavily reliant on renewable energy sources, with estimates suggesting that Bitcoin’s use of renewable energy may span anywhere from 40-75%. However, to this point, critics claim that increasing Bitcoin’s renewable energy usage will take away from solar sources powering other sectors and industries like hospitals, factories or homes. The Bitcoin mining community also attests that the expansion of mining can help lead to the construction of new solar and wind farms in the future. Because bitcoin cash initially drew its value from bitcoin’s market cap, it caused bitcoin’s value to drop by an amount proportional to its adoption on launch. To be sure, only a minority of bitcoin miners and bitcoin exchanges have said they will support the new currency. But go by its recent boom — and a forecast by Snapchat’s first investor, Jeremy Liew, that it will hit a bitcoin price of $500,000 by 2030 — and nabbing even a fraction of a bitcoin starts to look a lot more enticing. 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.
Bitcoin Btc Price In Usd With Live Chart & Market Cap
Bitcoin can be purchased through a digital marketplace, through which you can fund your account with your currency of choice, and place an order on the open market. Significant percentage of bitcoin mining uses renewable energy instead of traditional energy sources that are bad for the environment. No, thanks to the Bitcoin protocol, your bitcoin cannot be copied. The word ‘crypto’ in ‘cryptocurrency’ comes from the word ‘cryptography’, a technique that allows for secure communication, meaning that it is impossible to counterfeit bitcoin, unlike fiat. In fact, https://www.beaxy.com/ Bitcoin solves the issue of double-spending, a loophole in traditional digital cash that allows a user to spend the same amount of funds twice. The percent change in trading volume for this asset compared to 7 days ago. The percent change in trading volume for this asset compared to 24 hours ago. Since 2017, DigitalCoinPrice has become one of the trusted brands within the crypto community. This success award goes to the combination of people, accurate crypto market analysis and data, the latest news, latest blogs, advertisement placements, and many more.
![1btc to dollar](https://www.beaxy.com/images/pages/pageHome/calc-bullit-third.webp)
Do consult your financial advisor before making any decisions. CurrencyConverterr will not be responsible for any trading decisions. Compare Bitcoin to gold and other precious metals by checking out the converters for Bitcoin to gold, Bitcoin to silver, 1btc to dollar Bitcoin to platinum, and Bitcoin to palladium. LIVE CRYPTO PRICE CHARTS, NEWS in multiple currencies including US Dollars, Euros, Pounds Sterling, and more. We hope that the new LIVE CRYPTO PRICE charts are a useful addition to Binance.com.
Bitcoin Price History
This means every node needs to upgrade before the new blockchain with the hard fork activates and rejects any blocks or transactions from the old blockchain. The old blockchain will continue to exist and will continue to accept transactions, although it may be incompatible with other newer Bitcoin clients. Over the past few decades, consumers have become more curious about their energy consumption and personal effects on climate change. When news stories started swirling regarding the possible negative effects of Bitcoin’s energy consumption, many became concerned about Bitcoin and criticized this energy usage. Mining Bitcoins can be very profitable for miners, depending on the current hash rate and the price of Bitcoin. As of mid-September 2021, the Bitcoin mining reward is capped to 6.25 BTC after the 2020 halving, which is roughly $299,200 in Bitcoin price today. The new software has all the history of the old platform; however, bitcoin cash blocks have a capacity 8 megabytes.
No one controls these blocks, because blockchains are decentralized across every computer that has a bitcoin wallet, which you only get if you buy bitcoins. Our currency rankings show that the most popular US Dollar exchange rate is the USD to USD rate. Options added for millibitcoins, and 3 new cryptocurrencies. See the Bitcoin exchange rate i.e. the current value of one bitcoin. There are several differences between a blockchain and a database, including the level of control. Blockchains are under a decentralized control, whereas a centralized database creates a dependent relationship between users and administrators. Users tend to prefer confidentiality, which is better achieved through a centralized database. Performance also differs, as a centralized database is able to compute information faster than blockchains.
Similar To 1 Btc Usd Rates
Check live rates, send money securely, set rate alerts, receive notifications and more. Enter the number of bitcoins you have, and watch their value fluctuate over time. A distributed ledger is a database, digitally recording transaction information using cryptography, making it secure and unforgeable. If you are looking for quick access to your BTC to facilitate trading, you can consider storing your Bitcoin on the Binance exchange. Market cap is calculated by multiplying the asset”s circulating supply with its current price.
![1btc to dollar](data:image/jpeg;base64,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)
Popularity is based on the relative market cap of assets. Binance has the lowest transaction fee rate amongst all major trading platforms. Using a crypto portfolio tracker has become more convenient than it was in the past. This tool enables you to keep track of your crypto assets.
How Secure Is The Bitcoin Network?
(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. True to its origins as an open, decentralized currency, bitcoin is meant to be a quicker, cheaper, and more reliable form of payment than money tied to individual countries. In addition, it’s the only form of money users can theoretically ”mine” themselves, if they have the ability. Create a chart for any currency pair in the world to see their currency history. These currency charts use live mid-market rates, are easy to use, and are very reliable. These percentages show how much the exchange rate has fluctuated over the last 30 and 90-day periods. These are the lowest points the exchange rate has been at in the last 30 and 90-day periods. These are the highest points the exchange rate has been at in the last 30 and 90-day periods. You can use Bitcoin to send money to anyone via the Internet with no middleman. Bitcoin is secured with a Proof-of-Work mechanism, which means millions of miners work together to secure the decentralized network.
- The world’s most well-known cryptocurrency, however, suffered a notable correction in April after speculation on government regulation.
- Bitcoin transactions are fully transparent and can’t be censored.
- (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.
- To be sure, only a minority of bitcoin miners and bitcoin exchanges have said they will support the new currency.
- The fee is awarded to whichever miner adds the transaction to a new block.
It’s a financial system backed by thousands of computers, known as ‘nodes’, around the world, instead of a single central bank or government, i.e. hence the term ‘decentralization’. To check Bitcoin price live in the fiat currency of your choice, you can use Crypto.com’s converter feature in the top right corner of this page. Convert money to all main currencies with currency converter. The process of requiring network contributors to dedicate time and resources to creating new blocks ensures the network remains secure. As of 2021, the Bitcoin network consumes about 93 terawatt hours of electricity per year – around the same energy consumed by the 34th-largest country in the world. In February 2011, BTC’s price reached parity with the U.S dollar for the first time. The milestone encouraged new investors into the market, and over the next four months, bitcoin’s price continued to rise – peaking at over $30. To check Bitcoin price live in the fiat currency of your choice, you can use CoinMarketCap’s converter feature directly on the Bitcoin currency page. A hard fork is a protocol upgrade that is not backward compatible.