18 Bitcoin Etfs And Cryptocurrency Funds You Should Know

Since all miners have it and there is greater than a 99% chance of this transaction going into the next block once it is broadcast, it is as good as confirmed. "Bitcoin is already playing a key role in the unsteady financial systems of some developing markets." Accessed Oct. 10, 2021. "All the cryptocurrency merchants and ATMs of the world in one map." Accessed Aug. 14, 2021. Investopedia requires writers to use primary sources to support their work. These include white papers, government data, original reporting, and interviews with industry experts. We also reference original research from other reputable publishers where appropriate.

There are even a number of former aluminum smelters, such as the hydro Alcoa plant in Massena, NY, that have been directly repurposed as Bitcoin mines. In the wet season in Sichuan and Yunnan, enormous quantities of renewable hydro energy are wasted every year. Another key factor that makes Bitcoin’s energy consumption different from that of most other industries is that Bitcoin can be mined anywhere. Almost all of the energy used worldwide must be produced relatively close to its end users — but Bitcoin has no such limitation, enabling miners to utilize power sources that are inaccessible for most other applications. This certainly sounds alarming — but the reality is a little more complicated.

You can even spend your proceeds from a free Visa debit card. You cannot make purchases through other platforms, such as PayPal or Dwolla, using Bitcoins because of the potential for fraud. You can earn them by supporting the process of verifying transactions in the Bitcoin system, called mining. That is, a Bitcoin transaction takes an https://diigo.com/0octeg average of 10 minutes to be resolved – 90 minutes at the most. During that process, there are confirmations that occur that the transfer of Bitcoins is occurring. The fewer the number of confirmations requested – you can request zero – the lower the fee to send coins; there is never a fee to receive Bitcoins.

And crypto fans have more investment options than ever before as the list of bitcoin and other cryptocurrency exchange-traded funds continues to swell. And as far as transaction fees, Bitcoin’s natural constraints on the number of transactions it can process combined with users’ finite tolerance for paying fees limit the growth potential of this as a revenue source. The obvious solution is that when Alice sends Bob an infocoin, Bob shouldn’t try to verify the transaction alone. Rather, he should broadcast the possible transaction to the entire network of Infocoin users, and ask them to help determine whether the transaction is legitimate.

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A cryptocurrency is a digital or virtual currency that uses cryptography and is difficult to counterfeit. Since the first block was mined in 2009, bitcoin has made substantial inroads. The impressive rate of adoption suggests that virtual currencies are here to stay. While it is not surprising that international financial centers have embraced bitcoin, it's interesting that smaller towns have done so, too. The national government has also worked with entrepreneurs to introduce a simplified bitcoin wallet for low-fee transactions. There are now some 15,000 businesses that accept payment in cryptocurrency around the world, and more than 2,000 of them are in the United States.

  • A blockchain is a decentralized ledger of all transactions across a peer-to-peer network.
  • As before, she tries to double spend the same infocoin with both Bob and Charlie.
  • No uniform convention for bitcoin capitalization exists; some sources use Bitcoin, capitalized, to refer to the technology and network and bitcoin, lowercase, for the unit of account.
  • Bitcoin mining is energy-intensive and has a negative environmental impact.

A blockchain is a decentralized ledger of all transactions across a peer-to-peer network. Using this technology, participants can confirm transactions without a need for a central clearing authority. Potential applications can include fund transfers, settling trades, voting, and many other issues.

In the world of atoms we achieve security with devices such as locks, safes, signatures, and bank vaults. In the world of bits we achieve this kind of security with cryptography. Miners gather pending transactions from a mempool to group inside of a new “block.” Miners verify that Sean has the bitcoinczech.coms to spend and that his signature is valid. Once the miner finds a solution to add the block, it is confirmed and appended to previously verified blocks. Also, a timestamp server takes a hash of a block of transactions and publicly broadcasts the hash. Each timestamp includes the previous timestamp in its hash, so each additional timestamp reinforces the ones before it.

Trade Your Crypto Buy Your Nfts And Pay Your Taxes

In 2013, prices started at $13.30 rising to $770 by 1 January 2014. For broader coverage of this topic, see Cryptocurrency wallet. As of April 2022, it takes on average 122 sextillion attempts to generate a block hash smaller than the difficulty target.

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"

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