1) With regard to transaction fees, I assume it is up to the first miner to successfully validate a block to determine if your offered fee is large enough to be included in the next iteration of the block chain. Additionally, I assume you have to determine what fee you’re willing to pay well in advance of the next chain being verified. If this is the case and we bitcoinczech.com fast-forward to 2140, won’t all miners (assuming the computing power isn’t concentrated) be incentivized to take ANY transaction fee no matter how small? I think you’re confusing an investment with a medium of exchange. An investment should be “backed up” by something, in the sense that it should give the holder a claim future cash flows or other real assets.
"I'm going to continue suffering with or without https://www.coinbase.com/learn/crypto-basics/what-is-bitcoin," said sweets seller Jose Herrera, who said he had trouble accessing a mobile phone. Still, the poorest may struggle to access the technology needed to make bitcoin work in El Salvador, where nearly half the population has no internet access and many more only have spotty connectivity. The bold experiment got off to a bumpy start when shortly after midnight, Salvadoran President Nayib Bukele complained the government-backed bitcoin app was not available on various internet platforms including Apple and Huawei. Earning a profit as a home Bitcoin miner is difficult because of the expenses involved.
- The project also maintains the cryptography library libsecp256k1.
- Every ten minutes or so these transactions are collected together by miners into a group called a block and added permanently to the blockchain.
- According to the Bitcoin Mining https://postheaven.net/pjetusuwam/there-are-more-than-fifty-merchants-who-accept-bitcoin-in-vancouver-or-the Council and based on a survey of 32% of the current global bitcoin network, 56% of bitcoin mining came from renewable resources in Q2 2021.
- This left opportunity for controversy to develop over the future development path of bitcoin, in contrast to the perceived authority of Nakamoto's contributions.
- In December 2020 Massachusetts Mutual Life Insurance Company announced a bitcoin purchase of US$100 million, or roughly 0.04% of its general investment account.
- The second possibility when you follow a chain of transactions back in time is that eventually you’ll arrive at a so-called coinbase transaction.
Choosing your investment strategy is important to success in investing. A common strategy is to buy and hold onto Bitcoin in the hopes of riding out the ups and downs in valuation for a higher average return. Now that you’re ready to purchase Bitcoin, you’ll go through the process of buying however much you can afford.
Browse an unrivalled portfolio of real-time and historical market data and insights from worldwide sources and experts. In the run-up to the launch, the government installed ATMs that allow bitcoin to be converted into dollars and withdrawn without commission from the digital wallet Chivo. More than 1,000 people held a protest in San Salvador on Tuesday against the adoption of bitcoin, burning a tire and setting off fireworks in front of the Supreme Court.
How Bitcoin Grew Up And Became Big Money
Ledger, for example, has been making cold wallets for years now and could be a good place to start. You don't need to be a millionaire to invest in crypto, but you do need to be cautious and realistic about potential returns on investment. The information in this site does not contain investment advice or an investment recommendation, or an offer of or solicitation for transaction in any financial instrument.
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"