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.
Ukraine Bans https://www.bitcoin.com/ Purchases With National Currency Amid Martial LawUkraine’s central bank is prohibiting BTC buys with the hryvnia in an attempt to prevent what it calls “unproductive” capital outflows. Now the software is open source, meaning that anyone can view, use or contribute to the code for free. Many companies and organisations work to improve the software, including MIT. Inherent in the bitcoin software is a hard limit of 21 million coins.
- However, this malleability does not include the amounts being paid out, senders and recipients, which can’t be changed later.
- Merchants that do accept bitcoin payments may use payment service providers to perform the conversions.
- The amount of M1 money in the G20 countries is bitcoinczechia.com $31 trillion, which means, of course, that that M1 money can buy $31 trillion worth of goods.
- In particular, suppose we reward whoever successfully validates a block of transactions by crediting them with some infocoins.
- Regtest or Regression Test Mode creates a private blockchain which is used as a local testing environment.
- On 29 November 2013, the cost of one bitcoin rose to a peak of US$1,242.
Both the private key and the address are visible in text form and as 2D barcodes. Today, bitcoin mining companies dedicate facilities to housing and operating large amounts of high-performance mining hardware. Regarding ownership distribution, as of 16 March 2018, 0.5% of bitcoin wallets own 87% of all bitcoins ever mined. There were also a range of other developers including Pieter Wuille and Peter Todd who contributed to the development of Bitcoin Core – the first client on the Bitcoin network. A client is a piece of software that enables a network participant to run a node and connect to the blockchain. Whoever successfully unlocks the next block is rewarded with a set number of bitcoin known as “block rewards” and gets to add a number of transactions to the new block.
Bitcoin has delivered unbelievable results so far, but it's still a risky investment. Checking for a double spend within a block is computationally negligible. These are important questions because they go to the ability of Bitcoin to evolve and develop, but it is very hard to find any good general account of these issues.
Insider's Guide To The Metaverse: How To Play, Make Money, And Party In 7 Of The Most Popular Virtual Worlds Right Now
Because of the disproportionate amount of investor and speculative demand for bitcoins relative to the currently limited adoption of bitcoins in retail and commercial markets, bitcoins are subject to price volatility. Retail and commercial acceptance of Bitcoins for payment could even contract in the future. Unlike US dollars, whose buying power the Fed can dilute by printing more greenbacks, there simply won't be more bitcoin available in the future.
<img src="data:image/jpeg;base64,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"