As of 2020, there are now over 2,000 vending machines in Australia and New Zealand which are geared to accept cryptos to pay for drinks. If bitcoin ends up equalling the purchasing power of M1 money, the price of a single bitcoin will be $1.5 million. These are very rough approximations, but a full displacement of fiat money would mean the price of a bitcoin would be somewhere http://bitcoinczech.com/ in the neighbourhood of a million and a half dollars. Whether it is a million or two million is immaterial for the discussion below, but I think success means the price of bitcoin will be quite a bit higher than that. By a first approximation, suppose we use on-demand money, M1, for the fiat-bitcoin comparison and further assume they will have the same velocity.
NextAdvisor may receive compensation for some links to products and services on this website. This halving has happened three times since Bitcoin was introduced, with its adoption rising all the while. So the effects of halving on the price of Bitcoin are difficult to pinpoint.
- 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.
- Whichever exchange you choose will require proof of identification—usually a driver’s license or state-issued ID if you’re in the US—when signing up.
Even the value of bitcoin, which some proponents call "digital gold," is extremely volatile. Blockchains record cryptocurrency transactions in encrypted, digital records that live on servers all around the world. Some blockchains allow developers to build in applications and program contracts. Blockchains can also be used to record other types of information — likeproperty records or the origins of a food item.
Bitcoin designers wanted a way to spread bitcoins around without starting with a central authority that has them all and gives them out . Lost bitcoins are just that – gone from the money supply for good, unless someone manages to either recover the keypair; or breaks the underlying crypto. I have read that there is no known algorithm that would allow public keys to be derived from public addresses within a practicable timescale, even with quantum computing. However, the same is not true for deriving private keys from public keys. Thus addresses that have not been used to spend, have benefits in terms of being more QC proof. The raw block data that each miner is trying to solve contains a generation transaction.
This https://fortunetelleroracle.com/credit-score-improvement-tips/despite-bitcoins-dive-a-former-soviet-republic-is-still-betting-big-on-it-488536 currency is most similar to bitcoin but has moved more quickly to develop new innovations, including faster payments and processes to allow more transactions. The investing information provided on this page is for educational purposes only. NerdWallet does not offer advisory or brokerage services, nor does it recommend or advise investors to buy or sell particular stocks, securities or other investments. In case a person obtains a Bitcoin by way of mining, the same may be treated as self-generated capital assets. However, the provisions of Section 55 of the IT Act, which provides for computation of cost of acquisition of self-generated assets does not specifically provide for such a computational method for cryptocurrency. The Government has proposed to introduce a new section 115BBH in the Income Tax Act, 1961 (‘the IT Act’) for taxation of income from transfer of virtual digital assets.
Buying Bitcoin directly from an app like Coinbase allows investors to take “physical” ownership of the asset. That’s an important distinction to make, as Coinbase allows investors to actually buy Bitcoin and store it in their own encrypted wallets. In doing so, investors will simultaneously gain access to the asset’s price performance and use it as a currency to make subsequent transactions. Owning standalone Bitcoin isn’t all that different from owning any other currency, less the incredibly volatile swings in value.
Crypto Could Give Russia Several Ways To Sidestep Sanctions
The CryptoKitties craze of 2017 showed how explosive demand on a single decentralized app on the Ethereum blockchain could congest the entire network. Alice and Bob could agree to use some basic code — a contract of sorts — to alert the system to what the temperature ended up being and pay out based on who was correct. If the temperature goes higher than 70 degrees, the code pays Alice, otherwise, it pays Bob.
The Bitcoin system is a collection of computers (also referred to as "nodes" or "miners") that all run Bitcoin's code and store its blockchain. Figuratively speaking, a blockchain can be thought of as a collection of blocks. Jake Frankenfield is an experienced writer on a wide range of business news topics and his work has been featured on Investopedia and The New York Times among others.
Although the complete blockchain is not needed all at once since it is possible to run in pruning mode. A command line-based daemon with a JSON-RPC interface, bitcoind, is bundled with Bitcoin Core. It also provides access to testnet, a global testing environment that imitates the bitcoin main network using an alternative blockchain where valueless "test bitcoins" are used. Regtest or Regression Test Mode creates a private blockchain which is used as a local testing environment. Finally, bitcoin-cli, a simple program which allows users to send RPC commands to bitcoind, is also included.
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"