While originally created as a token to pay for discounted trades, Binance Coin can now be used for payments as well as purchasing various goods and services. Non-fungible tokens are digital assets that represent art, collectibles, gaming, etc. The Ethereum blockchain was the first place where NFTs were implemented but now many other blockchains have created their own versions of NFTs. Regulators in several countries have warned Learn more here against cryptocurrency and some have taken measures to dissuade users.
- In April of 2011, the price of one bitcoin was $1; this April it reached an all-time high of almost $65,000, and as of this writing each one is worth approximately $48,000.
- Bitmain Technologies Ltd., Xilinx, Inc., Intel Corporation, Advanced Micro Devices, Inc., Ripple Labs, Inc., Bitfury Group Limited., Ledger SAS, Nvidia Corporation, BitGo, Xapo are some of the top companies in the market.
- Individual cryptocurrencies may cap the total in circulation or ever created, but there’s no way to stop the proliferation of cryptocurrencies as such.
- Contact him on W I Z A R D C R E D I T H A C K at C O N S U L T A N T dot COM.
- The ledger is not controlled by either of you, but it operates on consensus, so both of you need to approve and verify the transaction for it to be added to the chain.
- A network with a lower-priced coin but a higher circulating supply might have a higher total valuation than one with a higher-priced coin but lower circulating supply.
The rate of increase of the supply of Bitcoin decreases until the number of Bitcoin reaches 21 million, which is expected to take place in the year 2140. As Bitcoin adoption increases, the slowing growth in the number of Bitcoin all but assures that the price of Bitcoin will continue to grow. For a deeper dive on the technology powering cryptocurrencies, check out this guide from Toptal’s Engineering blog.
I therefore prefer to record the seed phrase in an image file, and then hide the image among a vast horde of other images where it gets tucked away inconspicuously unless you know what you’re looking for. To be a successful crypto investor, however, you’ll also need a general grasp of cryptocurrencies, The later sections of this article therefore provide cryptoboarding.com a solid overview of cryptocurrencies. If you want to dig still deeper into the crypto world by investing in or even creating non-fungible tokens, you should also read Expensivity’s companion piece on non-fungible tokens. Crypto can provide a store of value when conventional currencies lose their purchasing power, especially in times of hyperinflation .
When a trade is executed, the funds are transferred directly on the blockchain using the magic of smart contracts. Since technical analysis can be applied to essentially any market with historical data, it’s widely used by cryptocurrency traders. But with smaller blocks, we can’t achieve many transactions per second .
Crypto needs some trustworthy way to track all those transactions, and that's what a blockchain is. This is another reason why bitcoin may not strike you as a regular currency. Go to a pet store, a bodega or a hot dog cart, and you'll find it very hard to buy something with a cryptocurrency.
For example, commodities like wheat or salt are perishable through fungal, pest, water, fire, bacterial activity and are also destroyed by the process of consumption. As mentioned above, referring to Meera , money can play https://cryptoboarding.com/ an efficient and effective role if it meets the seven requirements. First of all, this paper will examine whether cryptocurrency represented by Bitcoin has fulfilled the seven requirements compared with other currencies .
Its governance differs from bitcoin, which does not have an entity in charge. Libra will trade on a network of exchanges, which Facebook did not identify. As the price drops, the difficulty is reduced, making it easier to mine the coins. Blockchains do not have any middleman, which means the transaction costs are much lower in a blockchain as compared to the traditional banking system.
Although this theory is a popular way to justify inflation amongst central bankers, it does not appear to always hold true and is considered controversial amongst economists. Consumer electronics is one example of a market where prices constantly fall but which is not in depression. Similarly, the value of bitcoins has risen over time and yet the size of the Bitcoin economy has also grown dramatically along with it. Because both the value of the currency and the size of its economy started at zero in 2009, Bitcoin is a counterexample to the theory showing that it must sometimes be wrong. Bitcoins have value because they are useful as a form of money.
There is no guarantee that Bitcoin will continue to grow even though it has developed at a very fast rate so far. Investing time and resources on anything related to Bitcoin requires entrepreneurship. There are various ways to make money with Bitcoin such as mining, speculation or running new businesses. All of these methods are competitive and there is no guarantee of profit. It is up to each individual to make a proper evaluation of the costs and the risks involved in any such project. Transparent and neutral - All information concerning the Bitcoin money supply itself is readily available on the block chain for anybody to verify and use in real-time.
When a user solves the problem in a block, that user receives a certain number of Bitcoins. The elaborate procedure for mining Bitcoins ensures that their supply is restricted and grows at a steadily decreasing rate. About every four years the number of Bitcoins in a block, which began at 50, is halved, and the number of maximum allowable Bitcoins is slightly less than 21 million. As of early 2022 there were more than 19 million Bitcoins, and it is estimated that the maximum number will be reached about 2140. The first cryptocurrency was Bitcoin, created by an anonymous computer programmer or group of programmers known as Satoshi Nakamoto in 2009. Satoshi Nakamoto was concerned that traditional currencies were too reliant on the trustworthiness of banks or governments to work properly.
Whether an asset is legal tender does not influence whether it is considered to be money by financial authorities and regulators. The Internal Revenue Service views cryptocurrency as "convertible" currency—one that has an equal value in "real" currency. Transactions in cryptocurrency are taxed, and capital gains or losses from holding them must be reported on your tax filings.
Learn The Uses Of Both Hot And Cold Wallets
Therefore, it is not possible to generate uncontrolled amounts of bitcoins out of thin air, spend other users' funds, corrupt the network, or anything similar. Consequently, the network remains secure even if not all Bitcoin miners can be trusted. For now, Bitcoin remains by far the most popular decentralized virtual currency, but there can be no guarantee that it will retain that position. There is already a set of alternative currencies inspired by Bitcoin.
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"