The future of cryptocurrency is sure to include plenty more volatility, and experts say this is all par for the course. Some experts also believe that TerraUSD , one of the largest stablecoins, played a role in Bitcoin’s crash this week. UST is intended to be pegged to the $1 but it sank as low as 29 cents this week and collapsed in a pseudo-bank run, as investors panicked and sold off their tokens. Successful traders are not born, they're made Tens of thousands of traders work the markets every day. Many of them even choose the same order at the same time by using the same indicators.
Cryptocurrency mining is the process of adding new blocks to a blockchain and earning cryptocurrency rewards in return. Cryptocurrency miners use computer hardware to solve complex mathematical problems. These problems are very resource-intensive, resulting in heavy electricity consumption. However, Bitcoin is far from the only player in https://lenincoin.com/ the game, and there are numerous altcoins that have reached multi-billion dollar valuations. The second largest cryptocurrency is Ethereum, which supports smart contracts and allows users to make highly complex decentralized applications. In fact, Ethereum has grown so large that the word "altcoin" is rarely used to describe it now.
- However, it is worth noting that crypto market cap, or any of its alternatives, represent a single way to evaluate the quality of a cryptoasset.
- For use as a distributed ledger, a blockchain is typically managed by a peer-to-peer network collectively adhering to a protocol for validating new blocks.
- When it was time to retire, my withdrawal request was denied, all effort to make withdrawal declined then I realized i had been ripped off.
- Coinbase itself is suffering, with its stock trading down 60% over the last five days.
- We also have a wide range of indicators available which can assist you in making price predictions.
- In 2022, cryptocurrencies have again attracted attention, when Western nations imposed severe economic sanctions on Russia in the aftermath of its invasion of Ukraine in February.
Bitcoin often accounts for more than 60% of the total crypto market cap. Most exchange aggregators post data directly from token projects orcrypto exchanges. Most of the time, if you use an aggregator, you’ll have to perform independent research to verify the reported information. For example, a group created a fake Twitter account that resembled one belonging to John McAfee, an entrepreneur and a well-known figure in the cryptocurrency world. The account’s name was made to look like the real one, @officialmcafee, only it included an extra “l”. The fake account posted positive tweets about an altcoin, Genesis Vision , and supported those statements in a chat room.
What Are Some Problems With How Crypto Market Cap Is Calculated, And What Alternatives Exist?
Another way to determine the liquidity of an asset is through buy support, which is the sum of buy orders at 10% distance from the highest bid price. Buy support helps explain how liquid a particular asset is and how many buy orders should be expected. Several alternatives have proven to be better indicators of cryptoasset quality. "Cryptocurrency to become option for some workers' 401 retirement plans, WSJ reports". "Cryptocurrency mining operation launched by Iron Bridge Resources". In May 2020, the Joint Working Group on interVASP Messaging Standards published "IVMS 101", a universal common language for communication of required originator and beneficiary information between VASPs.
New tax and trading rules for the industry are included in legislation Congress is scheduled to vote on by week’s end. Securities and Exchange Commission is also pushing for greater enforcement. SEC Chairman Gary Gensler called cryptocurrency an asset class “rife with fraud, scams, and abuse” and said investors don’t have enough regulatory protection from the swarms jumping into crypto finance, issuance, trading, and lending.
It uses blockchain technology to authenticate the transactions. Blockchain is a decentralized technology spread across many computers that manages and records transactions. Furthermore, it does not rely on banks to verify the transactions but is used as peer-to-peer system that enable users to send and receive payments from anywhere in the world. Although one of the factors, price, is present in both cases, there was a need https://lenincoin.com/ to find a crypto metric that replicated the role of shares outstanding. The option that most resembled shares outstanding was total supply – all coins or tokens that currently exist and are either in circulation or locked.
To determine the maximum cryptocurrency market cap, we need max values for price and circulating supply. The ratio is similar to P/E in the stock market, where earnings act as a proxy for the value that each shareholder receives. In place of earnings, NVT substitutes network transactions and divides market cap by daily transaction volume. High NVT indicates that an asset’s market value surpasses its actual value. It’s not clear on which transactions should be considered, and the fact that there are on- and off-chain transactions increases the difficulty of estimating total transaction volume.
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"