Crypto Price Check

Circulating supply is similar to shares outstanding but only includes tokens that are available in the market. For example, high market cap could indicate that a cryptocurrency is resistant to volatility. Low market cap indicates https://coinmarketsprice.com/ the opposite, that major news events or whale activity can significantly impact price. To get a strong read on volatility, you’d have to combine market cap with other metrics like market depth or transaction volume.

Six to 12 months, which takes out to summer 2023 and that’s very, very conservative. Monero is an excellent option for beginners and people who don’t want to invest lots of money to start mining. A proposal by the founder of the troubled Terra ecosystem to salvage the project was approved ... The process means Terraform Labs is effectively abandoning the stablecoin TerraUSD, or UST, which from now on will only trade on the Terra Classic blockchain. "Bitcoin surpasses $50,000 for first time as major companies jump into crypto".

Trading history

In particular, the average weekly returns of the ACP and ANET factors are 1.95% and 1.63%, respectively. We also find https://postheaven.net/plefulapys/bitcoin-to-record-the-worst-first-half-of-a-year-in-history that all cryptocurrency factors have higher average returns and standard deviations than the US equity market. However, their Sharpe ratios are comparable to that of the US stock market. For example, the Sharpe ratio of the ACP factor is 14.9% while that of the US equity market is 11%. Overall, the cryptocurrency factors reflect the high reward-high risk trade-off of this market. Bitcoin price again reached an all-time high in 2021, as values exceeded over 65,000 USD in February 2021, April 2021 and November 2021.

Which crypto will survive long term?

While there are many cryptocurrency projects on the market today, only a few will survive. For investors, the biggest decision is whether or not to buy Bitcoin. Bitcoin (BTC) has been around since 2009 and has steadily grown in popularity over time.

The total cryptocurrency market cap is the sum of the market caps of all actively traded cryptocurrencies. In theory, the only check on the cryptocurrency market cap is the world’s money supply. However, at least in the near-term, it’s unlikely the crypto market cap exceeds even a few trillion dollars. To find the market cap of a cryptocurrency, multiply circulating supply by current price.

Bitcoin News

As of this writing, it would take 212 months for Bytecoin’s monthly trading volume to reach its market cap. ForBitcoin andEthereum , it would only take 2.5 and 1.5 months respectively. Crypto market cap is calculated the same way as stock market cap, by multiplying the circulating supply of an asset by its price in fiat currency (e.g. USD, EUR, JPY). The calculation gets trickier when an asset is traded against another asset. In a crypto pair – let’s say Ethereum/Bitcoin orETH/BTC– to get the price of ETH, we would first denominate BTC in fiat.

Should I invest in Bitcoin in 2022?

It's possible to get filthy rich by investing in cryptocurrency in 2022 -- but you could also lose all of your money. Investing in crypto assets is risky but also potentially extremely profitable. Cryptocurrency is a good investment if you want to gain direct exposure to the demand for digital currency.

Some investors bought ICOs in hopes of participating in the financial gains similar to those enjoyed by early bitcoin or Ethereum speculators. Always hold the keys to your bitcoin yourself, because then nobody can build risky lending pyramids on top of your money. Use bitcoin either as a medium of exchange or a tool to send and receive remittances from abroad and exchange it immediately to local currency to be able to spend it for your daily needs. Ether or ETH is the transactional token that is used by the Ethereum blockchain to facilitate any operation within the network. Keep in mind that the total number of tokens isn't capped and constantly changes according to the market demand. It is fully decentralized and is an open-sourced blockchain system that runs through the usage of its native currency called Ether or ETH.

The second factor is a cryptocurrency price momentum factor that we construct following the seminal work of Jegadeesh and Titman . Momentum effects have been linked to investor psychology (e.g. Barberis et al. 1998). The sell-off began on June 13, ostensibly sparked by crypto exchange Celsius Networks. It halted withdrawals, fostered further coinmarketsprice.com weakness in technology stocks and raised new questions over when the digital assets would hit bottom. And, crypto stalwarts point to potential catalysts for Bitcoin prices down the road. After a few days of recovery, cryptocurrency markets have collapsed again on Wednesday, with many major cryptocurrencies falling double digits.

Minting of coins from precious metals was developed about 2500 years ago in ancient Greece; paper money has existed for about 1000 years. Once you select the base and target currencies from the list and enter the desired amount into the provided field, the currency calculator immediately gives you the result. Additionally, you can also choose whether to calculate the result based on the current exchange rate or the exchange rate on a certain date. This way, the Markets Insider currency calculator allows you to search for historical exchange rates.

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"