Crypto Prices, Charts And Cryptocurrency Market Cap

The last time Bitcoin briefly spiked above $40,000 was on May 4 after the Federal Reserve announced it would fight inflation without larger rate hikes, but those gains were short-lived. Bitcoin had been trading in a tight range for several weeks now, primarily hovering between $36,000 and $42,000, but broke past the $36,000 support level last week. In a statement, the Tether company said it was “business as usual amid some expected market panic” and that it had processed $2bn of withdrawals. There are particular concerns about tether because of its foundational role in the financial engineering of much of the sector and the fact it holds reserves in other cryptocurrencies, leading to fears of contagion if it collapses. It has been hit with the general slump in the tech sector, blowback from the crypto collapse and problems https://lenincoin.com/ of its own.

Please share what has been covered in the report wrt cryptocurrency software. The study involved 4 major activities in estimating the current size of the Cryptocurrency market. Exhaustive secondary research has been done to collect information about the market, the peer markets, and the parent market. Validating findings, assumptions, https://lenincoin.com/ and sizing with industry experts across the value chain through primary research has been the next step. Both top-down and bottom-up approaches have been employed to estimate the complete market size. After that, market breakdown and data triangulation methods have been used to estimate the market size of segments and subsegments.

  • On Thursday, Tether - a popular "stablecoin" billed as a safe place for crypto investors to park their cash - broke its peg to the US dollar, unleashing further alarm.
  • If you shy away from established coins like Bitcoin and Ethereum and favor projects that fly under the radar, always be sure to read the whitepaper.
  • Stablecoins are altcoins that are designed to maintain a stable level of purchasing power.
  • Others view low market cap cryptocurrencies as ground-floor opportunities.

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What Are Some Problems With How Crypto Market Cap Is Calculated, And What Alternatives Exist?

But in recent days, the implosion of TerraUSD, a high-profile crypto experiment, has fueled a deeper anxiety. On Thursday, Tether - a popular "stablecoin" billed as a safe place for crypto investors to park their cash - broke its peg to the US dollar, unleashing further alarm. You don't need to report crypto on your tax return if you didn't sell or exchange it for another type of crypto. If you did sell or exchange crypto, though, you'll need to report any gains or losses realized, just like you would for stocks and bonds. Axie Infinity price displays reasons to believe in further momentum to the downside. Traders should cautiously approach a short bias or avoid the digital asset until the invalidation target is breached.

Just because you aren't aware of this doesn't mean it's false. Cryptocurrencies like bitcoin run an open ledger accessible by everyone. Contact NewHorizons001 at AOL dot C O M, and recover your lost bitcoin. I lost over 150k in an investment trading company early January of 2020, i was depressed i had almost thought about taking my life this was money i had set aside for my two kids education. The company had refused me making withdrawals but rather kept asking for more money. If you have been defrauded of any money , bitcoin or any other investment i employ to to try QUICKFUDRECOVERY @ YAHOO COM.

As cryptocurrencies are highly volatile, their prices can change by a large amount in a short space of time. A myriad of different factors has influenced the prices of cryptocurrencies, including retail and institutional investment, project specifics, and events and trends in the rest of the crypto market and global economy. There are currently thousands of different cryptocurrencies in existence as anyone can launch a new coin. Not all of them are worth your investment, however, and plenty of cryptocurrencies have already failed or turned out to be scams. Here at Kriptomat, you can trade a wide and ever-expanding range of the most popular coins. We’re constantly adding new listings based on the demand from our users and we provide a fast, simple, and secure way to buy and sell cryptocurrencies.

As a result, crypto market cap only includes assets that are available for trading. If crypto market cap followed the same logic as stock market cap, it would be based on total supply. A far more accurate calculation is achieved by using circulating supply. For more on the cons of using total supply, see the next question below. Then I did some research online and found a recovery expert , with the contact address- Proxyphreak47 AT gmailcom. He helped me launch the recovery program , and the culprits were identified as well , all thanks to his expertise .

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"