Bitcoin Prices Plunge As $600 Billion Crypto Market Crash Accelerates

CoinCodex tracks more than 350 crypto exchanges and thousands of trading pairs to make sure that our data is as reliable as possible. While all cryptocurrencies leverage cryptographic methods to some extent , we can now find a number of lenincoin.com different cryptocurrency designs that all have their own strengths and weaknesses. Cryptocurrency works through networks of nodes that are constantly communicating with each other to stay updated about the current state of the ledger.

Bitcoin has since pared its losses somewhat and was last trading at $28,291.48, down 3% in the last 24 hours. The first is bringing the practice of asset loans -- which were previously only available to affluent investors -- to the masses. Users can pledge their Bitcoin or other cryptocurrencies as collateral on the platform and receive a low-interest loan to cover expenses. Using crypto as collateral means investors don’t have to sell their assets when emergencies arise, allowing their principal to continue compounding while they deal with matters at hand.

  • He also helped me recover all my lost funds within a short period.
  • Experts say there are indications that the collapse could be turning as the market rose as a whole, by 13.5% following the plummet.
  • With the implosion of TerraUSD, other stablecoins are under a microscope, particularly Tether.
  • The hardware segment is further segmented into ASIC, GPU, FPGA, and others.
  • This then leads to higher liquidity, which, combined with a higher market cap, can turn a cryptoasset into a preferred investment opportunity.
  • The price that you see on online news aggregators is usually the average price at which an asset trades on leading exchanges.

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By contrast, Visa handles thousands of transactions per second. Not only is Bitcoin slower than some of its alternatives, but its functionality is also limited. This is reflected in its market share, which has fallen from 81% in June 2016, to 40% nearly two years later. While Bitcoin’s price has generally been following an upward trend, in early 2018 Bitcoin’s price fell sharply, dipping below $8,000 as news of tougher regulation from China and South Korea surfaced . Bitcoin’s price also https://pbase.com/topics/sulainufux/uydbqwg371 fell following announcements of SEC crackdown on crypto exchanges and after Binance was reportedly hacked.

I wanted it to fall off sooner so I can rebuild my credit and refinance my home. I went on google to make research for a professional Credit Repair Specialist and luckily for me I found one on the Reddit comment section. 2 weeks later he deleted the chapter 7 bankruptcy and that was earlier than I anticipated. The fall off added 150 points to my score and it became 792 across all bureaus. Recovery process starts, and your recovered crypto is returned to you on completion. I was able to recover a significant sum of my investment through this service.

It's All About The User Growth

But it doesn’t take very many pennies off the peg to vaporize market confidence for a stablecoin. With an algorithmic stablecoin, a computer program maintains the crypto’s supply. Once you understand that there’s nothing but code backing up the likes of UST, you begin to see how things could have gone south so quickly. Crypto and equity markets have been selling off since the start of 2022, thanks to headwinds as varied as inflation, rising interest rates and the war in Ukraine. A 'bloodbath' week may herald the beginning of another crypto winter, some industry participants said.

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"