Cryptocurrency Market Size, Growth & Trends

The price history of a coin can inform you about its past, as well as help you make predictions about its future. The live value of a digital currency is decided by the balance of buyers and sellers on exchanges. When more people are buying a coin lenincoin.com than selling it, its price goes up, and when more are selling than buying, its price goes down. Bitcoin was the first cryptocurrency and so has the longest price history – stretching all the way back to 2009 when it was worth much less than $0.01.

With more people venturing into the world of virtual currency, generating hashes for validation has become more complex over time, forcing miners to invest increasingly large sums of money to improve computing performance. Consequently, the reward for finding a hash has diminished and often does not justify the investment in equipment and cooling facilities , and the electricity required to run them. Popular regions for mining include those with inexpensive electricity, a cold climate, and jurisdictions with clear and conducive regulations. By July 2019, Bitcoin's electricity consumption was estimated to be approximately 7 gigawatts, around 0.2% of the global total, or equivalent to the energy consumed nationally by Switzerland. When it comes to recovery of funds either from binary options, crypto, forex and ponzi schemes. They helped me recovered my funds and also the funds of my friends, colleagues who were in similar situation as I was.

  • I needed to get my credit cleared ASAP and New Horizons came highly recommended in a post I read on here so I contacted them .
  • They’re simply used to gamify platform engagement by rewarding use or loyalty.
  • This move is a result of concern that cryptocurrency investors believe they are receiving the protections and benefits of a registered exchange when they, in fact, are not.
  • The rising visibility, growing interest of investors, and supporting regulations are further augmenting the market's growth.
  • A Bitcoinis a digital token that can be sent electronically from one user to another, anywhere in the world.

Porter’s five forces analysis illustrates the potency of buyers & suppliers in the cryptocurrency market trends. The key players profiled in the market report are Advanced Micro Devices Inc., BitFury Group Limited, BTL Group Ltd., Coincheck Inc., Intel Corporation, Ledger SAS, NVIDIA Corporation, Ripple, Xilinx Inc., and Xapo Holdings Limited. I want to understand impact of roll out of new currencies such as eos, tezos, wanchain, cardano on cryptocurrency market. All the percentage shares, splits, and breakdowns have been determined using secondary sources and verified through primary sources. This data has been consolidated and supplemented with detailed inputs and analysis from MarketsandMarkets and presented in the report. The key players in the market have been determined through primary and secondary research.

Bitcoin showed signs of stabilizing above $30,000 on Friday, but experts say this week's crash felt different than past meltdowns. Treasury Secretary Janet Yellen this week, who mentioned the possibility of stablecoin regulations after it was apparent that TerraUSD was in a meltdown and that a framework was needed to guard against the risks. Crypto market participants expect a degree of slippage—one USDT is likely to be valued very slightly less than one dollar—as one stablecoin is riskier than one dollar.

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Live Cryptocurrency Trading On May 16, 2022 Get Latest Crypto Prices, Market Cap, Trading Volume

The Japan-based Monex Group, which operates the TradeStation and Coincheck platforms, finished the trading day 10 percent lower. In a Reuters report, citing statistics from CoinMarketCap, the market value of all cryptocurrencies has fallen to $1.12 trillion, nearly a third of where it was in November, http://sethpcgi289.lucialpiazzale.com/bitcoin-plunges with more than 35 percent of the drop occurring this week. The price of Ether, the second-largest digital currency, plummeted to $1,704.05 per token.

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"