What Market Cycles Mean For Your Crypto

In most cases, this comes with major investors buying the token or its use case becoming relevant leading to massive uptake. Given the crypto market operates like any other market, it relies on the principles of demand and supply. NewsBTC is a cryptocurrency news service that covers bitcoin news today, technical analysis & forecasts for bitcoin price and other altcoins. Here at NewsBTC, we are dedicated to enlightening everyone about bitcoin and other cryptocurrencies. Behind the pseudonym, I'm a global remote work leader with a decade of award-winning content experience and excellence. Here, I explore my newfound passions pertaining to privacy, finance, economics, politics, cryptography, property rights, and other libertarian-esque views.

  • Its use as a means of payment was not well defined due to the high volatility.
  • Quoting Elon Musk, “Recessions are not necessarily a bad thing.
  • Investor interest returned in July 2019, when the price of BTC surpassed the $10,000 mark, starting a recovery period that was derailed shortly thereafter when the COVID liquidity crunch crashed the markets in March 2020.
  • You can start trading within minutes and can even try their demo account to see if it’s for you.

If the world is crashing down around you, organisations are breaking and there’s no interest from retail then the bottom might be approaching. To the uninitiated, bitcoin's mining reward halving is a programmed code to reduce the pace of supply expansion by 50% every four years. Essentially, the cryptocurrency's monetary policy is on a preset tightening path contradictory to the ever-increasing fiat money supply. That's one of the main reasons the crypto community considers bitcoin a digital gold and an alternative to the U.S. dollar.

The Defiant Media Inc

As a result, the price of Bitcoin collapsed to $7,700, losing 65% of its value from the ATH reached in December 2017. The amount of capital lost by overleveraged retail investors and the uncertainty of an unstable market with imminent regulations gave rise to a cruel and prolonged winter that froze most of the still-nascent ICO industry. Since the beginning of 2020, Bitcoin has grown 2.5 times and almost reached the previous all-time high of $ 20,000, and the promising cryptocurrency CARDANO has grown 5.5 times since the beginning of the year! Spreading yourself too thin by investing in lots of altcoins can be confusing and exhausting to keep track of. There are generally few rules around altcoins, anyone is free to invest in a token if they wish. Ideally, it’s only worth investing in as many altcoins as you can easily maintain in your portfolio.

The views and opinions https://cryptoboarding.com/ expressed here are solely those of the author and do not necessarily reflect the views of Cointelegraph.com. Every investment and trading move involves risk, you should conduct https://cryptoboarding.com/ your own research when making a decision. Major price rallies during this time are often viewed with disbelief as a sucker’s rally — thus, the cycle is complete, and we are back at the beginning.

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"