What Market Cycles Mean For Your Crypto

The emergence is a sting slow, as there are still sellers dampening prices. Media attention begins to draw interest to the cryptocurrency while reeling in the majority of early adopters. Experienced traders recognize the increasing number of higher lows and higher highs.

  • If you decide https://cryptoboarding.com/ you’re game for the notorious volatility of cryptocurrency, use our market time converter to translate open and close hours for markets around the world into your own time zone.
  • 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.
  • When the FBI shut down Silk Road in 2013 and arrested Ulbricht, they confiscated over 170,000 bitcoins worth tens of millions of dollars.
  • 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.

As Bitcoin’s market cap grows and so does liquidity, volatility should continue to decline as we follow the asset’s logarithmic growth curve. One of the many unique features of BTC is its halving process, which is often accompanied by a bullish movement and preceded by bearish consolidation. Bitcoin’s halving events have been a well-established way to traditionally measure Bitcoin’s cycles not from an absolute low, but from a supply vs demand standpoint. Bitcoin halving is a once-every-four-years event that halves the reward for mining a block to secure the network. After the last halving, which took place on May 11, 2020, the current reward is 6.25 BTC. It is awarded to the first miner who solves a mathematical algorithm and deciphers the hash of the next block.

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These laws could potentially cripple the way small companies like ours do business in this ever-evolving digital age. “If you're going to invest in bitcoin, a short-time horizon is four years, a mid-time horizon is 10 years. The right time horizon is forever,” MicroStrategy CEO Michael Saylor told Bloomberg. That bet seemed to pay off when crypto trading revenue juiced its earnings just in time for its IPO last year.

It now refers to a buy-and-hold strategy in cryptocurrency investing, called hodling . Bitcoin is structured to halve the block reward every 210,000 blocks. However, the cryptocurrency's price fluctuated https://cryptoboarding.com/ significantly between 2017 and 2020. During this period of growing notoriety, Bitcoin's price surged from $200 to over $1,000. Bitcoin is a cryptocurrency created by Satoshi Nakamoto, launched in 2009.

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"