Digital assets like cryptocurrencies are still in their infancy stages, maturing as we go along. They can be incredibly volatile and not for the faint of heart. A similar story can be told of the cycles affecting other business sectors.
- 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.
Burniske interpreted the cycle as an indicator that increased interest in Bitcoin led to a further increase in its price, and price increases led to further interest. The Satoshi Cycle was a term coined https://cryptoboarding.com/ by Christopher Burniske via his Twitter account in August 2017 to describe an apparent correlation between Google search volume and Bitcoin's price. You can combine pull-back entries with other strategies to buy short time frame dips to establish a long term position.
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Bitcoin Dominance refers to the measure of Bitcoin’s market capitalization in relation to the rest... Human psychology works against us in the form of fear, greed and fomo. Controlling our emotions and understanding the current position in the market cycle can help but it still isn’t easy to get right.
Bitcoin traded above $40,000 for the first time on 8 January 2021 and reached $50,000 on 16 February 2021. On Wednesday, 20 October 2021, bitcoin reached a new all-time high of $66,974. Beginning in November 2021, cryptocurrencies https://cryptoboarding.com/ saw significant declines in value. By 21 January 2022, the crash had erased US$1 trillion of market value, which is more than the inflation adjusted loss of value witnessed after Black Tuesday in 1929.
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"