How To Navigate The Crypto Market Cycle

Cryptocurrency wallets that hold a large amount of cryptocurrency are called crypto whales. Initially, Bitcoin was a niche movement among computer enthusiasts, cypherpunks, and people interested in hiding their economic activity from the government. Message boards had lively discussions about Bitcoin's possibilities, but few people outside these groups knew Bitcoin existed. I create content about DeFi, systems trading and blockchain development. If you’ve enjoyed these resources could you help share this content on social media and send it to anyone who you think might benefit from it. On Chain Indicator using Realized HODL Ratio’s to identify cycle high price tops.

  • Investors are wrestling with concerns over rising inflation, geopolitical tensions, and the possibility of tighter monetary policy by the U.S.
  • It is a natural procession of cycles that are bound to appear and reappear as time progresses.
  • However, due to the level of adoption, the interest in the industry shouldn’t decrease as much as in 2018.
  • According to Davis, they are only “starting to figure out that this is the best tech investment class of this decade.” Reports of MicroStrategy’s next big Bitcoin purchases are almost routine by now.
  • As these two phenomenon contribute and feed off of each other , they will reach a fever pitch when there is significant media attention AND an incredibly high, rapidly increasing bitcoin price.

Besides the flat figures, this cycle was characterized by little to no levels of interest and engagement. 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. Although the cryptocurrency market is still very young , we do have limited historical data to indicate the duration of market cycles. The biggest market runup happened in 2017 when the price went from ~$3,000 to almost $20,000. Again in 2021, we had another major runup where the price went from ~$10,000 to ~$63,000. In the third phase of the market cycle, https://cryptoboarding.com/ the price plateaus and sellers begin to dominate.

Should Traders Play Safe?

The interpretation by YouTube user @uncomplication, who compared the BTC price action from the last few months to the Wyckoff distribution, was particularly insightful. The most interesting fact is that the YouTuber published his analysis on April 25, 24 days before yesterday’s crash. The total crypto market cap got rejected precisely off the highs from June 2019. Ultimately, I want to see some consolidation above $300 Billion and a push higher.

Price action follows the predicted path so perfectly, that when layering Bitcoin directly over the comparison, there is little room for doubt about what comes next for crypto. The drawback of DCA is that often your profits would be higher if you bought early with a lump sum. But this is difficult to predict, https://cryptoboarding.com/ particularly for people new to crypto or investing. I missed the boat in spring 2021, because I didn’t expect that crash from 65k down to 30k. But I learned my lesson and I took a lot of profits out from gaming alts in November and early December and I’m now re-investing in anticipation of the next bull run.

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"