Bitcoin And Altcoin Market Cycles

This is where stabilization and consolidation start building again. The value of your investments continues to drop, and many people refuse to sell, hoping for an even bigger correction upwards. Investors act defensively as they are convinced they have allocated their money wisely. However, generally, almost no coin is able to come out scot-free. This stage of ‘belief’ is defined as one of the first signs of a bull market. The major differentiating factor with crypto, however, is volatility.

But are you familiar with the concept of microcycles replacing 4-year cycles? I heard about it recently and thought it was really interesting… especially as it can have a pretty significant impact on how to trade crypto in 2022. Stage 2 varies in length and many mid cap trends will begin in Stage 1. However, a majority of the gains will be in stage 2 after the “drop”. This also gives time for Alts to show strength with higher highs and higher lows on strong volume. Those that ignore the existence of market cycles suffer the most during the downtrend.

If you can predict market movements, you’ll have a better sense of the best time to buy or sell assets. For instance, as you can see from the above graph it can be a good idea to buy during a downtrend before the curve swings upwards. If it was easy to time markets and buy low to sell high then everyone would be doing it successfully. There’s a often quoted and unchecked stat that 95% of day traders lose all their funds. When markets are choppy or ranging trend following strategies don’t work so it’s important to know what the current market conditions are like. By having a portfolio with multiple assets such as a 60/40 crypto portfolio, or even better would be a mix of index funds, real estate and digital assets.

As mentioned above, Bitcoin has suffered a massive loss, and we may not have seen the end of it yet. While things are dire for Bitcoin, other currencies are not doing any better. A proposal by the founder of the troubled Terra ecosystem to salvage the project was approved ... The process means Terraform Labs is effectively abandoning the stablecoin TerraUSD, or UST, which from now on will https://www.investopedia.com/tech/top-bitcoin-myths/ only trade on the Terra Classic blockchain. In the wake of Terra-Luna's collapse, another algorithmic stablecoin, DEI, lost its peg to the dollar and started to collapse. Alibaba Group Holding Ltd. fell in Hong Kong morning trading, extending a selloff overnight on Wall Street after its fintech arm Ant Group Co. denied reports about a revival of its initial public offering plans.

To recognize the less obvious bearish patterns, many analysts use numerous tools and systems. As with all attempts at market timing, consistently pinpointing the bottom or top of the market is close to impossible. However, purchasing stock in increments over time -- perhaps by accumulating shares of a company in smaller batches over the course of a few months or quarters -- can help to alleviate pressure to get the timing right. Cloud computing was one of the best sectors in which to invest during the 2010s, and the trend is far from over in the 2020s.

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 general idea is to use a trend following strategy to capture the gains https://cryptoboarding.com/ and risk off at the first sign of trouble. It’s an excellent way to build a position in a new asset or investment vehicle. There is a win win situation where if the price goes up you make money and if it goes down you get to buy it cheaper. There is no guarantee certain rules within each model will continue to apply as Bitcoin progresses along its adoption journey.

Crypto Market Rebound! The Start Of Bullish Cycle Or Another Correction Imminent?

However, according to the Guideline of Alternation, the probability of two of the same type of corrections is extremely low. In rare situations, two sideways corrections occur, but never two sharp corrections. This suggests that whenever Bitcoin price finally does turn around, the corrective wave four should be complete and the grand finale wave five will begin.

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"