After an unprecedented boom in 2017, the price of bitcoin fell by about 65% from 6 January to 6 February 2018. Subsequently, nearly all other https://cryptoboarding.com/ cryptocurrencies followed bitcoin's crash. By September 2018, cryptocurrencies collapsed 80% from their peak in January 2018, making the 2018 cryptocurrency crash worse than the Dot-com bubble's 78% collapse. By 26 November, bitcoin also fell by 80% from its peak, having lost almost one-third of its value in the previous week. The second stage is “Optimism.” This is where prices really start to rise as new cash is continuously being invested.
Bitcoin has lost 55% since reaching an all-time high of $69,000 in November 2021. Just a few weeks ago, the collapse of Terra, the second-largest DeFi ecosystem, left behind the most significant loss of wealth in modern history. Retail, institutional, and even corporate investors lost over $60 billion in LUNA and UST as the 7th and 10th largest tokens by market cap evaporated in a matter of days. This same bell curve can be used to identify the 4 phases found within a market cycle - the slow accumulation, the quick run-up, the plateau in price and the subsequent drop in price. This is a pattern that repeats time and time again across all markets. Alt Season is a time when gains are often made from investments in smaller-cap altcoins.
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"