Sign up for The Node, our daily newsletter bringing you the biggest crypto news and ideas. Today’s newsletter was edited by Omkar Godbole and produced by Parikshit Mishra and Stephen Alpher. It is widely believed that the S2F model collapsed in late 2021 as the price of BTC deviated well below it. Or at least, as PlanB himself explains, the so-called Floor Model, which assumed that Bitcoin would reach a price of $100,000 in December 2021, collapsed.
- All the major shopping outlets accept crypto payments, and it now looks more like a marketing hedge.
- Or, they can try and sell when fear and greed are at their highest during the end of the Markup Phase.
- Congress is getting closer to some kind of agreement on how it wants to regulate data usage, but FTC Chair Lina Khan told Protocol that companies will still have to contend with her agency’s powers as well.
- Some blamed Elon Musk, who had turned the market bearish last week when he said Tesla would stop accepting bitcoin as payment, while others attributed it to China’s newly expanded ban on cryptocurrency banking.
Odd numbered phases are impulse waves that transfer within the major development route, whereas even numbered waves are corrective phases that transfer in opposition to the first development. Though the bear market of 2018 was bleak on paper, early adopters paved the way for today’s market by monitoring progress and backing the most fundamentally sound crypto projects. If the stock-to-flow model is still intact, the recent slump could delay the top of this cycle until later in the fall instead of mid-August, as the model suggests. This would not be too out of the ordinary as Bitcoin's price has surpassed the model on several occasions.
Should Traders Play Safe?
As a result, the price of Bitcoin collapsed to $7,700, losing 65% of its value from the ATH reached in December 2017. The amount of capital lost by overleveraged retail investors and the uncertainty of an unstable market with imminent regulations gave rise to a cruel and prolonged winter that froze most of the still-nascent ICO industry. Since the beginning of 2020, Bitcoin has grown 2.5 times and almost reached the previous all-time high of $ 20,000, and the promising cryptocurrency CARDANO has grown 5.5 times since the beginning of the year! Spreading yourself too thin by investing in lots of altcoins can be confusing and exhausting to keep track of. There are generally few rules around altcoins, anyone is free to invest in a token if they wish. Ideally, it’s only worth investing in as many altcoins as you can easily maintain in your portfolio.
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. https://cryptoboarding.com/ 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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"