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Just stumbled upon something interesting about market cycles that's been floating around crypto communities lately. There's this old theory from Samuel Benner back in the 1870s about predicting financial booms and busts – basically he mapped out these recurring periods when to make money and when to sit tight.
The way it works is pretty straightforward. He broke down market history into three repeating phases. First, there's the panic years – those brutal periods roughly every 18-20 years when everything crashes and panic selling takes over. Think 1927, 1945, 1965, 1981, 1999, 2019. The advice here is simple: don't panic sell during these times, just hold and wait it out.
Then you've got the boom years, and honestly this is where most people should be thinking about taking profits. Markets recover, prices surge, everything feels great. Those years like 1928, 1935, 1960, 1973, 1989, 2000, 2007, 2016, 2020 – these are your periods when to make money by actually selling and locking in gains. It's when the smart money gets out.
The third phase is what I find most interesting for long-term players. Recession and decline years – 1924, 1931, 1942, 1951, 1958, 1969, 1978, 1985, 2005, 2012, 2023. Prices are crushed, sentiment is terrible, but this is literally the best buying opportunity. This is when you accumulate, whether it's stocks, crypto, or real assets. You hold through the panic, then ride it up to the next boom.
So the cycle is basically: buy cheap during recessions, hold through panic years, sell during booms. Rinse and repeat.
Now here's the thing – this isn't gospel. Markets are way more complex now with politics, tech disruption, global events, all kinds of variables. But as a long-term framework for understanding market psychology and cycles? It's actually pretty useful. Whether you're trading on Gate or anywhere else, understanding these broader patterns helps you avoid emotional decisions.
The real skill is recognizing which phase we're in and acting accordingly. That's where the periods when to make money actually matter.