Ten years for success, eighty for survival.

Do you want to live well, or do you want to live long?

Those who prioritize living well are essentially chasing quick wealth and the chance to show off in public.

Living well doesn't guarantee living long, and living long doesn't guarantee living well.

What does living long mean? Simple: it's all about playing the long game.

Taking wave patterns as an example, when you see a top divergence, you can bet on a pullback—but you must have a stop-loss. When you see a bottom divergence, you can bet on a bounce, and you absolutely must have a stop-loss there too.

This is pretty grueling. If you have strict criteria for what counts as a divergence—meaning your risk management is tight—you might get impatient waiting. And once the potential reward-to-risk ratio falls apart, you have to take the stop-loss anyway.

Think of it like fishing in a river with extremely rigid rules: you won't bite on this lure, you won't use that one. Just as you finally get a strike, you realize it violates your risk management rules and you have to cut the line yourself.

People aiming for success find it nearly impossible to stick to this kind of discipline for their entire lives.

I use this analogy to highlight the fundamental difference between these two mindsets.

Successology tells you how to triple your money in a year, do 30x, even 300x—it's about rapid, explosive growth.

Playing the long game tells you how to avoid those explosive peaks and keep the variance of your growth as low as possible, while remaining positive.

What does "minimum variance" mean? It means minimizing the fluctuations from year to year. If you return 30% every single year until you die, your variance is zero. If you fluctuate between 20% and 30% each year, your maximum volatility is only 10%.

To achieve that small variance, you're willing to lower your base growth rate. That's what playing the long game is all about.

In other words, I'm not interested in scenarios like returning 300% in year one and then losing 100% in year two. The variance is far too large.