You can see this everywhere in all aspects of life as well. Jeff Bezos, and countless other billionaires, could easily retire tomorrow and have enough money to do essentially anything they could even dream of. So what do they do? Continue to work 60 hours a week doing pretty much the same stuff they were doing on their way up. Because they love it.
On the other end of the spectrum countless rappers have managed to break out of a life of crime to become successful and make millions. Yet many end up right back in that life of crime. It's because they enjoy the lifestyle. They don't want to just be comfortable, but to actually do what they enjoy.
I do not, even for an instant, believe they pull those kinds of numbers.
Imagine tomorrow - you finally 'made it'. You have $15k/month guaranteed income, forever. It's not like that's a destination, because at that point you need to decide in a point for your life. Relentless hedonism is really awesome for like a year or two, but even that becomes rapidly unfulfilling. So... what now? For some it's work, others go for religion, others just end up playing 'make number go up' with their earnings, and so on. But the point is you need to find something to do with your life. "Comfort" is a false destination, because it's not a destination - once you reach it, you just immediately start going down a new path that can even take you further away from where you were - as in this guy's case.
The claims here though are CEOs generally work more than average despite their high income where they seem to have plenty of money. That claim checks out.
Yeah....
Or, like Elmo, they spend 20 hours a day on Twitter(x).
That's a very common and reasonable way of putting it, otherwise it wouldn't be so popular.
An antithetical approach that is completely compatible without conflict, would be to say the whole point of money is to have some financial results from doing what you enjoy.
It's fully possible to achieve the same monetary reward by performing the same tasks, under either scenario, even though the attitudes can seem mutually exclusive, there is a shared basis for coexistence.
The CAGR of the S&P 500, including dividends reinvested, inflation-adjusted, was about 9% in the 1982-2024 period [1], and my Python script below shows that starting with $110k, with this 9% CAGR, he would run out of money in about 50 years:
t = 110e3
for y in range(50):
t *= 1.09
t -= 10040
print(1982 + y, round(t))
Output: 1982 $109850
1983 $109687
1984 $109508
1985 $109314
1986 $109102
1987 $108871
1988 $108620
1989 $108346
1990 $108047
1991 $107721
1992 $107366
1993 $106979
1994 $106557
1995 $106097
1996 $105596
1997 $105049
1998 $104454
1999 $103805
2000 $103097
2001 $102326
2002 $101485
2003 $100569
2004 $99570
2005 $98482
2006 $97295
2007 $96001
2008 $94592
2009 $93055
2010 $91380
2011 $89554
2012 $87564
2013 $85394
2014 $83030
2015 $80453
2016 $77643
2017 $74581
2018 $71244
2019 $67606
2020 $63640
2021 $59318
2022 $54606
2023 $49471
2024 $43873
2025 $37772
2026 $31121
2027 $23872
2028 $15971
2029 $7358
2030 $-2030 # no more money
2031 $-12263
(But actually he died early in 1999, so if he had know that he could have spent more yearly...)