yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

Pick one desire at a time and pick it carefully


less than 1m read
·Nov 3, 2024

You know, if you there's the old saying, like, if you love what you do, you'll never work a day in your life. It's a little exaggerated; it's more aspirational. Of course, there's all kinds of things you're going to have to do that you don't necessarily want to do in the short term, but it's for a greater cause, for a mission that you believe in.

But I would say definitely, you know, this all comes out of desire. We want certain things; we make sacrifices to get those things. You can basically get anything you want out of life as long as it's one thing. That's my learning. If you want to be, you know, rich, you can be rich. You're going to spend your entire life trying to be rich; that's what you're going to work on.

You want to be happy? You can spend your entire life being happy; you'll get it. That's what you'll work on. The problem happens when we have multiple desires, when we have fuzzy desires, when we sort of want to do ten different things, and we're not clear about which is the one that we care about.

I would suggest that you basically pick one fervent desire that you have above all else. Find a way to reach that desire where it doesn't feel like work. You enjoy the thing that you're doing so much, and on a general high level basis, that it won't feel like work. Then you'll outcompete everybody else.

More Articles

View All
Functions with same limit at infinity | Limits and continuity | AP Calculus AB | Khan Academy
The goal of this video is to get an appreciation that you could have many, in fact, you could have an infinite number of functions that have the same limit as X approaches infinity. So, if we were to make the general statement that the limit of some funct…
Visually determining vertical asymptotes | Limits | Differential Calculus | Khan Academy
Given the graph of yal ( f(x) ) pictured below, determine the equations of all vertical asymptotes. Let’s see what’s going on here. So it looks like interesting things are happening at ( x = -4 ) and ( x = 2 ). At ( x = -4 ), as we approach it from the l…
Course Mastery Sal (intro only)
Hi teachers, this is Sal Khan here from Khan Academy, and welcome to Course Mastery. So, back in 1984, famous education researcher Benjamin Bloom published the famous Two Sigma study, where he showed that a student who works in a mastery learning framewo…
This Low-Cost Robot Can Help You Explore the Ocean | Nat Geo Live
DAVID LANG: A few years ago, I had this big epiphany. How do we shift from just something we’re building together to all of these ways that we could be exploring together? We’re building the largest ocean observation network in the world and we’re doing i…
Dred Scott v. Sandford | The Civil War era (1844-1877) | US history | Khan Academy
Hi, this is Kim from Khan Academy. Today we’re learning more about the landmark Supreme Court case Dred Scott versus Sanford, decided in 1857. The ruling in the Dred Scott case inflamed sectional tensions over slavery, which had been growing ever more hea…
Ecosystem dynamics: Clark’s nutcrackers and the white bark pine | Khan Academy
What’s that? That sound, that call, sounds like something a crow would make but not quite. That’s actually the call of a really interesting bird called Clark’s nutcracker. These birds are cousins of the American crow, which you might see and hear around …