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

What Would You Do If Money Didn’t Matter? | Short Film Showcase


less than 1m read
·Nov 11, 2024

What do you desire? What makes you itch? What sort of a situation would you like?

Let's suppose I do this often in vocational guidance of students. They come to me and say, "Well, we're getting out of college and

More Articles

View All
Warren Buffett's Warning for the Banking Crisis and 2023 Recession
This video is brought to you by Seeking Alpha. Get a 14-day trial of Seeking Alpha Premium via the link in the description. Anticipating a few questions on banks, I decided we should start using bank language here. Subscribe, please, and [Applause]. Char…
Is Pluto a planet?
Pluto: Planet or not? Before we can answer this question, we need to know what the word “planet” is for, and that takes us back to the ancient Greeks who called Mercury, Venus, Mars, Jupiter, Saturn, the Moon, and Sun planets. Basically, if it moved acros…
Top 5 Stocks the Smart Money is Buying for the 2023 Recession
Well, as you guys saw from my last video, once again it is 13F season. So, in this video, we’re going to be looking at the five most bought stocks by our 77 super investors in Q1 of 2023, as of course tracked by Dart Aroma. Now, before we get started, ri…
Cooking up a Kitchen | Live Free or Die
Oh my god, well that’s the grossest thing I’ve ever seen in my life. Let’s cover that thing; like, for real, this is a cow’s head that is decomposing. About six or so weeks ago, a neighbor of ours had a cow suffocate. It got so cold out that its nose froz…
YC SUS: Eric Migicovsky & Dalton Caldwell discuss pivoting & pitching
Nope, not live. Almost live. Now we’re live. Okay! My name is Eric Makovski. I’m the startup school course facilitator. Welcome to another live Q&A. We’re joined today by Dalton. “How’s it going?” I’m Dalton Caldwell. I’m a partner at Y Combinator. …
Analyzing positive and negative intervals of polynomials
So we have a function f of x that’s written as the product of a bunch of first degree expressions. Now, if we obviously could also view this as a polynomial, especially if we expand this all out, it’ll have our more traditional form. But what’s nice about…