22 year old buys a private jet!

less than 1m read

·Nov 3, 2024

When I fly from Mykonos to Ibiza, talking about the comfortability, because I bring a lot of models on board, I have a lot of business clients from my papa. The comfort aspect is very important; also, because I'm very tall. Are we going to have a bed? Is there going to be a shower?

I understand exactly what you're saying. If I can ask you a few really key questions, it's going to be able to show you what you can buy. If you want me to take you through this process, think of me like your doctor. If you don't tell me the truth—really, really how much you really want to spend—how many people you really need to carry. I need to know exactly, because like a doctor, if you don't give me the real problem, I can't solve the problem.

In the airplane business, there are 149 choices of aircraft models. You think in pounds, euros, and dollars; what do you think? I think the best currency.

So, the first question I have—and it's the most important one—what is the maximum budget you want to spend? After a few phone calls, I believe I can do around 70 million.

Safari Live - Day 194 | National Geographic

The New Stock Market World Order Has Begun | Recession Warning

View All

Evaluating exponent expressions with variables

We are asked to evaluate the expression (5) to the (x) power minus (3) to the (x) power for (x) equals (2). So pause this video and see if you can figure out what hap—what does this expression equal when (x) equals (2). All right, now let’s work through …

Equivalent ratios in similar shapes | Transformational geometry | Grade 8 (TX) | Khan Academy

We’re told that quadrilateral ABCD is similar to quadrilateral STUV. So what we’re going to do in this video, this isn’t a question; this is just a statement right over here. But what we’re going to do is think about what does similarity mean? What does i…

Integrating power series | Series | AP Calculus BC | Khan Academy

So we’re told that ( f(x) ) is equal to the infinite series we’re going from ( n = 1 ) to infinity of ( \frac{n + 1}{4^{n + 1}} x^n ). What we want to figure out is what is the definite integral from 0 to 1 of this ( f(x) ). And like always, if you feel i…

Everything Wrong With The NEW X1 Credit Card

What’s up guys? It’s Graham here. So, okay fine, I get it. You guys have been sending me so many comments, DMs, emails, and even more comments asking me to review the Smart X1 credit card. So, if this finally makes everyone happy, then sure, we’re going …

Simplify, Simplify | A Philosophy of Needing Less

Most of the luxuries, and many of the so-called comforts of life, are not only not indispensable, but positive hindrances to the elevation of mankind. With respect to luxuries and comforts, the wisest have ever lived a more simple and meagre life than the…

Sci-Fi Monsters: Past, Present, Future | StarTalk

Who doesn’t love the zombies? You know, they’re always chasing you. There’s always more of them, and they keep you alert. But also, who doesn’t love a good alien? We all want to meet the aliens. So, when I think of these forces that rise up in the storyt…

22 year old buys a private jet!

More Articles