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

Episode 2 Recap | MARS [Spoilers]


less than 1m read
·Nov 11, 2024

Previously on Mars. I will miss my sister; she's my heart and soul. For something like this to work, it has to be personal. We had traveled further than anyone ever had to get to Mars. But before we even entered Mars' atmosphere, it was like she was trying to push us away.

Rockets are about to fire, and once we landed, she pushed even harder. "What is B St? How far did we overshoot?" "75.3 km." "Come on, let's fix this! It's our guys up there, the workshop module. What if they can make it there? Living it, they have a chance!"

"It was 5 and 6 just locked. Suspension system compromised. We have to walk. It's -35°. It will be -70 by nightfall. We freeze to death out here, Jesus!" Then, far of course. We struggled to make our way to a temporary habitat.

"We need to cut the sh—fighting just to stay alive." "D, stay with me! Come on!" "C, for an hour, to me!" Still, our mission remained to find a safe haven for the first human settlement on Mars, forgetting that it had killed the best among us.

I was in command now, and I knew if we couldn't find a parent home in this place, the Mars mission would [Music] die. [Music]

More Articles

View All
The Ponzi Factor - Introduction
Quandt style LLC presents the Ponzi factor: The simple truth about investment profits by Tom Liu, narrated by Sean Pratt. All truth passes through three stages: first, it is ridiculed; second, it is violently opposed; third, it is accepted as self-eviden…
Vitalik: Ethereum, Part 1
All right, welcome everybody back to the podcast. We have with us Haseeb Qureshi, who’s our partner at Dragonfly. Haseeb and I used to work together back when I was more active in crypto land. Vitalik is, of course, a polymath ingenue, although he may bri…
Trick involving Maclaurin expansion of cosx
The first three nonzero terms of the McLaurin series for the function ( f(x) = x \cos(x) ). So one thing that you’re immediately going to find, let’s just remind ourselves what a McLaurin series looks like. Our ( f(x) ) can be approximated by the polynom…
Khan Academy Ed Talks with Professor Thomas Guskey, PhD
Hello and welcome to Ed Talks with Khan Academy. I’m Kristin Disarro, the Chief Learning Officer at Khan Academy, and today I am looking forward to talking with Dr. Thomas Guskey about many things learning-related, but particularly grades, grading, and re…
The People and Tech That Power Nat Geo | Podcast | Overheard at National Geographic
Foreign, when you think about a 135-year-old institution, you know, you might think of something that’s, you know, fussy or tradition-bound. This is Nathan Lump, he’s National Geographic’s editor-in-chief, the 11th person to lead this magazine, and nowada…
Fundraising Panel at Female Founders Conference 2016
All right, I’m excited to have all four of you here. So I’d love for you to each introduce yourselves. If you could introduce yourself and your company and what it does, what batch you went through YC, and you know how much money you’ve raised or the stag…