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

EPIC NOSE PICKING and why Football RULES -- IMG! #20


2m read
·Nov 10, 2024

Master Chief loves football, and the most confused face ever. It's a special football episode of IMG North American football. It gives you everything a guy could want: kicks to the face, kicks to the nuts, and heads up your butt. You get to pick; you can raise your baby as a geosaurus or as a jock. But if you want to be really direct, just make it a football.

Of course, football can be geeky, even though it's one of the manliest sports in the world, especially when you do this next to this guy. Which at least is a better accident than the light on this girl's knee, which looks like—um, here's a lion. Not a Detroit Lion, but an upside-down mouse. Awesome costumes are awesome, but when your team loses, you're sad, but still in a funny costume.

But how about the worst team names ever? There's a high school called the Waterme Nimrods. We've got the Chattanooga Central Purple Pounders, Rhode Island School of Design Nads, and a tiny high school in Idaho actually called the B Pirates. Gift break yay yay yay yay!

Oh, Aaron Rodgers is the quarterback for the Packers, but what's his secret? Oh, mascots are the best! Here we've got the mascots for the Ravens, Broncos, Buccaneers, Jaguars, and marijuana. And the only helmet more stupider than the Miami Dolphins is this. The Chargers have the best haircuts! And what could make Kobe so excited?

Oh, even though the Pittsburgh Steelers have the prettiest fans, as well as the biggest female fan base, Jin def created these awesome dead logos. We've got the Buffalo Bills bleeding a Cincinnati Bengals rug, the Denver Broncos heads, and the Patriots cheating. Oh, and look! Some tasty Miami Dolphin sushi!

But now it's time for sign—we're going to crack your nuts! The Amherst QB is a virgin, it burns when Sparky pees, and Chase Daniels eats boogers. Amazing catches are super cool, but no catch can compare to this connection uploaded to facebook.com/vsaucegaming by Eric.

I leave you today with Eli Manning looking sad. Be sure to like us on Facebook, and for a double dose of fun, go check out Wacky Gamers. Know your Street Fighter! Every week this month, they'll have a new episode on their channel. It's Street Fight—it's a puppet show! I mean, no duh. Click here to watch it! Subscribe to them for all their new stuff and, as always, thanks for watching. [Music]

More Articles

View All
The Middle colonies | Period 2: 1607-1754 | AP US History | Khan Academy
Over the course of the 1600s, the English continued to settle along the eastern seaboard of North America. Now, we’ve already talked about the settlements at Virginia and those of Massachusetts, and a little bit about the settlement of New York, which was…
The Alternative Vote Explained
Queen Lion of the Animal Kingdom is displeased. She recently introduced elections for the office of king using the first-past-the-post voting system. While her realm started out as a healthy democracy with many parties running candidates for king, it quic…
Cooling down water by BOILING it
Let’s cool down some water by boiling it. The water in this beaker is hot, but it’s not boiling because the molecules in the beaker don’t have enough kinetic energy right now to rapidly fight against the air pressure from the outside that’s squeezing them…
15 Places Where The Rich Settle
Have you ever dreamed of becoming neighbors with someone like Rihanna, Drake, or Kim Kardashian, or even Hollywood stars like Tom Hanks? Where do all these people settle once they make it to the one percent club, and how much does it cost to share the air…
Return on capital and economic growth
One of the core ideas of “Capital in the 21st Century” is comparing the after-tax return on capital, let me write that a little bit neater: return on capital, to economic growth. The contention is that if the return on capital ® is greater than economic g…
Trig functions differentiation | Derivative rules | AP Calculus AB | Khan Academy
So let’s say that we have ( y ) is equal to the secant of (\frac{3\pi}{2} - x), and what we want to do is we want to figure out what (\frac{dy}{dx}) is, the derivative of ( y ) with respect to ( x ) at ( x = \frac{\pi}{4} ). Like always, pause this video…