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

BEST IMAGES of the Week -- IMG! #42


2m read
·Nov 10, 2024

Justin Bieber without eyebrows and a hungry shirt. It's episode 42 of IMG! The lines on the carpet of this game store produce the illusion of pockets and dips.

If you're still not dizzy, take a swig from your Full House flask and then wall down a poppy sandwich or eat a cat or go to New York and get yourself a big cat. But let's be honest, what you really want is a team of cats that serves as your hair, because the only thing more delicious than cat boogers are panda boogers.

This image never seems to end, nor does this one, where a picture was taken every hour and held next to the next hour. The world's least portable MP3 player at least makes more sense than this, though it's all trumped by chair-chair. Skull chair. Obama and Biden love watching IMG!

Maybe they like my beard, 'cause if so, they should know about the best beard ever. If you extrapolate a Barbie doll's proportions to a woman six feet tall, she would look like this. Oh, sorry, no, no, no, she would look like this. And now, thanks to BuzzFeed, pictures taken at just the right moment.

Here's a rainbow cleverly organizing all the colors offered by Crayola since 1903. At first, you have these 8 colors, but as time went on, the colors branched, divided, more and more were offered. And on the actual site, you can mouse over each color for its official name.

This infographic is also neat. The highest to the lowest. It shows altitude above the death zone, where humans can't breathe, all the way down to Denver, Colorado, the world's tallest building, under sea levels to the Midnight zone, the wreckage of the Titanic and deeper.

Oh, and here's one that breaks down the stats behind the words used on the Beatles' "Abbey Road" album. Teach your kids the importance of athletics.

No! Ffffound.com showed me some sweet pics - Atari, Atari, fire heart. In London this morning, on my way to work, I beat the universe by finding the Waldo family reunion. They have great vehicle registration plates here across the pond and no, no, no, no, not that one. This one.

But seriously, their numbering scheme is interesting, so if you want something to geek out about today, go learn it. And, as we exit, let's look at "an exit," a guy running to the door... Or maybe it's a flying man wearing a cape, with a giant...

And as always, thanks for watching.

More Articles

View All
Mariana Van Zeller visits Disney Parks for Earth Month | ourHOME | National Geographic
I’m Mariana Vanel, National Geographic’s investigative journalist. I’ve traveled to the deepest corners of our world documenting stories with a global impact. This Earth Month, I’m headed to Walt Disney World Resort to spotlight their sustainability work …
Can Texas Secede from the Union?
Can Texas secede from the Union? America’s second most populated and second largest state is always first to remind you that it was once an independent nation: The Republic of Texas. Unlike California’s three-week, almost accidental flirt with independenc…
Charlie Munger: These 3 Simple Mental Models Helped Me Become a Billionaire
Hey everyone! Today’s video is about Charlie Munger and the concept of mental models. Charlie Munger is one of my favorite investors to study. He’s vice chairman of Berkshire Hathaway, the conglomerate controlled by Warren Buffett. Buffett has described M…
How Evolution works
Mechanisms of evolution. What is evolution? Evolution is the development of life on Earth. This is a process that began billions of years ago and is still continuing to this day. Evolution tells us how it was possible for the enormous diversity of life t…
Slope and intercept in tables
Flynn’s sister loaned him some money, and he paid her back over time. Flynn graphed the relationship between how much time had passed in weeks since the loan and how much money he still owed his sister. What feature of the graph represents how long it too…
Lagrange multipliers, using tangency to solve constrained optimization
In the last video, I introduced a constrained optimization problem where we were trying to maximize this function f of x y equals x squared times y, but subject to a constraint that your values of x and y have to satisfy x squared plus y squared equals on…