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

Clattering Penguins and Naughty Seals | Epic Adventures with Bertie Gregory on Disney+


less than 1m read
·Nov 10, 2024

Chin straps get their name from that black marking that runs under their chin. Uh, and they're also sometimes called stone breaker penguins because of that ear-piercing screech.

They're really sociable birds that waddle ashore in these massive numbers to nest. Over a million breeding pairs have been recorded in a single colony. They go to pretty extreme lengths to climb up and make a nest with a view.

There is a lot of penguins here. Every ridge we've got and every little corner we've gone around, there's just more and more chinstrap penguins. There must be tens of thousands of birds here. It just goes to show how much food there must be in that ocean to support all of these mouths.

Well, there's no food for the penguins on land, so every morning they line up like thousands of commuters at rush hour to hit the water. It's an amazing scene. So I'm going to set up down at the shoreline, but we do need to keep an eye out for the other locals.

So with no natural predators on land and almost no human contact, these Antarctic fur seals have never developed a fear of people.

"Okay, okay, hey that's close enough, go on! No, keep going."

So these are the naughty ones. "Wait, back up! You just gotta, uh, yeah, remind that we're not a chew toy. Keep going." There we go, and they're usually pretty obedient.

Epic adventures with Bertie Gregory. A Disney Plus Day premiere September 8th on Disney Plus.

More Articles

View All
Invertible matrices and determinants | Matrices | Precalculus | Khan Academy
So let’s dig a little bit more into matrices and their inverses, and in particular, I’m going to explore the situations in which there might not be an inverse for a matrix. So just as a review, we think about if we have some matrix A, is there some other…
Analyzing motion problems: position | AP Calculus AB | Khan Academy
Divya received the following problem: A particle moves in a straight line with velocity ( v(t) ) is equal to the square root of ( 3t - 1 ) meters per second, where ( t ) is time in seconds. At ( t = 2 ), the particle’s distance from the starting point was…
Valid discrete probability distribution examples | Random variables | AP Statistics | Khan Academy
Anthony Denoon is analyzing his basketball statistics. The following table shows a probability model for the result from his next two free-throws, and so it has various outcomes of those two free-throws and then the corresponding probability: missing both…
Dependent & independent variables | 6th grade | Khan Academy
Let’s say that you love to eat apples, and you are going to buy apples. So, A is the number of apples. But you also have a budget, so you have to care about cost. Let’s say C is equal to the total cost, and let’s say that the price of an apple is two doll…
Analyzing vertical asymptotes of rational functions | High School Math | Khan Academy
We’re as to describe the behavior of the function Q around its vertical asymptote at x = -3. Like always, if you’re familiar with this, I encourage you to pause it and see if you can get some practice. If you’re not, well, I’m about to do it with you. Al…
2015 AP Calculus BC 5c
Find the value of K for which F has a critical point at X = -5. All right, so let’s just remind ourselves what F of X and F prime of X were. They gave it to us at the top. F of X is equal to ( \frac{1}{x^2 - Kx} ) and then F prime of X is equal to all of…