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

Who are the Water Mafia | Parched


less than 1m read
·Nov 11, 2024

[busy street sounds] [rhythmic music playing]

AMAN SETHI: Everyone buys water from the water mafia-- the rich, the poor, the middle class. That's because Delhi and its surroundings have about 24 million people. And anywhere between 30% to 40% don't have access to municipal water. And as the black market water trade became more organized, the trucks got bigger, the people who were controlling it got richer. Now the water mafia behaves in a way that this water will last forever, but as temperatures continue to rise, the mafia is finally going to run out of water. And that's when we're really going to have a problem.

AARON WOLF (VOICEOVER): The status of the world's fresh water supply today is a crisis as big as anything out there. [people arguing in non-english] Less than 1% of the world's water is accessible for human use. Populations are going up. As economies grow and countries develop, they use more and more water. And we're polluting what is, making it less and less accessible. [PEOPLE ARGUING LOUDLY IN NON ENGLISH]

MARCUS KING (VOICEOVER): Water scarcity is with us here and now. Warmer temperatures, less predictable rains will all combine to make societies a little less stable.

AARON WOLF: People generally have three sets of responses to water scarcity. They can adapt if they have the resources, they can move, or they can suffer and die. And if they're moving, this becomes a security concern worldwide.

More Articles

View All
Finding inverse functions: rational | Mathematics III | High School Math | Khan Academy
[Voiceover] So we’re told that g of x is equal to two x minus one over x plus three. Based on this, pause the video and see if you can figure out what the inverse of g is. g inverse of x. What is that going to be equal to? Alright, I’m assuming you’ve had…
Example finding critical t value
We are asked what is the critical value t star (t asterix) for constructing a 98% confidence interval for the mean from a sample size of n, which is equal to 15 observations. So just as a reminder of what’s going on here, you have some population. There’…
Day In The Life of a Millennial Millionaire
What’s up guys, it’s Graham here! So this is a video that I’ve been meaning to make for over two years now because so many of you guys have asked me to film a day in the lifestyle vlog. Well, I guess now is the perfect time to film that video because with…
Baker v. Carr | National Constitution Center | Khan Academy
[Kim] Hi, this is Kim from Kahn Academy. Today we’re learning more about Baker versus Carr, a landmark Supreme Court case decided in 1962. Baker versus Carr grappled with an incredibly important issue: whether one person’s vote is equal to another person’…
POLAR OBSESSION 360 | National Geographic
Eleven years ago was my first trip to Antarctica. I came down here to do a story about the behavior of the leopard seal. My name is Paul Nicklin; it’s my job as a photojournalist to capture the importance and the fragility of this place and bring this bac…
What I learned from President Obama - Smarter Every Day 151
Hey, it’s me, Destin. Welcome back to Smarter Every Day! I just interviewed the President of the United States of America, which is really strange because I’m not a journalist, I’m not a politician. I’m a rocket engineer. Which means I’m going to come at …