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

Fool's Gold (Clip) | To Catch a Smuggler | National Geographic


2m read
·Nov 10, 2024

I'm going to need that box that's in the back. We're here to look at a box that CBP's National Targeting Center targeted this particular shipment. The shipper is an entity that's known to us; they’re a previous offender for smuggled artifacts coming into the United States. We're going to see if there's any more contraband in this particular shipment that's coming through.

It appears the box contains stone beads. There are some golden artifacts on the bottom, but I'm not going to pull it out here just because we can't afford to lose any small beads. We're going to go ahead and transport this shipment down to the Diamond District of Manhattan. And we're going to have a gold specialist take a look at the gold and determine exactly what we have because of the nature of what exactly the artifact is. We suspect it might be Bactrian in origin.

The Bactrian culture was an ancient civilization that partially overlapped what is now present-day Afghanistan and Pakistan, geographically situated at the nexus of a major East-West trade route. It's a perfect blending of Greek and southwest Asian art. In 1978 and 79, archeologists excavated the tombs of six wealthy Bactrian traders known as the Bactrian Gold. The collection became a prized part of Afghanistan's cultural heritage.

Then in 2021, following the collapse of the Afghan government, the treasure mysteriously went missing, and anti-smuggling authorities around the world have been on the lookout for it ever since. How many pieces are we testing? There's a lot of little pieces, but if you can just do a sampling, that would probably be the way to go. We do run into a lot of counterfeit ancient artifacts that are meant to look ancient. They're selling them off as ancient, but they're modern made. So we just want to make sure that the artifact is the genuine artifact.

All right. So we're going to start with this piece. Yep. This one seems to have a semi-precious stone in it. It looks like part of a Maltese cross. It's interesting. I mean, this was going back. You're saying a thousand, 2000 years. Yeah. This doesn't look like it's real.

More Articles

View All
Caroline Hu Flexer answers viewer questions about Khan Academy Kids | Homeroom with Sal
Hello! Looks like we are live. Uh, hello everyone! Sal here from Khan Academy. Welcome to the daily homeroom. For those of y’all that this is the first time that you’re joining, this is really a way to connect and, uh, realize that we’re all part of a glo…
Give to Khan Academy today!
Hi, I’m Sal Khan, founder of Khan Academy, and with your support I’m excited to say: Here’s just a few of the things that we’ve been able to accomplish together. We now cover a wide range of academic subjects including history, science, grammar, and much…
Introduction to labor markets | Microeconomics | Khan Academy
We’ve spent a lot of time already thinking about markets for the goods and services that firms produce. Now we’re going to talk about the markets for the factors of production, often known as the factor markets. What are those factors of production? Well,…
Guided meditation for procrastination
Welcome to the meditation on procrastination. And somewhat ironically, I’ve been procrastinating making this meditation, so we’re all in the same boat together. So, as with all meditations, posture and breathing makes a big difference. I really encoura…
5 Philosophical Questions Without Satisfying Answers
Some questions have been keeping humanity busy since the dawn of time. Moreover, complete civilizations and religions have been built around these questions. No matter how much we have debated, researched, and observed, there just doesn’t seem to be a sat…
Justification using second derivative: inflection point | AP Calculus AB | Khan Academy
The twice differentiable function g and its second derivative g prime prime are graphed, and you can see it right over here. I’m actually working off of the article on Khan Academy called Justifying Using Second Derivatives. So we see our function g, and…