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

Explore the Stunning Beauty of Laos's Louangphrabang | National Geographic


2m read
·Nov 11, 2024

Set at the confluence of the Mekong and Nam Khan rivers, the port town of Luang Prabang in northern Laos is an exceptional combination of natural splendor and abundant spiritual traditions. [Music] The town was designated a World Heritage Site in 1995 for its unique blend of traditional Lao and European colonial influences.

From the 14th to 16th century, Luang Prabang was the capital of the Lang CN Kingdom, as well as the center of Buddhist worship in the region. Dozens of Buddhist temples dot the surrounding area, and arguably, the most impressive of them all is Wat Xieng Thong. This 16th-century temple, with its steeply sloping pagoda-style roof and walls richly embellished with carvings and mosaics, escaped destruction by the Black Flag army when the town was sacked in 1887.

Rise before dawn to witness the tradition of "chao pat," or morning alms, where devotees offer food to the procession of Buddhist monks as they make their way through the streets. The vibrant culture extends beyond religious traditions, from the colorful night market, where vendors hawk handicrafts, to the early morning produce market, to traditional dance performances.

Beyond the bustling streets, live verdant mountains beckoning visitors to explore the surrounding area. Towering over the center of town, Mount Phousi offers a breathtaking 360-degree view of Luang Prabang, as well as the Mekong River Valley. Another must-see destination is the Kuang Si Waterfall, a majestic triple-tiered cascade that spills into a series of pools, which are popular places for locals and tourists to swim. [Music]

Travel upstream from Luang Prabang to the Pak Ou Caves, which represent a unique combination of the natural and the sacred. Set into a limestone cliff, the two caverns are populated by thousands of Buddha figurines brought by pilgrims over hundreds of years. There's a reason Luang Prabang has drawn a growing stream of visitors in recent years; it appeals equally to all types of travelers. [Music] [Music]

More Articles

View All
Stop Buying Stocks | The Market Crisis Just Got Worse
What’s up, Grandma’s guys? Here, so I know I always preach the age-old sayings of “Buy and Hold.” You can’t predict the market; time in the market beats timing the markets. The market can remain irrational longer than you could remain solvent, and the sto…
Nuclear Energy Explained: How does it work? 1/3
Have you ever been in an argument about nuclear power? We have, and we found it frustrating and confusing, so let’s try and get to grips with this topic. It all started in the 1940s. After the shock and horror of the war and the use of the atomic bomb, n…
Mercury 101 | National Geographic
[Narrator] The planet Mercury is named after the messenger of the Roman gods, because even the ancients could see how swift and fleeting it is in the sky. But it wasn’t until recently that scientists began unraveling Mercury’s many mysteries. Mercury is…
Derivative of ln(x) | Advanced derivatives | AP Calculus AB | Khan Academy
So in this video, we’re going to think about what the derivative with respect to X of the natural log of X is. I’m going to go straight to the punch line: it is equal to 1 over X. In a future video, I’m actually going to prove this. It’s a little bit invo…
Welcome to the YC Health and Bio Summit 2022 with Surbhi Sarna
[Music] Hi everyone, welcome to the first YC Healthcare and Bio Summit. I’m Kat Mignon. Yeah, thank you. I’m Captain Yalick, I’m head of Outreach at YC and I will be your MC today. I’m super excited to see you all here and in person. Uh, and I wanted to…
Secant line with arbitrary difference (with simplification) | AP Calculus AB | Khan Academy
A secant line intersects the curve ( y ) is equal to ( 2x^2 + 1 ) at two points with ( x ) coordinates ( 4 ) and ( 4 + h ), where ( h ) does not equal zero. What is the slope of the secant line in terms of ( h )? Your answer must be fully expanded and sim…