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

Japanese Balloon Bombs | The Strange Truth


2m read
·Nov 11, 2024

By mid 1944, Japan is getting hit on a daily basis from B29 bombers. They are literally obliterating cities. Japan was dying, and Japan's only reaction to this is to strike back. Japan is faced with a serious problem: they can't develop a high-tech weapon. Our problems in the brain inside of the Japanese head, there are 70 million of these in Japan. But perhaps a low-tech weapon like a balloon could be launched against America.

A brain of thought in the modern way could be taught to use the latest modern weapons. They develop a technology that is absolutely brilliant, simple in its approach. But the technical ability of this bomb to be able to float to America and, on its way, be controlled by a series of sandbags gets it to its target. It is incredible. Someone had to sit down and run the numbers to come up with exactly how many sandbags, exactly how far they could project the balloon to move.

I find that to be pretty incredible. That same brain today remains the problem. Our problem: over a thousand were lodged. They went as far as Texas, and as long as they stayed airborne, they could carry great distances. So, depending on the wind and the altitude they maintained, they were falling all over western America.

In May of 1945, a minister, his wife, and five children from their parish were out on an outing near a town called Lake View, Oregon. The minister was parking the car; he let his wife out and the children. They went into the forest. He heard her exclaim, "Look what we've found!" and seconds later, by the time he got up there, his wife, who was pregnant at the time and only 26 years old, and these five children were dead.

It's tragic to think just how unlucky this family was—the only known deaths in the continental United States caused by the enemy during World War II. The wrong place, the wrong time, and the innocent curiosity that went horribly wrong. There are still balloons out there. Obviously, of the thousands, less than a thousand have been discovered. So you have to think that in the massive forests of the Pacific Northwest—Canada, Washington, Oregon—there are some balloons out there.

If you're hiking in the Northwest, be a little careful, and if you see an element like a wheel with teeth on it, that's a sharp end of a disaster awaiting you, as it can explode. They're still there; they're still waiting to be found.

More Articles

View All
How much does it cost to run a private jet?
Hey Steve, I’m thinking about buying my first jet, but I’m worried about operation costs. Could you tell me a little more about that? Because the operating costs are obviously the main thing you have to worry about after you own an airplane. It depends o…
RFS: LLMs for manual back office processes in legacy enterprises
One thing I’d love to see more startups working on is the use of LLMs to automate complex back office processes in large enterprises. So, for example, in a bank, you might have a customer service team answering loads and loads of queries from customers. …
Top 3 Tips That Changed My Life Forever
[Music] When I was graduating college, my mother came to the graduation. She said, “I’ve got great news! I’m coming to the graduation, um, but, um, I also have some other news: no more checks.” I said, “What do you mean?” Because she’d been paying for co…
Finding a Cancer Killer | Breakthrough
NARRATOR: Working out of the University of Pennsylvania, Dr. June has been developing a new technology to leverage the immune system’s T-cells to fight and kill leukemia in mice. [squeaking] CARL JUNE: Yeah. I have been through a long journey. So I was a…
Is the EU Democratic? Does Your Vote Matter?
Being a citizen of the European Union means that many aspects of our lives are regulated by a weird entity. It feels like a huge bureaucracy is making decisions over our heads. Many Europeans think that their vote in the EU elections doesn’t count, and th…
Motion along a curve: finding rate of change | Advanced derivatives | AP Calculus BC | Khan Academy
We’re told that a particle moves along the curve (x^2 y^2 = 16), so that the x-coordinate is changing at a constant rate of -2 units per minute. What is the rate of change, in units per minute, of the particle’s y-coordinate when the particle is at the po…