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No curvature 16.42 miles.

14,109 次观看 • 1 年前 •via X (Twitter)

30 条评论

The Flerf Herder 的头像
The Flerf Herder1 年前

Professionals use proper land surveying equipment. Frauds use lasers.

The Dread Bunny 的头像
The Dread Bunny1 年前

Correction: Flawed experiment performed by unqualified technicians with misinterpreted results by unqualified BWKs.

Rob H 🏴󠁧󠁢󠁥󠁮󠁧󠁿🇬🇧 的头像
Rob H 🏴󠁧󠁢󠁥󠁮󠁧󠁿🇬🇧1 年前

You can see the laser hitting the surface of the water! 👍🌍👊

TelWGord 的头像
TelWGord1 年前

Show the data; otherwise, it's just another video without any experiments to back up the statements. On the other hand, the globe has plenty of experiments and data to support its claims.

FirstWon 的头像
FirstWon1 年前

Exactly. At 23 miles there should be a wall of water 74 feet tall blocking the laser after accounting for "refraction."

Altered_M1ndz 的头像
Altered_M1ndz1 年前

Water will always lay flat. Want to prove this point do it over land. pick out 20 miles of flat land like in Oklahoma, raise up two poles to the same elevation then conduct this experiment. It baffles me they continue to do this over water.

Jeanie West 的头像
Jeanie West1 年前

Send up a drone and take a picture of the edge of the flat earth and then we’ll talk.

Globalist 的头像
Globalist1 年前

When one fails to factor in that light bends due to atmospheric reaction...

bobine 的头像
bobine1 年前

Next time try again with something that cannot bend

Conspiracy Smasher 的头像
Conspiracy Smasher1 年前

1. What is the expected curve over 16 miles? 2. What’s the diffusion of a laser over 16 miles? Well?

Keet🤪🤪🤪🇨🇦🇨🇦🇨🇦 的头像
Keet🤪🤪🤪🇨🇦🇨🇦🇨🇦1 年前

I like to read many excuses by globies,, theyll keep the cope going no matter what 🤣🤣🤣

Thomas Banacek 的头像
Thomas Banacek1 年前

A laser? God, my friends father was a wood worker. He wouldn’t trust a laser to give him a straight line to hang a picture.

B Sharp 的头像
B Sharp1 年前

Did you notice the beam was much larger than at the laser emission point itself? You aren't seeing the laser, you are seeing the scattering.

keoni 🛸🌺 的头像
keoni 🛸🌺1 年前

You’re friends already proved curvature

Monty 的头像
Monty1 年前

The experiment you all do is disproven so badly. Beam diffusion and refraction cause this, it’s why everyone says not to do it overwater because there is so much humidity. We know the earth is round, but grasping at straws seems to be the only thing flat earther can do.

Jean Wings 🇺🇸 的头像
Jean Wings 🇺🇸1 年前

flat earth lie inoculation and then blind them with the green laser! i see what you did there!

Abynorml62 的头像
Abynorml621 年前

You don't see a problem with using a laser over water?

James Hawke 的头像
James Hawke1 年前

Water is the calibration reference for the laser. Oceans confirm the Earth lays level.

BoboBowe697(PARODY) 的头像
BoboBowe697(PARODY)1 年前

Only 25,000 more miles to measure

coopeleven 的头像
coopeleven1 年前

Are you saying the earth is flat

Frank G 的头像
Frank G1 年前

This is the dumbest version of this experiment you could conduct. The laser will stay in the low pressure zone above the water and mess with your data. It's an optical illusion, your laser isn't shooting straight.

CanadianBro 🍁 的头像
CanadianBro 🍁1 年前

Globers will say the curve is at 16.43 miles you just can't see it. 😂

Dark Helmet 的头像
Dark Helmet1 年前

nO cUrVaTuRe 🤪

Biff Magnum 的头像
Biff Magnum1 年前

16 miles!

The Invisible Bear 的头像
The Invisible Bear1 年前

The only way to do this correctly would be to use at least two other mediums, like direction radio waves. The same radio waves used for point to point communications, combined a telescope, and this laser. No way the magically refraction will work on all of them equally. NO WAY!

Kacper Malina 的头像
Kacper Malina1 年前

at 0:06 second you can clearly see the egg shape of laser that resemble hemisphere, halve above another halve below due to curvature.

Odd Job 的头像
Odd Job1 年前

It is true. I said to the edge of the earth and almost fell off, but the wind changed just at the right time and I was able to sail away sail away sail away.

Jezuz 的头像
Jezuz1 年前

Haha 16 miles

The Invisible Bear 的头像
The Invisible Bear1 年前

Do you even know the odds/chances of a laser refracting 16 miles and matching the curvature of the earth exactly are? ASK GROK! The answer is ZERO! Do you know refraction is a random redirection of light?

Altered_M1ndz 的头像
Altered_M1ndz1 年前

Also if the earth was a globe and you remove the water it would look something like this (*Note: Not a professional artist!! :) )

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