At what distance do you expect one to be able to see the curvature?
322,000 feet is roughly 60 miles. The Earth's supposed circumference is roughly 25,000 miles. The distance traveled upwards is roughly .02% of the Earth's circumference.
Comparing this relative to a basketball, that is roughly .006 of an inch off the ball that has a circumference of 29.5 inches which translates to roughly 1/6th of a millimeter from the surface.
If you were a small fraction of the size of a grain of sand, 1/6th of a millimeter above the ball's surface, do you think it would appear round from that perspective? I would have a hard time saying yes to that.
Please feel free to correct me if I'm retarded when it comes to the math.
If I travel 24,901 miles, the earth's circumference, then the drop is 0 inches and not 4960478408 inches.
I like how you tell other people they are stupid but then use the 8 inches per inch squared, which is obviously wrong.
Additionally, if the earth was flat then the star system would look the same in North America vs. South America. But it doesn't - and you can't explain it.
Additionally, if the earth was flat then the star system would look the same in North America vs. South America.
Why do you think that?
If the earth were flat, then the stars would obviously look exactly the same as they currently do...
But it doesn't - and you can't explain it.
I can explain most anything, as you can - but that doesn’t make our explanations correct. Explanations without adequate validation are merely mythology.
dude the stars in the southern hemisphere are different than the ones in the northern hemisphere because we are on a giant ball. Even snipers have to take in the curvature of the earth when firing. Stop smoking the CIA crack.
At what distance do you expect one to be able to see the curvature?
322,000 feet is roughly 60 miles. The Earth's supposed circumference is roughly 25,000 miles. The distance traveled upwards is roughly .02% of the Earth's circumference.
Comparing this relative to a basketball, that is roughly .006 of an inch off the ball that has a circumference of 29.5 inches which translates to roughly 1/6th of a millimeter from the surface.
If you were a small fraction of the size of a grain of sand, 1/6th of a millimeter above the ball's surface, do you think it would appear round from that perspective? I would have a hard time saying yes to that.
Please feel free to correct me if I'm retarded when it comes to the math.
If I travel 24,901 miles, the earth's circumference, then the drop is 0 inches and not 4960478408 inches.
I like how you tell other people they are stupid but then use the 8 inches per inch squared, which is obviously wrong.
Additionally, if the earth was flat then the star system would look the same in North America vs. South America. But it doesn't - and you can't explain it.
But keep on believing that CIA psyop garbage.
Why do you think that?
If the earth were flat, then the stars would obviously look exactly the same as they currently do...
I can explain most anything, as you can - but that doesn’t make our explanations correct. Explanations without adequate validation are merely mythology.
dude the stars in the southern hemisphere are different than the ones in the northern hemisphere because we are on a giant ball. Even snipers have to take in the curvature of the earth when firing. Stop smoking the CIA crack.