It makes much more sense for the earth to be stationary

its a claim

even if the ground is moving 1 nanometer per year, they're still moving together.

can you prove that?

move a bottle of water, does the water inside the bottle move with it?

so, youre changing topics

When you're sitting in a moving car, don't you move with it?

Deflection at it's finest.

it's the same concept

looks like oakenheart wins

it does not even matter if the Earth is moving or not

Thank you!

oakheart, sorry

How wouldn't it matter.

The gravity just isn't adding up.

Only the relative speed matters. And as far as how much the rotation of the Earth matters only affects centripetal acceleration (or if you want to say, centrifugal). And even at 1000 mph at the equator, the resulting centripetal acceleration is insignificant compared to the rate that things fall.

The bumps you feel while driving down the road have more acceleration with them than the centripetal acceleration of Earth's rotation. At the 'accepted' speed of Earth's rotation, it's just not significant enough. Also, the rotation of Earth doesn't have anything to do with gravity.

As far as you know =)

As far as I know.

Show us an experiment proving this spinning globe earth?

^

We r interested

I am intrigued.

No doubt.

You've come up with a better defense to the globe theory than any of the other false pretenders.

*"The temperature in the exosphere varies greatly and can range from 0 to over 1700 degrees Celsius. It is colder at night and much hotter during the day. The air in the exosphere is very thin, and is made up mostly of helium, and hydrogen."* - www.softschools.com

Soooo

How again can people fly out of the earth?

Plus entrance heat.

The 'core' claim I'm making is that *it does not matter if the Earth is rotating at all*, unless the Earth is rotating rapid enough for the resulting centripetal acceleration to be comparable to the acceleration of gravity.

it's not the 1000 mph that matters

The acceleration of gravity doesn't exceed 1000mph though.

1000 mph is not acceleration

a = v^2 / r, where a is centripetal acceleration, v is tangential speed, and r is radius (or distance from center of rotation)

convert 1000 mph to feet per second

and plug in the radius of the earth in feet, and you get the centripetal acceleration in feet per second per second

I'm going to interject real quick with that meme

sorry, made some mistakes (corrected)

those temperatures are recorded in the *upper* atmosphere, and that is important for the following reason

K show that in an experiment