I have a few questions for those who believe this is only possible, on a globe
Not necessarily a globe, a round object.
This is because you have 2 celestial poles, always 180 degrees apart. This requires 2 lines following the surface of the planet (so not curving on the surface) to intersect twice after some finite distance. This is impossible on a flat surface. In order for this to occur you need a round, convex surface.
How do the Stars move at the equator
Just like they move elsewhere.
They appear to trace a circle parallel to the equatorial plane.
Why is it we see stars make perfect circles [snip]
It doesn't make any logical sense for them to make PERFECT circles.
Have you confirmed they are perfect?
That there is not even a slight variation?
You seem to be making the same argument of those long dead about parallax. (although what follows doesn't seem to indicate that or be connected to this at all)
Earth is tiny in comparison to the distance to the stars, as is its orbit around the sun (which would make a yearly perturbation).
Earth's orbit is ~150 000 000 km. For comparison, the nearest star (other than the sun) is ~ 39 735 067 984 839 km
That is roughly 250 000 times.
That means the slight variations are not detectable with the human eye.
Even the sun is 150 000 000 km away, while Earth's radius is a mere ~6400 km, making the sun 23 000 times as distant as you could be from the centre of Earth.
This means even the variation of the sun from a perfect circle (for a day) is not noticable. Instead all that is noticeable for it is the yearly variation.
No matter which model you believe you cannot see the entirety of a hemispheres sky. ( as mainstream science tells us.
Not quite.
It says you can see a hemisphere of sky, i.e. one celestial hemisphere, with it centred on you. Technically if you were out a sea you could see slightly more.
I can only see a plane for roughly 140 seconds on average. keeping the math simple if it travels at 500 miles an hour. I can see virtually 19.45 miles in any direction.
Only for that plane.
If you instead used an object on the ground for comparison, and were standing on the ground, that would give you a few miles at best.
If you use a small ball (like a ball bearing) you might claim you can't see more than a few m.
There are many reasons why objects can't be seen.
You can have objects get too small to see (which doesn't work for a bright light against a dark background).
You can have them go below the horizon (which means they are no longer in the hemisphere of sky you can see).
You can have something else get in the way (like a roof).