Ave María purísima:
I am undecided on the FE vs. GE question. I would
like FE to be true but there are many facts that cannot be simply swept under the rug.
However, I checked the memes from another
thread and a couple called my attention a little bit. I have some objections to them but I am open to refutations.

This is a good one but it ignores the fact that the radius that a point on the surface of the Earth describes is much larger than the radius one kid would describe when riding the merry-go-round.
The centrifugal acceleration is v^2/R, where v is the velocity and R is the radius of the circle. Assuming R = 1m = 0.001km for the merry-go-round we get:
6^2/0.001=36,000km/hr^2 = 2.78m/s^2.
Now plugging the Earth's data in the formula (R = 6400km) we get:
1600^2/6400 = 400
km/hr^2 = 0.03m/s^2which is significantly smaller than the acceleration of the merry-go-round. This does not necessarily neutralize the argument, the question is: how noticeable should be the effects of a 0.03m/s^2 centrifugal acceleration? Probably not much, considering that that's 300x smaller than the acceleration of gravity g = 9.8m/s^2 which is relatively low.
More than an objection to this one is only a question: How does the man disappearing behind the ground can be explained by perspective? Maybe I'm missing something...I would expect that by perspective the level at which the feet of the man appear raises in photo 2 with respect to photo 1 and in 3 with respect to 2. Like this:
The level of the feet of the second kid looks like it is above the level of the feet of the kid in the gray sweater.I think that the man disappearing behind the grass can only be explained by a crease in the terrain or the observer being below the ground level, both causes are tantamount to curvature in the case of the ship. Am I missing something?