A flat earth YouTuber made this challenge.
Set a narrow pipe up level on a hill or mountain that has views to an ocean horizon 180° apart. Sight the horizon centered through the tube from one end, then go around to the other end and see if the horizon is centered in that view.
I don't have a vantage point that fits the bill, exactly. I can gain a vantage point on Cabrillo Point that is ~400' elevation with no land fall along a southerly line of sight all the way to Antarctica. But 180° away from that direction, I only get 50-some miles before the line of sight crosses inland at San Onofre and then the Santa Ana mountain range beyond at around 70 miles.
Here's the question: on a globe, from 400' the visual horizon should be around 25-30 miles, well before landfall at San Onofre. That doesn't mean one can't see land rising up beyond that on a globe horizon if it is high enough. I know from experience that I can see the Santa Ana range, including ~5700 Santiago Peak, from that spot if the air is clear. Clear enough, and with recent snows, I'm sure I could even see 10,000+ ft Mt San Antonio in the San Gabriel mountains, over 100 miles away.
But if I try to perform this pipe experiment, will that backdrop of mountains confuse the issue?
What if I were to do it this way? Mount the pipe on a 48" carpenter's level, set upon a tripod, get it level and then make the first sighting to the south.
On a globe, I'd expect the horizon to be below center. On a flat earth, the horizon should be centered.
Say the horizon is below center. That may not mean "globe." It may just mean I didn't get the level right. So, then adjust the level until the southerly horizon IS centered.
Then, go around and sight to the north. Centered in the pipe should be eye level line of sight for a flat earth.
Is there anything wrong with that reasoning?