Proof the Earth is round

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I get what you are saying, and I think a healthy dose of skepticism is good. But by that same logic you just outlined, if someone sends me a video from their iPhone that shows them zooming into the moons of Jupiter while simultaneously speaking - I have no reason to believe that what I've seen up to this point in my life, tells me objects in space are mostly round. Minus asteroids and even most galaxies appear to be oblong or oval.

Lastly, I'm pretty steadfast on the idea that there seems to be more of an impossibility that China, Russia and host of other countries are all conspiring to trick 8 billion people on this planet (for that last 100 years almost), regarding something that just seems, well.... naturally obvious :dunno:
Plus you can get long exposure star trail photos (or even time lapse video) around two different points in the sky - the north and south celestial poles... eg. close to Polaris and Sigma Octans. It's obvious that would only happen with a rotating object like a sphere with two poles
 
That's true but for this argument the supposed size of the earth works to flat earthers advantage in that the adjustments required to stay on course would be so minimal as to be indistinguishable from ordinary course corrections on a supposedly 'straight' trajectory.
Of course, but that's not the point here.

In the globe-earth case there'd be no steering angle whatsoever. In the flat-circle model there would, albeit a minuscule one.

I think it was more a philosophical/psychological point, but are you saying there is some law of nature or physics at play?
Well yeah. At least in our and the greater human experience, every solid and liquid thing has boundaries. In the case of gases its a stretch 'cause you'd have to define the outer limit at which a single molecule of a given flavour of gas occurs. You release a gas and it travels outwards with no theoretical limit.

You are simply going right or left from magnetic north. If you look at a globe from the top, east and west is just right and left. There is no difference there.
Yes but not directly-right or left. You're travelling the perimeter of a circle so no matter how-large it is, there'll always be a degree of steering involved, meaning that you're not travelling in a straight line anyway, which is the base requirement of the experiment.

You can't travel in a straight line without eventually falling off the edge, let alone circumnavigate the shape; there's just no way to do it.

It goes without saying that the downwardly-curved line you'd be travelling on a globe earth can't be a disqualifier because in order to circumnavigate something on its surface you have to "stay on-the-ground". Just thought I'd throw that in in anticipation of the only attempted gotcha I can think of. :dunno:
 
Plus you can get long exposure star trail photos (or even time lapse video) around two different points in the sky - the north and south celestial poles... eg. close to Polaris and Sigma Octans. It's obvious that would only happen with a rotating object like a sphere with two poles
"The magnetic south pole is not fixed and wanders, currently located in the southern ocean off the coast of east antarctica"
 
Yes but not directly-right or left. You're travelling the perimeter of a circle so no matter how-large it is
It's the same thing as globe earth in that respect. Going east at the equator on a ball earth, when "viewed" from the North Pole would be essentially the same trip. You're traveling the outer perimeter of a sphere, eastward. but following a circular route. "East" in either case is just a compass heading of 90 degrees. The compass points magnetic N-S it doesn't care what the shape of the object it's on is.

You can't travel in a straight line without eventually falling off the edge, let alone circumnavigate the shape; there's just no way to do it.
You can't travel in a straight line on sphere earth either because it's curved. I'm having a hard time visualizing you not visualizing this stuff.
 
You can't travel in a straight line on sphere earth either because it's curved. I'm having a hard time visualizing you not visualizing this stuff.
Of course he is refering to an arc of a great circle the shortest distance between two points on a sphere (not including being able to go through the surface of the sphere).
 
It's the same thing as globe earth in that respect. Going east at the equator on a ball earth, when "viewed" from the North Pole would be essentially the same trip. You're traveling the outer perimeter of a sphere, eastward. but following a circular route. "East" in either case is just a compass heading of 90 degrees. The compass points magnetic N-S it doesn't care what the shape of the object it's on is.
It's not that same thing at all. Here's why:

If it were a flat circle, in order to not be steering you'd have to travel around its edge - on the side. In addition to this, you'd have to have gravity pulling you towards the centre in order to keep you from shooting off in a straight line into space... with a tiny bit of angular momentum thrown in to spin you very-slowly.

In order to have gravity it'd have to have volume. In order to have sides it'd have to have volume. Therefore in order to be a circumnavigable circle, it'd have to have sides.

Interestingly, in that example there'd only be one basic path. In the globe model you could start anywhere and still end up where you started.

You can't travel in a straight line on sphere earth either because it's curved. I'm having a hard time visualizing you not visualizing this stuff.
Dude, I anticipated this ridiculous argument, which is why I addressed it as the last section of my previous post, the one you quoted.

Anywho, I'm done for now. I can't make the logic any-clearer and my tiny monkey brain is chock-full of useless data so I cannot envisage anything else. :dunno:
 
Of course he is refering to an arc of a great circle the shortest distance between two points on a sphere (not including being able to go through the surface of the sphere).
"Arc" isn't a straight line though. There are no straight lines to a destination other than naturally occurring depressions (that aren't water filled) if earth is curved at 8" per mile squared.
 
"Arc" isn't a straight line though. There are no straight lines to a destination other than naturally occurring depressions (that aren't water filled) if earth is curved at 8" per mile squared.
Arc is straight in the XY axis just not the Z axis. Since you are conforming to the surface of the sphere the Z axis is a given.
 
... and the argument is superfluous to the "travel in any direction in a straight line and end up where you started" experiment.
 
... and the argument is superfluous to the "travel in any direction in a straight line and end up where you started" experiment.
Tell @Floyd Eye you used to be able to see people's previous names by clicking on their profile. I know you could do this.
 
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