You honestly believe the earth is flat?
Yes he does. He just hates being called a flat earther. He can't even get his head around the concept that "flat earth" means the lands and sea are scattered across a flat plane. He seems to think that it actually means that no hills, mountains or valleys exist to a "flat earther".
This is the level of intellect we're working with here.
He also makes statements like "not all right-angles are equal", showing exactly how well he understands subjects like basic mathematics.
He's not on a wind-up, he's genuinely this thick.
I've not read this thread before, but there surely can't be people who genuinely believe the earth is flat, right?
See above.
It's well worth reading the thread though. Not for his bullshittery, but for all the scientific explanations, experiments, images and videos that the non-flat-earth folks have produced.
This is actually the thread of the year.
Nope. I asked where the reference is for accuracy.
You spent fifty pages refusing to accept the concepts of a tangent and normal of a circle, that they were at a right angle to each other, and tried to claim that a tangent could overlap the circle if the line was thick enough, showing that you don't even understand the concept of a line in mathematics and the fact that it is a one-dimensional object that has zero thickness.
Unlike yourself, whose thickness seems almost infinite and would certainly overlap any circle it found itself a tangent of.
Yeah and we all told you.
A tangent and a normal make 90°.
It just does. In the same way 2+2=4.
I suggested you get a compass a ruler and protractor and draw it out several times for yourself and you'd see that it is 90°. But you started going on about the thickness of the lines and the circle and all sorts of other obfuscation and deflection.
Not to mention "oh you never said anything about needing a protractor at the start of this explanation; You're moving the goalposts now; I'm out".
A compass and ruler to do what?
First of all, it's a "rule" not a "ruler", and a "pair of compasses" not a "compass".
Here you go, once again because I'm feeling generous:
Draw a circle with the pair of compasses.
Draw a straight line with the rule that goes all the way through the circle, passing perfectly through the middle of the circle where you should still have a hole in the paper from your compasses.
Get a protractor and use it to draw another line at a perfect right-angle to the first line, exactly where that first line meets the edge of the circle.
You will now have drawn a Normal and a Tangent, congratulations.
OK start again but do it differently...
Draw a circle with the pair of compasses.
Take your rule and draw a line that only just skims the edge of the circle without intersecting it. You can draw this line at any angle you like: completely flat on the top or bottom of the circle, completely upright on the left or right of the circle, or indeed at any diagonal angle at all, it makes no difference.
Once you have this line, take your rule again and draw another line that goes through the centre of the circle and then through the line you already drew, so that it passes through your first line at exactly the point it met the edge of the circle. If you then measure the angle between these two lines using a protractor, you'll find that they are at a perfect right angle to each other.
Congratulations, you will now have drawn a Tangent and a Normal.
To be accurate you need to merge the two lines. One from the centre and the other hitting a perfect point on the outer circle.
Now he's getting it.
It's your globe that does not marry up.
If the bridge had 4 towers and the two centre towers have to lean back, however small then the next towers left and right of those first two would also have to lean back which means you have two towers each side both leaning in one direction. Two to the left and two to the right.
No, all four towers would be leaning away from each other. Not "two left and two right" at all.
Not surprising considering you're not describing it correctly.
Yep.
The perfectly plumb 12 with a leaning 11 to the left and a leaning 1 to the right.
But then another leaning 10 to the left of the leaning 11 and another leaning 2 to the right of the leaning 1, with a plumb 12.
Keep that going and you have one Earth full of circular bridge and it all makes perfect sense in the narrative....right?
But how come?
Shouldn't the 12 lean?
Shouldn't every marker lean the same?
None should ever be plumb on your global Earth.
Jesus wept.
OK, take your clock with your perfectly plumb 12 at the top, then rotate it so that the 11 is at the top instead. You'll see that suddenly the 11 is perfectly plumb.
MAGIC.
Do it again - rotate it further so that the 10 is at the top, and OH MY GOD it's perfectly plumb again!
BUT HOW, WHEN AT FIRST THE 11 AND 10 WERE LEANING LEFT?!
IT'S A MIRACLE!
Or what looks like a very accurate right angle. But is it?
There's no hope. He really is this thick.
If you pour water over a balloon it cascades off that balloon, assuming it's inflated.
Almost as if some magical force, let's call it "grovuty", were pulling the water off the baloon and towards a huge mass nearby. A huge mass like the planet itself perhaps.
Step 2 look at bath......then place a floating flat board on the surface.
Step 3 simply place a spirit level on the flat board and watch how the spirit level reads perfectly level.
OK, tell us how the results would be different in two scenarios:
1. If the water were indeed flat.
2. If the water were indeed curved at your quoted rate of 8 inches per mile squared.
Before you answer, think about your clock face again when we turned 11 to the top, then 10 to the top.
Step 5..... Go to a pond and repeat for same result.
Again, explain how this would be different in the two scenarios above.
Step 6....Go to a large swimming pool and perform many accurate level experiments of water conforming to that container.
Nice and level.
Not level. Curving at a rate of 8 inches per mile squared. Barely enough to measure, but possible with accurate enough equipment.
What do you mean "nope". You're arguing that on OUR globe model, the towers should lean, and we're telling you "No, on OUR globe model, the towers would all be plumb from their own position".
If you're going to argue against OUR globe model, you need to understand how OUR globe model works. If you don't, then you're arguing against some wacky globe model that you yourself has invented but doesn't bear any resemblance to the one everyone else is saying is the true model.
You can never have water level on a globe unless you have a fixed up point and indentations within that up point to fill the container to the point where it cannot leave the brim.
You're partially correct. Water is never truly level. It always curves, but on a small handheld container the curve is so slight that it's imperceptible if you're only using the human eye. Let's have a think about the sizes that would need to be involved... if the supposed curve of the Earth can be described as 8 inches per mile squared (a decent approximation up to a certain point) then the curve across a handheld container would be...
The answer you're looking for is "so small it would be imperceptible to the human eye".
That's plenty good enough to show logically what the Earth is not. It's not a spinning globe.
That's plenty good enough to show logically that you don't understand anything at all about maths or science.
You argued a clock face. The 12 is not angled.
It is if you turn the clock face so that the 11 is at the top. Or any other number than 12 for that matter.
What does a plumb line point to?
The 12....right?
The 6....right?
Wrong and wrong.
The plumb line would only ever point to "12" at the south pole or "6" at the north pole.
A plumb line in Britain points to about half past four.