Пишано ти е во претходните псоотви ама ти или не си прочитал или го негираш тоа. Да е земјата округла ниту една зграда не треба да се гледа.
more than 31% of the building would be blocked by the earth"s curve if it was round.
Actually 31% would be visible and 69% would be blocked, which is clearly not the case here.
Wait a minute. Chicago average height above sea level is 579', the waterfront is listed as 577.
http://en.wikipedia.org/wiki/Aon_Center_(Chicago)
The overall grade of the city's central, built-up areas, is relatively consistent with the natural flatness of its overall natural geography, generally exhibiting only slight differentiation otherwise. The average land elevation is 579 ft (176 m) above sea level. The lowest points are along the lake shore at 577 ft (176 m), while the highest point, at 735 ft (224 m), is a landfill located in the Hegewisch community area on the city's far south side.
This throws off the previous calculation, of the picture across the lake.
The Willis tower is 1451' high, RE drop is 1398. You not see the building at all if earth is round. You definitely would not see any of the other buildings either.
Right a difference of 20'. None of smaller buildings would be visible at all.
The RE expected drop is 1398' at 45.8 miles. Plus 20' of the dunes. This means you could see nothing at all under 1378' if the earth is round. You can see several buildings that are 600' high. There would be no way to see the other buildings at all. The earth is flat.
There are no hills or valleys on Lake Michigan. This is the nail in the coffin that you have been looking for. Search deep on your heart and realize the earth is flat.
Lol, the 180 meters elevation is due to Lake Michigan being that elavation. The Chicago wiki page shows Chicago is a most 2 meters above the lake level. The difference in elavation between Chicago and the opposite dunes is really not much, maybe 20 meters as you previous agreed. I accounted for that 20 meters. I you want to deny that those buildings would be visible on a sphere, go ahead. I think you need to reevaluate your position, it just would not be possible on a spherical earth.