Comments by "Kevin Skinner" (@kevinskinner4986) on "Shutting down flat Earthers, Neil deGrasse Tyson style | Big Think" video.

  1. 5
  2. 4
  3. 3
  4. 3
  5. 3
  6.  @mikeFlatbird729  The reason the ground appears to "rise to your eye level" is because the angle between your eyes and a point on the ground becomes smaller and smaller the further away it is. This angle is functionally a straight line at infinity. Yes, the sun will also reach that plane directly in front of you. HOWEVER, because it is higher, it will need to be further away to do so and unless there is another factor besides "perspective" (air disturbance, bending light, etc), it will do so at the same rate calculable with basic trigonometry. Do you understand? You want to use that "looking down a hallway" right? How close would the ceiling appear to the floor if instead of a hallway, you were in... say... an aircraft hangar with the ceiling fifty feet above you? It wouldn't be anywhere even close by the end of the building. Now, step outside that building and look for a cloud 5 miles high. It's even further away to get near the horizon! So how far away does a 3,000 mile high object to have to be to get close to the horizon? You should be able to calculate this. If you can't, you're making shit up. And even when the two do meet, it will NEVER become obstructed. It is impossible for the ground to ever obscure an object above it unless it gets between them and an object that reaches that horizon line does not MAGICALLY shrink so that half of the object is one millionth of the size of the other half with a cut so clean it can be made with a knife. The ENTIRE object shrinks together. You know those "disappearing objects on a table" videos? They're cons. The camera is placed below the table so it can only see the front edge. The object doesn't "shrink into the table" as ti moves back. It is actually being obstructed by the table. You said that there are "Celestial laws". What are these laws? Be specific.
    3
  7. 2
  8. 2
  9. 2
  10. 2
  11. 2
  12. 1
  13. 1
  14. 1
  15. 1
  16. 1
  17. 1
  18. 1
  19. 1
  20. 1
  21. 1