![]() ![]() ![]() Surveyors encounter situations like this all the time. If you don’t have access to surveying equipment, contact any person trained in surveying techniques and they will verify this fact for you on the surface of the earth. Triangles on curved surfaces have more than 180 degrees. Measure the angle of each corner of the triangle, and you will see that each corner has an angle of 90 degrees, and the total of all three angles is 270. Finally, do it a third time from the other direction so you are left with a triangular piece of orange. Then take one of the halves and cut it in half again. However, on curved surfaces, triangles can have angles that total to more than 180 degrees. On a flat surface, triangles always have a total of 180 degrees represented by their interior angles. Draw a bunch of triangles on a page, and measure the angles inside each triangle. On a flat earth, the angles should sum up to exactly 180. Using precise surveying equipment, measure the three angles of the triangle. LARGE SURFACE TRIANGLES: Find three tall points far from each other, but all visible from each other.All of them would be clear and definitive based entirely on your own observations. I’m personally quite bothered by this, but rather than rant on and on about Flat Earth theory, I decided I would just simply put down here absolute definitive methods for how a person who is skeptical of all scientific authorities can prove to him or herself what shape the Earth really has. Apparently, something like 200,000 people in the USA believe the Earth is flat. ![]()
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