As a student pilot, I am frequently exposed to scientific evidence of the world taking on a spherical shape. There is one such example that i am at loss to explain after reading your FAQ section. In aviation, we use radio navigation aids known as VORs, which operate on the Very High Frequency spectrum. These energy waves propagate outwards from ground stations, and due to the energy of these waves, are only transmittable by direct line of sight. This means, in simple terms, you have to be able to "see" the ground station in order to receive information from it. Consider the example of being off the coast of Australia and tracking toward Sydney airport from New Zealand. This approach is flown fully over water, which obviously is all at an elevation of 0 feet. If the aircraft is at 5000ft above sea level, the declared (and proven) range of the VOR is approx 60 miles, whereas at 10,000ft, the range is double that. With no terrain impeding the wave propagation, and no interference of any sort from the ocean surface, how can the range change on a flat Earth? If, for arguments sake, the earth was curved, the range would obviously change with altitude, as the higher you are, the further away your visible horizon is. If the earth was flat, VOR range would be infinite, as long as there is no terrain blocking the waves. It is important to note that the power of a VOR transmitter does not affect range, over any reasonable distance. How can this be explained??