Flat Earth Exposed....China's Space Station Forgets To Attach A Fisheye Lens

By Lee Austin

As detailed in my book “Morning Star’s Tale, the earth is flat. Amazon.com: Morning Star’s Tale: 9798619133080: Austin, Lee: Books

Go to the 21 second mark of the attached video and see for yourself.  Without a fisheye lens the flat earth comes into clear view. China’s Shenzhou-14 astronauts complete 2nd spacewalk – See highlights!

It’s not the high-def digital clarity that holds the key to deeption. Rather it’s the lens of perception through which your eyes view the temporal reality. In this case, the cameras lens brings the lie into focus. There’s no denying that videos taken  from above distinctly show the earth’s curvature. However, the only curvature is in the fisheye lens of the camera. It’s not the earth that has curvature. But the lens itself creating the illusion of curvature. Like a mirage rising off a desert high way in middle of the summer. These ultra wide angle lenses produce a strong visual distortion. All the while creating a wide panoramic hemispherical image, like when a fish eye lens is tilted up or down in relation to the horizon. The result is the illusion of curvature. Tilting it down creates an orb curved effect. Panning the shot from a low orbit position above to the flat earth below displays the mirage of an orb curved effect. You’ve been programmed to believe you live on a magical, ro tating ball with a circumference of twenty four thousand nine hundred and one miles. If this were true, then logically the ball would have curvature. To save time, here’s the Pythagorean curvature equation. Based on the fictional round earth circum ference of twenty four thousand nine hundred and one miles. Eight inches times the distance squared. 1 mile = 8 inches of curvature; 2 miles = 32 inches of curvature; 5 miles = 16.6 feet of curvature; 10 miles = 66.6 feet of curvature; 20 miles = 266.6 feet of curvature.

For example, a boat ten miles off shore should be sixty six point six feet below eye level or visible horizon. It’s not. On my f lat earth the horizon always rises to your eye level. Whether standing on a beach or the roof of an ocean front high rise. That’s because it’s flat. What you believe to be the earth’s curvature is actually the vanishing line of perspective from your point of view. The flat horizon changes in relation your vantage point. Whether viewed from ground level or a commercial jet at thirty five thousand feet, each flat horizon will have a different line of perspective.

Let’s examine the flight routes from Frankfurt Germany to Montreal and San Jose. Frankfurt is located at a latitude 50.11.  Montreal 45.50 and San Jose at 37.33. On a ball earth if the shortest distance between two points is a straight line then logically the shortest, fastest and most economical f light route from Frankfurt to Montreal and San Jose is in a Southwesterly direction. However, the flight route to San Jose makes absolutely no sense. Why would a flight departing Frankfurt fly in a Northwesterly direction and then cruise along the Arctic Circle before changing course to the Southwest? Completely illogical, unless the stated flight path is a deception. As a matter of fact the flight track appears to cross near Greenland’s largest city Nuuk, at a latitude 64.18 degrees North. So a flight departing from a latitude of 50.11 degrees travels approximately 14 degrees Northwest before heading Southwest to its final destination at 37.33 degrees latitude. Does that make any sense?… At all? It does when you re-examine the f light routes referencing a flat earth map. For argument sake I recommend Gleason’s “New Standard Map Of The World.” As you’ll see the Frankfurt to Montreal flight route is similar on the flat earth. However, the shortest distance from Frankfurt to San Jose is a straight line over Greenland to San Jose. The bell curve on the ball earth flight route chart is fiction. Because San Jose is 2521 miles West of Montreal, the shortest distance from Frankfurt to San Jose is in a Northwestern Direction. In other words on the flat earth map, San Jose is on the other side of Frankfurt.

A boat disappearing over the vanishing line of perspective comes back into view through a pair of binoculars. An impossibility if the earth were a ball. There’s a reason they call it sea level. Water will always find its level. To believe the heliocentric, spinning ball theory you must first believe the water’s surface is in the shape of what’s underneath. If earth was a ball jets would have to compensate for the curvature with a constant downward trajectory. Otherwise they would crash into water firmament dome. In truth jets fly level to the ground because there isn’t any curvature. The artificial horizon instrument in the cockpit of a jet indicates whether the pilot is flying level to the horizon. This gauge is a mechanical gyroscope without a single internal electrical component, adjusting itself into an upright position indicating a level flight in relation to the ground. Therefore if a jet followed the true curvature of the fic tional earth ball the artificial horizon should roll back to reflect curvature. It doesn’t. The constant flat line on the artificial horizon instrument proves the horizon is always flat. In addi tion the sundial, periscope, and lighthouse could not function on a round spinning ball.