Here is the technique illustrated on Google maps.
Construct a triangle with the vertical side A on the same line of longitude. In this case, 55N:8E and 45N:8E. Then take any third point not on that line, to form two other sides B and C of the triangle. If you use the cursor to move that third point and move it around, you find the distance B+C always greater than the distance A, proving that (according to Google) a line of longitude is always the shortest distance between two points on the surface of the earth, i.e.
are is straight.
You could object that Google isn’t calculating the distances correctly, but this argument is directed at those who believe that Google
is calculating the distances correctly.
But if lines of longitude are straight then the AE map is the only possible map of Flat Earth. But that leads to the perverse consequence that the South Pole star is seen always to be in the same direction viewed from different points on the equator, yet the AE map says it is seen always in different directions from different points on the equator. This is a contradiction, ergo etc.
In summary, if Google maps correctly represents the geometry of the earth, then the earth is not flat. It’s logically impossible otherwise. But the earth is flat, therefore Google maps does not correctly represent the geometry of the earth.